<snapdata remixID="11903176"><project name="U1L3-Pinwheel" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAAERlWElmTU0AKgAAAAgAAYdpAAQAAAABAAAAGgAAAAAAA6ABAAMAAAABAAEAAKACAAQAAAABAAAAoKADAAQAAAABAAAAeAAAAAAeaS0RAAAbTUlEQVR4Ae1dd1xUx9p+6LCASleaINJEEAQFBEQQRLCixt57L2g0qLl+Bo2JMZbEbmKNoEY0xorYpamgKKig0kFpixRBKbLfnFl2XW9ucu/9h831zPhjzjvlzHv2mcdp5505CiqqEIE5hoCcEFCUk16mliFAEWAEZESQKwLK/0p758426NHDHUpKhJ/NJIcCSD8tIheFlv76g0QTaSEf9+RcSJyb3Ezvkr1yN0jCnCzOzUmc43Rx6Qpclv9Cf21dLZKSEvDq1UuuGOb+BxD4AwF/2LYLfQMCpOSRcID+FsILSgrKD46QhCwizidXBRJJZBqSetwNXCLN8uFKg5I0koG7l8vYklccEvt71yyAbfW9lgL+/OIyZyu0rT1oEZFRkVi3fs2fZ2YpfxsEFGQnIV0dnPDLL1FSvogZQ0glImQgzBPRK1CQXwhzM1Ma19JYkayk3aJc4lgEJN1JgoeHB01WJL64IfvQJkoQoDRrKV82TiyLINjVDwYCJUkSFLQNKVFF1aXSOImQN+kieVaxfufuDpJodv0bI/DRGNDKyhoNDQ3071hUFFaGr8ShgwfxhnRtJ0+exIgRIzB1ylRcvhyDcePH4+LFixgzdgwWLlyIW7dvo6a6Bjt37cSz55nQ19dHPSlr8aJF0NJuAw93D0yYMAFxJN+gQYNw585d+Pn5ITcnB19FREAoFGL79u1obm7G2d9/x/v3TfQ5WtpUKYSaq5Ohuepft4gN9eTZG7m/eml+Jvy9EfiIgA0N9aivr0cD+Wt6/x4REV/B1tYWX6//GgqKCpg5cyYllLq6OoYMHYL09HRKJiUlJbi4uKCqshIODg4YOjQUISEhaCTljBs3DsbGxqiqqsL06dORnZ2N24SEmZkZ8PX1xdOnTxEZGUn1hoaG4vXr1wgODoZxB2M0EgL/0Ym75j/Gg+anJCREZO5/A4GPumANDQ2cPxsj7kpJnyni6Em6NFVVlRYytAzSxNHiNDUV2lJJumIVZRU0NTW2jA3FZOE6YHFLJu4euTGfWCLddkuXyY0tW3p4qKiqEvI2UP1mx8dAX/DR/5M/RfbBoKP0mRRI+f59e/9pPpbw90HgIwJyjzUsdCRmkJaOIww35uP+fegGW2bC4sFey6/40CJJSERYQNLIXS1J3IUExWEitqRKy+Z00NkNx8AWWaLfxNQEdja2XAl/6Z6QlrS4+BUl8eJF85H5POMv87PEvwcCfyDg3+Ox2FPwBYH/rG/jCxrsd7Y6AoyArQ45UyiLACOgLBpMbnUEGAFbHXKmUBYBRkBZNJjc6ggwArY65EyhLAKMgLJoMLnVEWAEbHXImUJZBBgBZdFgcqsjwAjY6pAzhbIIMALKosHkVkeAEbDVIWcKZRFgBJRFg8mtjgAjYKtDzhTKIsAIKIsGk1sdAUbAVoecKZRFgBFQFg0mtzoCjICtDjlTKIsAI6AsGkxudQQYAVsdcqZQFgFGQFk0mNzqCDACtjrkTKEsAoyAsmgwudURYARsdciZQlkEGAFl0WByqyPACNjqkDOFsggwAsqi8V/IEU97YUakI71jtHAIPLJDqdzluA8UNf9w7ud/UTK/sjKk/sP63hrrBntnbQQZXMel6O6Y/WstFJTF8ImOZGDYCEMkkbKMg5ah7Ys61Kb9jHc5JqiIKUT5qav/oRb+ZWOHE/1JnWtpKWF7jg9KqxvxtW8KKgvfwTV5AFT01aA9+QbWrrRCSXkDUvW6Y9/pWrTzdYWgU3so/n4ImTdf01LtDk+Giq4yGsvNcafzIBiO6Y/SqEt/opGf0awFlKn37t20ceuCG4pLGtC5ezyaKoHAjU1YTsj3aJYHPntQgcwZifSO2BsVcIrZBUMfR2Q6fAlt0xXSkjaX+SLM4CZE8Sfx+KA3LNc7wyexFDnHlkjzMEGMAGsBZZhgYa6BA9O74ERsKTqfsMTSDrdoase13eBso4uZv1civfQNqueNx5bwA9DoZArhxTiEDjTEkBAD7Ld5RI4YbgFWQRHKIiHqqpqgLGiDytQrqBfmw2iRN+I7Osto5bfIWkBS/0WLekN3jjIse8fhbC8gMeUddrWQz0s4Cm+zanCm5wWcaeHKwCgv5Ay4BqPNN2nM6XOlSMnTgcVmEdI/D0Tlw+s0fkO2N8I7xVHZeLYNVDtoIGNMLDzOFEBZQw9x/QQtJfL3wvtZsIayIhSmAbtPF6K4tAGbA1Iw740bct3nUlYEXtPEfUI+ieuRdhI3gxdg3e1sLO9lAb/LjTDsOxZKntMQmtwFKoXxkqzYEnSfyu598/Fy9zOYfe4Aq54zkDTEDKI2Fei2WdzCSm/gocDrFvDaeFfMvZgBRUVF2ERy3eIzfFvggxlmF6VUuN22DKmu07D3ZSomBQzClCfZqEl5ih9JDicjLVhlXkPF3YsovRoJboRX98ofA2ZdJudki/9v29kokPO1K+AZKIRomADKZlkw7bQU5TujUXBjNxTVNNBc/1aqj28CbwlYsywA74XaWDZEBZMWpiEmTQhubS/zWoWUA26pA3HV+SwkI7bSz7/CtvG/ILAlR9tDFeh5aRFO14hnvVz00LGPodimGU9SRkBY8humH+2Kn8alS8t0TQ5B4b4L0K3pj249bwOO5FzsKSIkkmUcPjredsGVdc1od+A0Hqu9RMw1Ia37+dOOQGeVL5Unfj8b+d98II7AvhMyi3KRVF0EgaIKJq69hOqndxC+dReql/th0JDXMLUMQ17FRlzY15+SjytIlnxcWM1Si7ugouwS3syNQmluFJRP6dI4Pnq8JGBV8EzMjU3Di4MzsWpUb6R0J92o5wvsn74KWkpaWNNxOWYcHgi7vb1wtmsk5YXVgkl4tTcaX+bewtT2ThB06ISHS3xo2rRzTxCsewnCsvPIfDiJHPhPPgkg43TN1WnoB49iuMwbBq+KUfiuxwukDViArMcLcSfaFOoaltBq5ypzFz9EXi3DjDZ0QHsVATp3qYXw+WAsN12AxmPj0cZUPGvlxn8rzEi32OLsDnkhY1I8Cjwe4VZlAsZlzJYkYdSRAhyfYEbDXkHVCLP4CcP3hNFw8bPeqCTLLxOCTeDbYTrMbm3AIp0bNK3jGic01zRhwPlV6KLTFwuT2iPc6SYu+ChCO7sn4i6q0Xx88XjVAh4rfYwNQ8xh2k4NxfUl0IgzQV3de2ldy5Kv45dO0nizJCfsvWSNGq88Guew7iwubRyD3db9MdrvHurfFWKQ3jmaNsPmEK4v+Q3DAwW4V/4rNqUF4dxX2dKyOKFg8xPszhxHyeexeSsuF21FdV40+TjPq4/y8SHAKwJm9ZyDR4mz4GfRFrteHUD2Q6+P6lhPrSP29qpFsMky5EU8gnHwhw/kFMfchHZ8R4wyDEXQ4euoSouDLVnL02wsRfLNLnjT8B5Z872gqqiOgXuG43HlFVo21xvHbsnHlx2X0bBO3w7YPGHTB72h1kgRnsay8n/gzjULKClrf0jjgcQbAg7Tt4O+iidW5axDdUMTrdpO3eKhq6OCeXbHaVhYn4e0Vd64WLSJfNhJEYp1KoSQb2ia0wYNer1VmYgnW76jcv/0Y6hRMaYy58Ukn8OOjFGIuSpEVUgqnve4i+IBqagMzIS1uiUO2+7A7VV7cTcmHg9dxYvYSZYD6P3zknSxKaQaGzz51QryZhmmv44vKhrLsWNsEwRKutjqXoANj/rSz5FxpJG4+P1FVOS+b1fdUIKNo/zg+DQIpfUvYH90A56OC8eIK3fBmRQ4eCWjW10C1Kx+RHllOeYm6dB7M4k1jHVJFW5UkUXpmMtYpHuDxnNe100nkT7oOo6Vnkas/2VU+RjDP1YdugmdETUsD6P3tZXm5YPAGwJaaARiQuZixN0tREO4PxbfEU8gAFMMJu9xf79QRutbuSIB9v498ZSsB6qoGhErlyYkvxaP7z7PLcBThOPHLZ5w03ZG8m0XdDVyRFxVAXKrJ6PA9yoqFchHFq8rwinFFw6BenisK17i4Qr3KBiOJLNoKa/Cv3+NZJd+uOcSi7UdV2DNdEfkqEmeS5rtkxZ40QVrKgrgJBB/vHC3ZxWa6UcRxfXa/F4ZUT+7wiekGb0HiMgYTAczovrAu/87VI4g63mjveGW9BnN/N0qM8ywOYBhHddidfAR9PR7DndtE4R3L8L53FOY8nAtBGMvwikuiOZvZ0Y+a7vOCnttgpHXewGqbpZgV9cQ2Av0afpLsqzDuR4PAmFq7QO3/U9QUV+Aya5xNJ4PHi8IeMD2R/K9Y0XYt/XD7ERxF9fHXAeqKgboN+08LLuLMCWkK26dV0BirB4ensuA3QQ3PE4ORU7GF1BoVob7F6fhGVCKtGsmCDIJwzcBCqitTkPn9tvwtjkbS1V+RcR4f6j7pFLexESNxLwEN5xZnYWZzy5i3LlyPB0fh8vFWdhs1Rdpw1cjYNI4Kce2Bqpg9jeX6ZqkvjZ/1gN5tQ6Y6DINng+IpXI4GfuRqu/6+xC6EMyxYPEcc1yILcczMn7jnHtkHkb2nYClRrfg/nwWns0+A4v+s6HhFgwljWIkBU1FY5UQHdXaIsPnFh7XvIRZl5NofCrAymlXcXjGE1oOZwHTtrcRyo7n0jDnWUTMRRt3J6xeFIMumvromrwPnWZvQvbuZcQI4gEs7rhI837qAi/GgDnu93GOjPXyqmfS+nS+OBnNr1ZjusMPCH8sruKV/3BD9/nBeFVvhHPCQTDfawz9hu9x4VUk9ty9iqJ2AqiNeI56YpSQ6n0V7nd/gV6mDyZGpaDeLA5+hxbiluYk3DiXhtc/vKOFbv2uNybVqqJXTTH2juyG0BMPYTJvNPI37Edz3TuMJLlctdvjZb81+L2pDbhlbpesFXByv4JHdwLED/aJ+7xoAR96FmJT2Wlo1e5HmnMiMh6MQ3lxNEY7tEdMVjlev2uC94W3yNw4GRkHSlD08h3mLFfG1dPqUKRf3QZWrCnErAUX8KtpAi7da0IbyyrUZS3ElK+AwR3O4uXLs/BNOYTLE12xZ6QeopYnoSb5wwTEy6wd9s0LQI2WNrIrajHmHycotUyGLULHCWsgHGeNzDohXHrdRejLUxAYTMeye50/cfoBvGgBuyWa0opc5LYD599EoC0hH+f2D3XC9bq2+E3QE/tCxOt8epbAtfThmLNFDVXKi6HzPpzm/XYtV8ZMrCCN29IuighbrYBt2xei2e47KOrHQt1eAcLbjcj2qMMSLUXsJeS7d70n3PunwvHiDpRl5qLLnPW0rOsTXFG7wh+GJ4VQUtVAQqguQnSt8EPnQIQ1lkBZQRm5b8S2hPSGT9jjBQHn25+A8btHOKpgjpCq27SyL1RkwS6rO4T3iC3fCCHGElL4HUmhVT37th00bC0gILPWgd5/XftHh1gj/7gXbi63hNqBHtg+eh9e/vQbjCbqYrUgBPPT61FVUwmtvnrE2lDsOD0zVn2HE4Pvwk9wH5xdNPc8UQ6jEfA2HyvJYjlfHC+64E3E8qSu7CecNhmGB/E9YSvQg97R58g7shZFp7bRuo76aiQ66WpC+00NZuy4Aph3/Zdd8JaNEVjwQhnGxoMgMo6G1iMT7Gxeh5P9K6HorgJH1S9ha/8QK7o/x+BFmjixWEy7R/EeMDFWh90UI9guP4g40uLqqCsjyEofxx4XQ7/9cNi5HIVjqifeaE7FMoNQSFruT5mMvCAgV4HcwL4gayNel1/G7ul7MTi/CIMS9yCFTBA4pyhQR4cpQ1G04xhOkwnDSVEp+g34Ho4O6ujeYxgG/qMT+i4yR5/POqH33UPInx0C9TJt3MRK7BzwCufHDkO36FFQNbFH4YZCmA8dByVDJ7yvr6flK2lwdoDc3FuBdLGNuB6gSuM3+HfGgceNUOywDhmpE3DMfijK2uzFQBTC8k53mudT9njRBXMVyM0q6RIHIeBG5WrMvrwW6W4z8KS2HOu2BaH6ziPkfrmT1jU3WzUcZYFfw6eh4ZXYXF6XLCp/NsARKvZ1uF57DhrYCdtj55FXHwmV3/Qw4sezyP/NmljG3ENt5XdoNuuDhD5u+L7EFyeuHkbCYG1atk1nAUIC9XGdhojBaslCpE89Q2h5EOpkCbGjuh5G3zHEgpb0T/3Ci4VorhKX9XkLYeNr/GSzFZqWjrReufW3cwcm4+ieQuw6IUSovtj6xbt6DErJuh1Hvki7IeAWlbl1PYUDD5GtaQZDw1xEPxqLTGJd4+B6CgH/dx3+R1whingMtbJesNG4ifcvxAvSS41uEqv7AZj0cxeqk1tndHLQgkH7YPL2pREFzyIQfJRMOETi/Zz7hQ0o6fU1Ttj/TPN/6h5vWsDymhS43venr7sWR2aDbISj7sqhozgcfYK+HlvYqScythrg6EB9xJDXZ+cnPsOOrGTEjymied/FOePLX67BwSYXDspP8XPpIWiaTcPmkzVYVbQZjv7m2PesH83bY8xyWNp9A4GWLTKOBENNu55sTGoi75d1ceCCCF1aXnY0NJbhRr74WbjXhL88cSBjS1tMzuRJG6iiChFf/oy0zehv/dp6hSjVPZbKno+Pf/T7fUqGfxR2HqBHw0/9Y0QZ/S6KiqcsFaXPDRTZtGknmmbmKC5Dz1l6z4HAOqns+WSgqE/4fRp26q8r8gp6IU0bPtRA1FzpLw2L1ohlPwNT0XW3k9L4T71ueNMFc21MuHM8XH9Kw5q8b2FF9mCcXJOODUt1xM0P8bue9fvIWmVbRR/MzFlKbffO+s2D441gmB39Hrb6zfA2icBo077o7vMAyTWpOBZ8g5azZeY2YoY/DY46QagkyziNs76i8Zx1TZMu2fXe4iTWN0YaNtQ0rKZegMy5vXDENgy5b2Ml2T75K2+6YK4mRaT7G3OqHVKIzNnfIUFcv5xx6IaCrdi3cStO24pNrwabB6B+4ltU6zTA0EAVtmTywLmdHq/xrmkojmQtwCCvH/A43o3Gh9TbooNqe2ov2NViA26++hl7j79BWXo27uF3Mv9thtdUE9yPLqX5OSPY7CuFKHm7lJqGDffwxrxIZUQ76OPS6700Dx88frWAie2x7EIb7PAQ0rr1yDlPr92I7V7PIC/4rJ+JiZnz8PxdDtrF2qL9BWdY3+uJtuQaRBaSOdIEuQ2U8uJ9YzUudR1Nw+vyvkPvdp5UfhQunjnPTNCCggq3+NJMzfwd18eBM/vnHGcEq+N2RrotoI2qMtZbrkZ5YyJOlYtNx2jGT9zjFQHfN72Bu38uNulHwFUvFDgteTcBhB1ZhtdXxebwEXmbELjEXDIxhUO7AJybFY2G5new2h4PLVUluPk+gbKyFjLfCtHW0Rvnp/jhOLFy5jYuhRiI7QE57hx2nwNugxNn5j8zQROc2b+s47YFzOkwBddyq+DkuQdWd3fJJn/yMq8IyNWmiloHtOk4HP1MFiMpbAm4vbqzbY/CLEy8TCKpcW7heZljDHrof4bo2Dr4bRlKZriTaLKI+GrqpvgsYTFmP7+E+E4D8Xj1IJrGbVxyW5lGt3JKyuI2OEkct/VT4gRqqnjrXYT2akYoqqxH+Jl8jCFbR/nkeDUG5Co2NbEXmsjZfhmkNeMcty+X2yRuvtoRznNDYevRh8at7ZaEinxxS2bXA2go60vza5BlFQUiGRdY0zDn6dfWYr6xK7a/TIF+qD+2+pRgXJgT3dSeQNYMQ7qF40rlLZq/U4Qe2QR/ADn1+Wj4ohmlJglILvkZvyiHom0Rf8Z+EvB4R8A3ldwUBPAhm5NePtwJwUYFfD6ATEjI6RgioQg79MRjuop8MUElQImIGb9tt0PECvohGpvT8fPALvj1SQm6bbmNmPg47C9+hAiL3jgxk2zJDPue3jYofSwMD1nAwGk+1h7ZiKWmcxGQPgs6iVY0fYm7ObbsykfBXH+03ck/8nEg8I6AtOaJ1zSsAoZVY8i0lnDP4Dw9q6U+540kmV4lBwvpGQ1FyIwT6KhrhssPS6D5jTjbr9MC8YO9Oya1HNHh0cYEvU+9hu/TDxvRzb/oijDnZfSG1+tvYntP8obEHgjy14NDriUqp7hCSVDzkV4+BXhLQO40Ku5oNHUjC5gFz4YgzgFqe6aQzUjReP++jnLgWaQueV3GjfhANjI142ykAzkTpoSGlbV1UGjSA1WTSNPZ4hatcsGNH4sxt4MrZho74+DYSmx1jpYkw9Zflx79cd5xJFwnNqDPslh06m8H/03iVlmakUcCbwnI1TF3Lp/14j3Q6kVOvjpsCuPBflA79TUSBZHgDpW8dV4PhtYClD4XE7JjvCq2bLDBDznTUZuVipFKWXhFzKl8yQang81a0OzSCYZxyyl9dr5KQZHuEmwlIe6wy9tNBZhgdpamPRubCheN9sirfAv/X/hLPg4M3phj0Zr/E8/7ch2ayHLK82/nQztIbITAnWjKOdljdtt184PTpljkhjkgPy2TpnNeSZgvykyN0TUsShrX/W4INKy0Ea93nMY5DzGA/wJzRI1NQ/Ycb1RUNsFkm3hiIr2JhwIjoEyle+WlomRbHNT0zNHOOQBNddUQtFVGk4IeOUFBbK1Cdndi6jMnnCEb2bmzofWCvfE2uxAxnzkiITEDXQ21kNRNgMP1b5C35iEt/ftXvZE9PBcjnA0whRzllpsvXqiWUc1bkRHwn6redNE4WI7eglqFSchZlQrryXG4O8EKkk8vSLLXFPohVDcCpbfT8ChojiQatvs88WuyCE57kvBghjvUHTRgv/gGXtz3QnsjVbL5PRn3U/k76ZAC1SIwAv4TIpKPybi/OEs+SpOPxoomZEw8SHPZ+uqgefAk1GUXE0MDsq8jVBPOwvsw0lfFmq+zUHOwD/kozTukuF1AO1M1rLzpBsM2KlhgeRs1b97/kyYW5BBgBPwLHugP6wvdIHJ6qWURNB2nQVNDgCvthmBjoQ9STpbi+OJMWH7tAlFTM3Y7KKH/8PuIKfPD04c1WByQ/BclsyQJAoyAEiT+zVVRoAy7A554Muo2/TChRdtmHNM7Qz9YaO6ijS/tW0xr/k05LPljBBgBP8aDhVoZATKnY44hID8EGAHlhz3TTBBgBGQ0kCsCjIByhZ8pZwRkHJArAoyAcoWfKWcEZByQKwKMgHKFnylnBGQckCsCjIByhZ8pZwRkHJArAoyAcoWfKWcEZByQKwKMgHKFnylnBGQckCsCjIByhZ8pZwRkHJArAoyAcoWfKWcEZByQKwKMgHKFnylnBGQckCsCjIByhZ8pZwRkHJArAoyAcoWfKWcEZByQKwKMgHKFnylnBGQckCsCjIByhZ8pZwRkHJArAoyAcoWfKWcEZByQKwKMgHKFnylnBGQckCsCjIByhZ8pZwRkHJArAoyAcoWfKf9/Kf0O1E90fNoAAAAASUVORK5CYII=</thumbnail><scenes select="1"><scene name="U1L3-Pinwheel"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pinwheels branches %&apos;number of branches&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doRepeat"><block var="number of branches"/><script><block s="forward"><l>20</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block></block><block s="forward"><l>-10</l></block></script></block></script></block-definition><block-definition s="colorPinwheel %&apos;number of branches&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><block s="setHeading"><l>90</l></block><block s="setColor"><color>255,241,67,1</color></block><block s="doRepeat"><block var="number of branches"/><script><custom-block s="pinwheels branches %s"><block var="number of branches"/><comment w="126" collapsed="false">this block allows people to enter any amount of number and it can draw the number of branches they inputted without having to created different blocks for each side possible</comment></custom-block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block></block><block s="changePenColorDimension"><l><option>hue</option></l><l>10</l></block></script></block></script></block-definition></blocks><stage name="Stage" width="480" height="360" costume="0" color="5,6,0,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" id="46"><pentrails>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAAAXNSR0IArs4c6QAAAERlWElmTU0AKgAAAAgAAYdpAAQAAAABAAAAGgAAAAAAA6ABAAMAAAABAAEAAKACAAQAAAABAAAB4KADAAQAAAABAAABaAAAAAAHwbojAABAAElEQVR4AeydB3gVRdv379k9JT0hJEAg9B5E6R1STqiKgAhSVYqggvVREVGIKEUsjwqoIEWlClIFUchJA0Hp0nsnjZDeTtkz33+DgSQEnue9vvd6L4F7dLNtZnb3dzjnv/c998wQcWICTIAJMAEmwASYABNgAkyACTABJsAEmAATYAJMgAkwASbABJgAE2ACTIAJMAEmwASYABNgAkyACTABJsAEmAATYAJMgAkwASbABJgAE2ACTIAJMAEmwASYABNgAkyACTABJsAEmAATYAJMgAkwASbABJgAE2ACTIAJMAEmwASYABNgAkyACTABJsAEmAATYAJMgAkwASbABJgAE2ACTIAJMAEmwASYABNgAkyACTABJsAEmAATYAJMgAkwASbABJgAE2ACTIAJMAEmwASYABNgAkyACTABJsAEmAATYAJMgAkwASbABJgAE2ACTIAJMAEmwASYABNgAkyACTABJsAEmAATYAJMgAkwASbABJgAE2ACTIAJMAEmwASYABNgAkyACTABJsAEmAATYAJMgAkwASbABJgAE2ACTIAJMAEmwASYABNgAkyACTABJsAEmAATYAJMgAkwASbABJgAE2ACTIAJMAEmwASYABNgAkyACTABJsAEmAATYAJMgAkwASbABJgAE2ACTIAJMAEmwASYABNgAkyACTABJsAEmAATYAJMgAkwASbABJgAE2ACTIAJMAEmwASYABNgAkyACTABJsAEmAATYAJMgAkwASbABJgAE2ACTIAJMAEmwASYABNgAkyACTABJsAEmAATYAJMgAkwASbABJgAE2ACTIAJMAEmwASYABNgAkyACTABJsAEmAATYAJMgAkwASbABJgAE2ACTIAJMAEmwASYABNgAkyACTABJsAEmAATYAJMgAkwASbABJgAE2ACTIAJMAEmwASYABNgAkyACTABJsAEmAATYAJMgAkwASbABJgAE2ACTIAJMAEmwASYABNgAkyACTABJsAEmAATYAJMgAkwASbABJgAE2ACTIAJMAEmwASYABNgAkyACTABJsAEmAATYAJMgAkwASbABJgAE2ACTIAJMAEmwASYABNgAkyACTABJsAEmAATYAJMgAkwASbABJgAE2ACTIAJMAEmwASYABNgAkyACTABJsAEmAATYAJMgAkwASbABJgAE2ACTIAJMAEmwASYABNgAkyACTABJsAEmAATYAJMgAkwASbABJgAE2ACTIAJMAEmwASYABNgAkyACTABJsAEmAATYAJMgAkwASbABJgAE2ACTIAJMAEmwASYABNgAkyACTABJsAEmAATYAJMgAkwASbABJgAE2ACTIAJMAEmwASYABNgAkyACTABJsAEmAATYAJMgAkwASbABJgAE2ACTIAJMAEmwASYABNgAkyACTABJsAEmAATYAJMgAkwASbABJgAE2ACTIAJMAEmwASYABNgAkyACTABJsAEmAATYAJMgAkwASbABJgAE2ACTIAJMAEmwASYABNgAkyACTABJsAEmAATYAJMgAkwASbABJgAE2ACTIAJMAEmwASYABNgAkyACTABJsAEmAATYAJMgAkwASbABJgAE2ACTIAJMAEmwASYABNgAkyACTABJsAEmAATYAJMgAkwASbABJgAE2ACTIAJMAEmwASYABNgAkyACTABJsAEmAATYAJMgAkwASbABJgAE2ACTIAJMAEmwASYABNgAkyACTABJsAEmAATYAJMgAkwASbABJgAE2ACTIAJMAEmwASYABNgAkyACTABJsAEmAATYAJMgAkwASbABJgAE2ACTIAJMAEmwASYABNgAkyACTABJsAEmAATYAJMgAkwASbABJgAE2ACTIAJMAEmwASYABNgAkyACTABJsAEmAATYAJMgAkwASbABJgAE2ACTOAGAcEgmAAT+OcRWCAtP+GummHZTuRaOlrEWu90lyNl/x0FpPomk/HVWLHsjvn08hY56EmV6PJWsfLPO9XHx5kAE/i/IcAC/H/Dma/CBP5HBObLiA74co4XJDqgYDCWK0TydyJl+WgRvblkZRDg36+RsT1EWD+cKEnEoeyKaLG0VL6e8iWzndJ/RJ72guTsaLH8w5L18DYTYAL/twRYgP9vefPVmMD/mMAC2dUCK3gYCnbGUhNLMpHYJUmuek5YdUuZYDGPTSS39y+Qm2cimQsdJPz0fBDwXUTaj9FixRo93wA5wHSdjCsUEo9Joi3XSBl6SCzJ089xYgJM4P+WAAvw/y1vvtoDTCA7u2PDdV7moyRIcxLZIYC2sjhwzIBjRjsp6j6Xj2ZTlHwc04rzwXI1KkTuCkkTjil2UmUuiYvu5FqNMgW1yDbYSK5a18h0+hK5ZeILXh/5KmKByMqzFcj++k/ip7hwOXQi6nkZQp6B45OtYlmRkBdfp2gto6DTUa5Sx3iHCTCB/zUCLMD/ayi5IiZwdwIysWXAjgC/De5EdQ0uWVEKKrSRuJqsUlKqSjYIYi3UoFuu553SULhD+nbSa8wTSma+oBx9W0+SFDeIsr54YM+gkrBVpwKbRiK7gJSrZpIBbuSqCZHPTCPjjlwyYpNCFGpdT1ILN6KMdElpcS6K+QVlx8CSboQfgsXRYtlrRRfAH4tcthLVP+xPDdqsFk1yi4/zmgkwgf89AizA/3ssuSYm8F8TiCmIfFpVaUyWIh+BOnpW0sgWoNGpSi5a5u9lnaVXJDO71CYyfetQqEOs0W37LDefvTB6u0AwjfjixiukxDuoMCFOrM5dJHsGwqgOdZEIRUnkES5BrmoQaQPM2E9GCev0KPmvLolUa3Mi1VMLyN9I5EA1mVlEZyGwuyvhkrtgWY/dJpaftsj5C4kajkBd6bi9562i9e0W8n/9tJyRCTCB8gjgC8iJCTCB/x8CMjdiJmly4N3qcCnkdtik+B43CoOTpNNMVFDRSalVNUqp5aA8NylrwR0cBPe0D0xcVwqpB9/w9k9PEmpBkNTa+bu0wPqaM9Um6ROrOfirLWL2Tfe1lC2NQuxzFF//K9mpghu5ddFIswhShuO4L4TYepW0ntVIfRFf+o/SKXjhbzRar6MPRL6GICciuK7h0hfsCv01Y5tYPNUiJ21DvFYYUSXkUxZYRatXi6/BaybABP7/CbAA//8z5BoecAIyx/IkuSQCpUokSWoeiVrH3KhJokqBmSoZYJKSIsnur1GMpYDWeMjSbcB/GM2B640ePa4qhrapiuoNS1c01BxZPewFm7s7Cs6icXgAroD2XDFb+EYXRTDLax29h/tPTr6ueKt2MhaWuIOiTbQZCzQ5uyMYS4VVjP9cF70ozdNINv9cCjhRSB4ZuC0jBLoaAr1gRQu4qPWUdUBQxYmSvvyYqGtVokY4Lvcg61iraHbqRp4bf3vK/YFbRItrJY/xNhNgAv+ZAAvwf2bEOZjAf0VAyjCvS3mGJ84Y5fMZKj2cqxa10zrxJUuFmxnBTGKtjZR/jxNbLxdXaJFDQyC0o2GpQsBlAxzXrVIETFGql1O+vT4vGbqpdME5uJYJhjP5YqkDJf2VvDOfguWbvyp/8u+Kojzyp9Lwu/3GBsdxXhfa6ihYF5t6EFY1hRyXK9JVU23aR4XkvcqfLg/DcSWORo/AukRSILSJr0lKbyqoMo6j5xKdDCLywj03QOCXRFM1zYJLeq5eKFzutyikzcPxKVbRZpl+jBMTYAL/HQEW4P+OE+diAuUSKGqnVYyTrkvRLcFdVs0ykIIvlQ0NrMcLhFyLwCiTStQTheeMFtbv9UpePzOousOk/XCsuklvd62HBdHKYq+L5FWUfQhiFotq5vwmlibp+fUk9YjkzO2hMKG7wKh9GgpbHYdz0NQ7UvjEbpBZlgOHlDqer3k9Nx916YLdEMFa8diOV0lL2CraQED17kqRIyH446Cih2D1Po5D23Bfg/RzJZP+YgAZHyeobgsX1fQW5NdYUkCqIHc77rEK8q6LFq2LykXKPTsg9pUQEdbhZ9EqrWQ9vM0EmMCdCeC7xIkJMIH/CQG4nENgz46CCEai0bQx1mRzUtrvWWSqcpzcQnYjFLkeXdkfKrVsf3HS7uGaMVLE3hx5at7Ofm9ub2SeWSVTyzJo8os/6ol5CpkgdqiPaC66BC39T/cjcyLHwO39/EpzmM9KU6jRJozeQa50n5ratXPbjSHvod9SfJxok1xePQulpT1EeDxE8xFcswGWtxGk9Zme9/kz6ydpDvPVbxv3/I4g+pF0ehyEWl9g+gZXlBS+HF5wXbhrkMNwxWXM6G4iPzcnab+gnoMQ5UfLuyYfYwJM4HYC+M5wYgJM4D8RkJnhLUkVz8L6jIDo6lZrNtboQ0smmKfviwoxi4vrSDhgWZJcg/rUPUxq0z9INRbK0ySEFfkXiSjrIT2fjEK7saCp+2qbK3/b1SvxTBXjXrhy524TK/cW13OntUXufRnnEDwlWyBq2dsonaK6TD0xJXdZfBClj4Tl+jbaiD+/U3n9uB6oZSK3cajjTey6XKSEjxHbDg45tD89NesRPymV8zi+HQ3IS2Wn4fidcP0L9bbHsTN4QWgZ6TjwhjxSYybsfYcMzHxZBKV7o67pEPaPY0Sb95CPExNgAv+BAAvwfwDEpx9sAnKPZTVVhQvZA//ZyE7XZSZliCzEKntBeCUdpIt0wWWDfeh/PoSydvQRj2DYDC1kD21qGec6AsFuBeFqCrENBkkPiPB1bP9Mqvp+t7cDF3vbXB0G7Mw3Pbo3b7N33QoDxECMp1EmtZR7PfxgsaKexyByD+O0AcsVuJeli1wHhxbGbRlp/60bjsHbLWrhvqqTQfQUXtGHceyu6VsZOQJ1zsUPwXm4optgf1bi9Q5j44+/v0lI6ojC+n1fJTX/ANVdWpUqJ7TA/iaIcF/LpVUHKanHQyTNUlTI2kgNLmqwlMNR12BYwtF3vTCfZAJMQHeecWICTOBOBOTuyGgyy+Z0SqTTUfSJbUmB1BTRSWdgAe+BJNukJ0TPZ2+E1I62EyZ0N3I1/pPi2m2DNN+eGuFQo52NzMY5PXyCr/koasOrjpg5C6/DKhZDcS4NyyRYyev1otv2TvDdWKnNsZNVq/lrqurAoSMQ3V80kno77AhsL9Co4tw4UbtQZoT5IVhrHCnKIAiw3rZ8SvhaO+v1DJDSNOj8V8NnJ7140w2uHy9OnRtNG+DrduXpjIJa884nhV9r3/DjrwpsVd747ejsVUKjTlD5J/Hi0A75g8mQp5H3eUkO0yyl+YdnXPaK39LBD8+S3aMh+eSco4dP6d7qfARkNS+un9dMgAmUT4AFuHwufJQJlCIgM7vVplxtMoSoA+2nVMhrbVi3CXn+rt1rR4s+dnfqiC9TDtRnHCzJlaUKl9iJkEM/RACU3hfX2Oiy/cCXi64j0EqfcEEcg3DpUdDoZkTzIcJv6MW+2Dv7QoXsbO9WF1Pavfrs0yrEF5Yw1YH4zo0WrTbreUommRnZH4FaUyHCiH4WP0KEh686M2/8vMTRsxH07ML93Zb0HwEcR48lLPhrNmRrcEFrdqdXZsnMcEfr3ZXchZB6NLZebDPVWh1Gbknr5ZkXc4WmPkvuNinrXMJ4Xtnr4IrWXyqo6+mU4RI9qqIbVHpX3+fEBJjADQL6l4gTE2ACdyAgJ1tGUW+agikQKsHqtdMRGUuJygYiZ8KCKWpLfIHex+KLPkaJ0KSfnxPRUeVV1U0Ox2BXru8gdRHQufPIG9uF6o2PwljL8t3whmRUEd1c1NWoL8qjKxCuZra1J6d7AGmu6F9atM74tHd/3ULWreW5MaLVWWyXm24EiclVyNcQbbTjhHf0fJkVmQqB/V74Rb8ZFivdFIW6QFBDUQFGzaKikbWa1/mmRu1KWzU3Y3YWjvXHi4Qe7Xxb6ioHVXUVVltASWHpVFipC+XWCqSCSrGQ5FT0du6JyOwAqorL1UicHCNaT7OcSNtN6b4thWboHt1ZsGv6NqJ84EElwAL8oH7y/Nx3JCCnWobBun2STLIT9SJ/iK8gu0ikefZO4r0EiCfRtzLiSwzx+AyE6ih2D2CpqJD9pZFi+20DUqBLzzB80aYgrzvy7cCCESddL8WKFXrZUklGRdaBSE/GFbtBkGNjmzb7cXaPPvOcqlr50X27tz3f8fXupQrcYQet0wrlWLYhWvsa5XuMzHVX1+/Lalnvg0vv/oR70UXXAQGOR/RVgjmP4rf0ErbFMqyKi9TZCKRCdyjlBXSLehqzLf1Y3iUi5PAI9DWeg7xW4fAdLY+89RqEOAR1h6JpOhhi70/eeZqomt5AVrpWk/Y3jqFC81lrR4MewMaJCTABEGAB5n8GTAAEZFTEaEQqP1EUNCWkDzWUBZg115u8EVIlYI0aMayjV1wygpQaw0v7DYrA+hUYeML1KyzaKAjaeIjV9rIw4XL+Gl+yYfiqHcT6WwjWayj3IebqLZoesGz+4n0Z1d3/6249Flofaf5otruH0ubUibMf/vhDIK73jJgS83NxvrutPz+6ua2N1O93ZbYPyHV5Vwg0XhOaVD6/bgv42RpH8RQlYLiXTni+MDzfHBzFgB9y92gR0790jlt7eLFAFDUhMIza4dngEl/2LqxrP8wOESpVbRK5lFaYByLV5TB2Vxqf/Y1O1vaTLmVNTOei9u5bFfEWE3hACbAAP6AfPD+2bmd27UeKNg7C2ww8MI4EnYLltgcu545UCyNISUpBvLEd61GigjV2nuztEXRMSc4PsLs1+CVwt1uWYfHvr1wcAkt45SgR/W1JpmHyWbfGp+nM+VqOQIeRFiBAeTKGhJwNxTsaI5ZNK5m3vO1IuXc+xHqoUdOcEYcOZL+58acVeBHoAatYUEhMMzHw1hSFJcuH75BNhBP3q5AFxxsgJgzebafJX7n+x3chzzZSyfm18I25a1ssrPsX8MPwDl4ajHdyQxdfM1IOgcVMffBSkQoBRsT3rRR5Lu1p6aBZlOGTScGp1zA8yUN0tZIbnmOCtbP48lZO3mICDyYBxINwYgIPKAHF9Tgih9HDh+ZhWt3GFEJf01B6AgM91iMnRaMrD1zE4mNdfHVCY8XP+RVOu0979F+NNzZfGlQto3b+tyEbK7UeaWkVLiPe6F2SYpz4rrDuGXPGvz71V6K7Vg/2yHe9DkGFx9c4t2S+stsWubs1ll3I+xReEY46VMPaPnv/fAL59EkacnE/1emYpVSQ13O/nA+1xMs5lgR5THHRfojvUDig9bmA/0D/3ughAUu/XhIyPAcjYp1Ed6keZa9Zdv85EaNb7TtxPPBbGY7+xkTPfhLdd/iMXc+XzYuJJebCA6DPWdxUb+fWz/fuLfWXGYquE/CDbHD+TRGMCRcvB9YQquYjDY5jeA69HfohPQ8nJvAgE8D3jBMTeDAJyAEDVLF6tSZfa+9O/T2WUV24U1XKIjfXBAgV+ttKBdaiPujFbWmBtMQbbEr9x15v9HvFkx56l5uaWFKw7IIbe5WImbkaQiNk5IQ3P34zY8r+FoXGJ9Z5vT9w7Fd3tH4tcs9bKP8qlmx8MbeieGsMzvHSNtF2r4wKM2A+hXGoczLO+yK46l0xOXrmF8s2TN0c/Oi7mlBwbfEnxHeVy0kOCLA+stZuqdLcmI7iosyK+BL3pfdHbk2Kqbbw3nJbWzXqvZnmSwusZ8KEDHQQo2R1HPX51tMXt1vqwoV8BXXsxLLSukas1wtY5DAEjsmfsHxnFctHR0zbd0G5EuyjJVUaELteWPFc0+i6X1NK9bfIQlOayPFCf2U6Zw3Vh8zkxAQeXAIswA/uZ89PDgIyKvxlamyYTJGyIp12d9G/69qodbZCbTMM9G0NO11109tJ9e8JBp2CnJFw7huVmHZwUGL1age9M3q81fDM3yC9sNa7EPmgVnTTEbBWKWrS9Ovq7tYF0xueMOXPeQkGoh6JHPNRKVEfsGqVmtOnxhqHSe2JC/3qINcnUNuPUP4r9KddivXNJN+P7I77+A71+5Dq6r1Fa7K3UgW35JYZ+6N6dIte4HSS3i7bF4NozI0OFYuKC8priLQ2KbNx/U54mhnonvRB8bk7rTFk5TzdsoUbugMs4fVJ+9uExH8wMwHBW13gCK+FunQR/xPLKlo7FC8PSoZVLLVE7Pz8sFgyqBYlVy7Eua+UtQfmucg5B0NXNqDEKpXpUlABjldC+QUQ4fEDVkk1vQotwCDaG7d1FutwjhMTeCAIsAA/EB8zP2R5BDAcpB5s9By5yyyq6/8bfV0/mp642oj6pgyj3wI304pgjHCFrjxSNoQtWwDBOHk+NCM1/p3zA1yKy73Dp7UGNvo1MLmcuhsgf6scT6fX2PnXnk6v6DLMnFDx02YH3dHPV0aizXkvOcXzIm7GCb3suzs3HDj8UMBDOd6mDz3h8s4nORtfzCSMJlVuW618r3sTUh0I4hK/o7/wKPm+Zed3tUdUXlZ76EH4uAuFgeZYO4pdZe9LZkf2wbMgcIwuQoCb6OfnL1nRYfWWXtfyNB/9RaNUevixldXrW35bcSo+clilWqfer9zoqPeyMT+F65kwR1ILVaHB2OwMka4lDFoe1Tsr6FztKbRiZH+X0BxK/+X6BMOwjmkbTTu+kBrnoS+yDJLHGrwt0n1fxblA3O+bsWHiy8jtci+2M2NCRaRePycm8CAQYAF+ED5lfsZSBOQ7YQ+RSf0KB9vAGkxDh5yuiEs+LuMHRFBI5mo64HOZPqqH2CpKgkjEY50goj/Suw9hNiGL3jaqD4QRg8CrIfqxOyWLHLIOAm4JSFPPrRwUlABRDoVoqqgvCEKI5lPlA7iq52z4bN74xqfTp9U/lbm+a/STR6CE7Ywkxv8mWiXdqW45NfwRRBnPQV0Lxrae/9Z5z1ohUiibCwUN39FZZNyxXLZlE56pO11J9hRNjtq7PemUmlNFr6XyEwbdwG/EjZ8Jg1uB5ix0zyqbE2VV5DDj+cx4XqJaF3PkI0ev0aZeTyPOuj2u9zrK5NJjqTtp5KXByL9aSWg13VVA8eKyS8lvolT3cJL+sjHW2kUElK2f95nA/Urgxjfrfn06fi4mUIYA+vi+jMDgN6Ep+r99F6X5zaaj9R6Gg7k7fX6kAgXZFJoQMo3Oem4WsTN09+rNpLtksTMIAnkEKrpgpIhefPNkmQ1EB7+LNlxEPosjEJx5cM3Ok2Gv+pHBHApB6wUBHoQiGE+aVsIlPRRtxR/PerPVazGWmk6HKnvFiLYxZaq8bXfF4m+nRFeJfPOiZ01TvZwz6td7XngNFvFdo4tlVnd/DCJyGEL5DAbliEbbMLr7FtYXfjuLBvYI7yPbwrLV+wmHYqkbUP9EavX225XgttvzfIKuBo4SMS1vu5G/D6Bb0nSZXMkkjjXqSYdDvCmhUxpc4engdRrtyZ1QX02ypEkx7qINo3hVsnyVvoRi/YZRI7FO9qDXINbH8SbwckwXseBO1+DjTOB+IsACfD99mvwsdyWAvr5wv6Kvr8NwjPLNAZTt40EXqlbAMbScXrBRRJoHZPlXuGdLRTTrlS6UEc9CUOGyFmvhRg3HkJBhY0VMuaNRhcnBnVRSEJRUNB40+g07e0SLH4+XvDnZ7Q1P0lTdBY7JDGj7Ox91OXDgkYDFlVLyXd+P/KWJ2Pbx6ZL5y25Hxst3MT/geA9HgaePI8M+469JSdXzL6dAgPXuR3dNMtsyHS8AGgLM3tMFePIXUwftPNixHsRSF92gogE6JCUYMKXhU2sjKmBMj2145hP4sah4NwHGS0d3MJqkXxwDjTjcei3vZ3fDiFs3xDwU62AYyIFUrZBkJVt38e7J6vRuk0V0yRMjTtNLiEJ/AQUT0S7c664PwCeZwH1CAN8xTkzg/iaA0aUiyal8g56zwZQcUADha0buBYV0pdJ5CGohjbgcDcsMA04IBBXJ27oJLZQdq0JYdBfpPkhLAtbqncRXJwnx/Qyr61ivxvCTt4mvnkds/SQPqxGy28RGGGpy/NWqnnNcinCOWXA4A67l+TgXrucrm1rulR5+BbQMluKjOPenTTVXGX52eSLEV8N+s7L5y9u3FXpvX765/xxLX2uPnqMdQnOp32LChUXI+7WbB8VvXn7Lhb0Vw0uiX/AuWLD1yqur5LE8ciR4kGkqGLrheNqWLSIb60360n6AdIebORQvG+Mo2dRLpJpXy3VV59Mrp23i5WZ5IDudmtBaiH9Rt6eS9fI2E7hfCbAA36+fLD9XEQE55qkPyZk5EYNAKHSpagqZHaepGmbrPVvzIDmNGjXI/oF6p3wEl+zFokArn/z429G5L4L1ZnKQfAGu54lYyslzoxTcsIuxVR8SOwLi2xvCfce8egmxdcYJzO/rZ3BqpoDUAvHIgRQ9eKo7XNL/Rrvza3qe4hSZIPvLfNKjlyvAkvwUFmtjTVHWdU/6dQ9qgntceiEga6yYYtVd5aVSz57Sx+ZGL0JIH3tsLDU1GJxeiqoFNax9koKCLg55+7XHNpcqUGpHJMBP3Q5l00odLrOzS6wuiJBDEsBqAE6VyrtrtdAjn3/Vl67njk3Vfgx6XKwLGkbumoLJHCco6fQNbaSO8jHyQX/mYWgLXlqmet5lAvcdAXynODGB+5iAIk5iIoB9tD8kgpqc7k7BSYF0pQrm9fU9glmDxtNHp0bh6dGFyLUDIhwvxC5dKG4ma/zENcKhdq27reOfKqkFEJcuDkzEcDNDiY13dk37UnUpemDWQrhtIYoSblet3LzFxSC+6JIk+zsNYrdHoWOjV55TP3UZluJoaXnrSX1HUpTy+g9nY+A2XozrZ6Ovb7+/v7jXTDk0V0wuGgLzc7jPEbWtD3t5I1kGy8oRT8gpkX3lH3AFY3xnmggXsz6j0V5/v+vXnuyxdsvnk16RE0ZML4rGLi5Xdi1IjUdZdLESxrLnyu6jzTse+XzLHi+576ydv1m8fQat7qmbaVcFA57lYYw4ZqULVF+eoAK8WOgCzokJ3PcE/v4e3/fPyQ/4gBIQ36xcIr5a1YYqp12kQrffKNPHj64GThXWjybRT/vGAktXtDt+hhGx6kOQIR6lk6HAfL7pT70SQz96vmez5Y8eq3y4gfeYrit6y5Z7i0Z7Ks6NkauE2W54pP2uEEN05CfBGEAjFEJ0xCpWHCrOU3ZtkftDIPxv4ngc8trP1vZdUvRSQBLtzJBSEl/IllEe4bFTTA6DoWPz8+cuR3cR7aSGkarRn9claI4+iYJer4iKno8SJ7HZSt+39JMVfZ1ZSei8/BqEuRCHpqgG6gchvYjtK70jNn00ZuD8uwqlXo+eRoutCCTT3cnSW9/HtVFN+cmTzPFgAc/anUU4VrT6ExUkKUMTbXLMBTvqU/AUetR5CjpPeSM+vGP5tfNRJnB/EWABvr8+T36acghIy4R3qMr1U2RwVCKnOkHEzFoiM8P1YKUXIVrrMQwl3L7SH5PMJ5QtHtoj6o3WQ16pTh6y1pEBW8jumW9EmffIr1qytCTvlJGJ78o2VyrC8pNTQieEvj19iD6AhsUrx+N7/+vewWXrK73v/AZCBQF1zcU6UHdti22zEoV11jsY1OLfyBtIfgUb4sJF4bRli7fNWrKALDvkUAgVrGaaG9tZ/FWqPhe9hXMORHq3tq4T19+uMYO2tezaMHqdCMPxPM1JnyP//kKNxg/qtmZh0TOXquBuO/IKopn1dmZaMj3652VDE6+viJQzV0bIuiVLbRSLcsACXZVuiHXUrPhPpk/9A32WSye8XUCoqaGoZnPFrBcvF30ONoy7nYtrbCZ/DK2peyYo8i0ZbZkoV5cuzXtM4P4gwG3A98fnyE9xBwIyYsIyqpk0iLxzMS+BskfMX/F9UdbUoNWwfI30wqeBNGL5D+SbZaLPX1gnw0tWJHULEVaf8uvZNjvNLoPDbM71PEpS24LuvK0hMo1g+E4iH/U9iDEGnZAzSZpmrn/CejbXs2BBr+1tmqyyJE4X1qoQ1NKpm3P3VxopzaFp4yWpTWARxqNrDoTrRhLWGVNkxFt2DNoxRlre7kGFhSvSfHwXKpr8xiXEYbSRrizOW7wWU62xGFxkCe4D1jftae2zh0YeWdjL0q9WBJ61Co5Njl5/Y/hIAYeyzLLghaNoIoriKu64xgxJK5C3up7BFRnTULka7JLJQaPQFv3Kcos8DbdxNLoRLRoUJ46g5s3Iq1vdVOCf+VTdn3pVXR4pf0Ur8MjBv2NaRyTdNQ/D97miTfzBfX1teQIOaBfNgSs6BCI8BYcXYjKH5uiNbcY2JyZw3xFgC/i++0j5gXQCsus7FrShHiC/nH4UlIIjCPMRclrRucTeHgjIyqalAy/A+jVSsyOBdLRJDpygRjhDA7Cui3ULiB8mtFc8se92qlc8JpRXnX4Xq6dCfGG80W4sP2D5GNZbLESvAKoylOy2+P2PnB2H447gS5XhfhavSUvSFhl2XhfAojR3zfF/qU7xnEe+ssYq2n4PcUNbsbzN+oaljvuVn2IZD7vw9w+feEr/vnq4FPrk76puX2HQENx3F/3EwsQxdLmw1tfYbOoy0njr3+J7s5AocrlD+//7tEBG1NTa/FnNNnf8O0OsIhDP/iJKX4IQD3GptA9ifKzHWxNb1IvtYO4tBwfsHbWqwvmw3bpLPQSx0QkrIuSz+tWiRbsdsJT19vabv0HWtSJWwyxOwkSJcJRX6tZb1hb1KZ3yyCN8gLxj/2O9Pk5M4F4kwBbwvfip8T3flQCs3g/IpWHmHpFOdS/hJ16mkXAlk9Di9YKi6s/5RD/XIuiYvN79FTI4O9HhRltwqg3EDp1UaSvENJ68DPFiY2COXmZBC8sxrC4f7x29udPjE+EyLj/JiKsdjje+uMY718PlUWCqilx7sWACBLddEOIoYQ36HjMWney/xrtg1GLfgK5yT380qYYg9Kro3m6r1f/8XMqo3ThqyLAfT9SoqQZlXLf/0DdQF7Tyk9Tis7WKH/Z7Mjth1TUP9OpxXVdI6WZdLVJvLyB00YcBbqiG9dlfR59JzkmqmmcvcM8rm1f2z8CLicskHKaRGIPaTBm+XZeF0yNov9VruIC/F3AxDMFJdascalSv2v4mLbVZY545MuBXqhXT4S2XJHco/dc4P2eFRbYfbBVjUfQklnrF15qHWZTGrhbJXTbKTsbd9Jd2ERNPPAQBTqDqwk7PIt++4ry8ZgL3AwEW4PvhU+RnKCIgw/4VQAbDdxAEjLeMTi0PnUJ/X5uAcEBcZbaIisvUM8qeOYFkz5uBrdp05v2WpM+nkBoId68yjfLsCWJXdd0yu5kWSAxdiVGhEFwEkYSM3CV1tb6ZDEH1g7AcjO9yeNOjm9oVwsaDvlJblMV890lPiAFBfaQlMQrHpgdeU1ukBGrucaJ1WnnV6rM1Tfz22KEjtWqP9s3Lzel5YK/n993eqI1+xOfLy9/tcGy4n5IeWOgyV/VVs6iyOWXcnKUh5Ygv7sbHeh1uaPQ7dhyR2RG9931zNLAgy/eos8D95r1AVE0Q2UDpMlQRhWZPabKr6EOdLzJ9TwJF2XGwj+v3dLpn/KMVLlarZMrxaljlUH0HOnvFgUcCPpclGDzkItaDYCk3jYk/e/hcaLrOht79PHVCwbncSSsjZdtBj4vjEctlrLhEHWg/orYDMLXiVYrQ83FiAvcTARbg++nTfICfRUa+MwRts1Fok/WAsL5D9S90JJ/cOqQp30KAa1JOrT9kZPKHaMHsQfacpjCLVeQ7RPXOoSlS2sprp72FUxmJ7QzkP/WfBNhF4jlItG5Bnt3b8uQ5ERO0HNufyK6pzWCV67MRtUV78TRcfi65nG1yPeRAt0LIy13S7oaNX/AuLLjqbrNXevjC+UIEko1B9olliyDyeQ4mNHhaU9TrVcwpPk8ErHF/rMqmXXPKZixvX9LglmO/PN/qrT4WiGNliG4XCCxc4xiWUqEkrdmBPVponEMLS+gKDhNHi5g7VmuJHlIZggvtFg2wzBgZvuRnxUBdNEnhaCvWR8bSh+esGzajTiP/cx5pMbifIwNTWvd6o4Eb8iAwjUKV6rRBtiJ/+otaoOX5Cl2lepY+MsS6QeieCE5M4L4goNwXT8EP8UATkD0noi1Sm4qf/FQyyEcp8FoO+WU9Tg63k3R6nBcVVg6noxP+DfHT59PFNHgC1qN4ktYOnwX3syfabxGJfOcEEYnEWd2V/B8TxKUbMh0om1Fsq3QQ7ufOuFYvCFgVWJ1zpk66fqrQXVL9MyafsvmL9yO2yx9RZ5UsN/eF6FJ0NeTKxVy0ZaOOW6lbP/mQpW9RG/IzyLsMzxbX1POQ+ljFn7H736W0E03Cf5vwlQniux/CGwf1fAbLRQRWPTc0WnS3T4mKhvhWQm32u4lv8dVw4db6dgZ5zB0SJ04Mihbzh8aIoYqkMLQXL8A1YhRNuD+yvEp1XDM+J8jW8lTPa7tRruXyCPklplVMQPhVbbTGZ6MSL1SVDU9CUWR08TV4zQTudQIswPf6J8j3T2LLjGvkkmNF9MxOZPcqpKrZmHzeTdChGXXJM7kv5dS8RnafBRC+PyDSG5C3r7BWXg8xHgixuoClqHtNeSjnyQi4njFABMk15Z0veSxMDtADrRphWVfyeMltEVN1P+U7x+M+dhZ6ylfdC0R+hXTFTUYkQjhLp8gd8g1YjH1xn19BmCpkeHgj8llcxtJYhr1ZFNT1eu9TeFYtGoNzBCmCXoS4Hc5y+AT19P/FWrq22/eWh8lOf8x50/OnYdYj0e9+XiX9TH29zToPbdRDEWD12JBo8fHgWFFyQopaOH/Hfs2lryB0Dkf2ifn5JY8PihFnUe9iLEN2vH5+YGKLnAzN7Krf/svqNQt97Ysh+ssgzs+M/pBa4tkTIOM2WOD4CCDDAk0LnJjAfUSABfg++jAf5EcRsbNuCI454zf8XBsppccRsvs/R9VXx5O9EiKDyQI+m0R00EsiruqJIlYK2mUxEcLduGE85+dwPvc5EbP4bvn0cwYyPw+htFnFsq/ulldvY8Z9fHKwmc0efMVQaDej96sQ/eGa1vv3FqXwGET9avQv7Gx1uugT1Bua64mBREi8ghcJBRMAfqBnRDz2yNoy2YGJADvBfXsVzwNxpzmNPE78XFRRmT+wNrsus8jvsT6LiRFjE/e1M6qmQm+/mudtaLvuAeHtDJHcX6YYdoUJ91AR1y633tvzU2VEdv9SzvGbh072TEv+9aOTZzZ/fup33Hduhy9qD0E3pF+R4Sh+mN73yqbdeC5PWMIXccyEPI27IDL6ZgW8wQTucQIswPf4B8i3f4uAjHx7JTmMwXS09tti8fPN6KEP6qF9txclhfnD7TweLuCb0cuYEUifKD4Q/XBX3Krh9i2RVPk55WRDwoATo3G2EkSlyPK8PSeRe1qFEW4ZvlfLO1f2WLjc87jdJH0zfZxLc7xd13A+F+3Tk2V4UhM9b8eztu8DszVfTaPhBhWTGAjKiu4kdqB/8C6chggKg55vav6S5G9yZ/+m5SFSmOgNLIsxCMcmtHEn6OcpT1ZbHCbdtvU79NePXR2JOLIFX3q9m9IujKT1qXeVq66anWK19q9N+wWu5mi9SHkJ4qxPJ4jGWNcd235LlGuD+1CyqeDrEsfuuHmtfm7zna9c2gTrdyUs+CgM+HEA5X37fE19sPZBCz5eDuh9MCCjSkWzLVkek09G9EG/a05M4B4mwAJ8D394fOu3CGC0K/S9lf1w5JLY+vEnsCbXk8v0FoRXki0YzZZV9FifWwmRuBCxCxiIqhxr70Y2uJ2Feixkl+mHZzIhDF+KrAr9RXLQq8si0C+3TFrVXrr7JAW6tVw8sA6sy09wL10h1kPLZLu5iy/eYOxcTAly/XE0xHYA4vIRFm/0P96gZxq4K//nqT9mumLfwOhQuvhIKhnJDLczNZY9XzK7Sbuui3pI2Woca+LupKKXDAxNeQ71FZCv7fSzXSLbm43ZTT3MqYdUDL2p2qkNnucM2mMj6kb+4mgx8isv3+ArcNHfOUH79BePK1EirvAz2d79zjnx5CR0tz0adNdd13fulhefgd6+WxOlVgyOFt8i83jcIyxtSjQXUseWsQijE+Qfs04sxhtHGk7obeyE3tsWXANNCJyYwL1LgAX43v3s+M7/JiAtExtgE2Krd4upuBH9bdFfFPPqeJ1H/JRmE9sCdcuvbOqAtuCEsgdL7qOwfDZy0mPDpretj36sjUnRcqRXnlkXS4hsBly58RDjN37pKc0Dd4mCZQ9Prtzwl9DVqONFU76Hn6oZ9Pu6U+qA/lHxxSfhktYH9MAwltJTdk0e3PSvcx/US3K40molvwGheQT5bnWN6uwRj3twkM0zVC8/yePZjhCuYCwbfv5Z3GpzlXBiF2DuBUUM6xwy5XLvTdV6wLp0Oo0YbcpFdfBM4+tYftV/A1KE77Y7uosREY2qqQAR3i/q1xv82owLuU8dvYguVVEyLPU2jwAyp6FIkXUaP/W3uF3vxHyplys/FY3JlRIj2hS5ttE/eHuBnV6Cdf4zrpv70C4y1TpGRSOEdfYjUxe08Hd8/MYwl+XXx0eZwL1DgAX43vms+E7vSMA1D6cwY56biUT4EGzXo8oJ6EGap8KIvSVcf5e/svW956VLCY77cFqXtSM2xToL3X0hpPtKLRZ5CPvnsZzB8hmKviLsRieZ7JrWJW4bRPE4hKY+3KbTMu2UrbepLouU3W0aPQ9he91gMymK3VTn36+eeOvvy95cRci9uhVXDRb20psHsYGuUJMRJf0WuVzjqUJQQxw5sra1zwgIMzmctKU4r4iCl1aIeEQFd9lkauu9T61fD+dyIazTi/OUWesu550YDjIOVa2FnB5E2+p4RCXvxnHdlb2nTP5SuwsoUhd6cy7lJSyQlu/OdNvupbrUbBx7mVTtrP7CgyCyGTIypU6EHNYBx93MJH/oVfDMdNUlOrXZ23As8iwuVenNHZcP7HfdrX4zjdwursEdHoX7fBEBYa4uG4peQCilCbn5Okmp5yLd08GJCdzzBFiA7/mP8MF+AIyTrE8w0Bqai4E0AiqRK/g6tHgX1V2qW71XYMQ6yhJy5JmSL2yPOJu4r+2xwIZHcgxuBapP0JVryIeysEGJAvCnDgTAjO10bOvTA16WistONlOOFhZvhNyvxiT2H8NKm4w8W1EsHc7uSWaV4uEyreMw2TMNeWZ7duVrH0D4Fur1FqdKR91nuWUYCq2iVSyuVhlCi+VGQpT0EmzFk1THod/wtsM1DNVxH1mqWjSYR3E2/XUjIUX6dF3hHu7vRQUFuIfVcRhF6laGv7cwZnVK5iO1f9q5sTPur6NeNwKtZgzbIrJlfkQ17OM3wLVWz/23patvlkmuULxsxPuS+zO4zsATPeO+dl/dqCmsdn8UfxMlMcyneI6k6+jqAVPWvD/5WfnY+s4DbG7O56ZEfb9a0ZTZeMa+EOHdMiyx063KVXgIBBhrq24du7U11CpWHmuNQTwwtVTUG3IJtuE1J1s9Jz1/KxdvMYF7l4D+9suJCdyTBOB6fhI3PhqGaCGRZ3WS7schVvq/6U9JzdfbNHdiCcdSKtXu9956HMAykY4O/caC7ejg9js9j68bWBNCuwvto4sgePGDtuoTC9xK31aIGIG9bK3LDsPQWPHvW2d01zFRFKKTG0ZSFwyGEQoL2NMz3Ve70uZQbv3oTk/BXd0MIjYe4rerxp4Ku7yTTSFDI+SMhbS3KQSsbYm6oGlGuIi1OYVm05WLlYyKb760Z+gDOZZM5rz4mcYxDR2kKhVcuTmZqld8ydPF23+cfOPTq+kdhd3p4Yljq/S+uMXnyKGEQnU3CL/YH+T6qMn05KC3ZaQ3unTB7iyRCgZmVjEUmvOcZrufwWZ0GfPcnx4dQUFFWTA3IhLap6UeoV3XoIlm7Xc1qYhlwfDvuzq9c903osEWLnNtB/JMQ/T2T5hBao6IrvohhslsBUHNjRFtdbc9YbxsNxFXG5/lrfRndzroMFNSvUPUL/gsXXEiv78L8we7qNRnc6sEbzGBe4eA/mPFiQnccwTkgCgv2JzfYLIiM+JyzhEtwqQJlhyIwHIKhaHmIlh34icITHjZh1sWLvug36zuGhbnEy7VDnlyNdVon+A6vWZg14Gx4mTZ/CX30bZ5Dd1S686T4W3HitiSfWQhwBi2IprikD8uwn/os0Iq5/IqZzQtCMg4hwjpJnBXR8NV/cWQEeIFrL3xsjDG74rb3ozgQlM3ueehraJ1kajobday65W5P7X3WgYllDVSHKaMWqaSt0GRbl9OVknz6le40xFtbu6twiIumQGRz37xR/50S85s2czdlJZjJ++tBge9WjIPvANwTYt4mQZLOPPYKGp6LJ3iOxa1xRbnywvIaIwZjQI9Mvw8TfnuQnEYLqLMKbj2NxfnKV7va3WyTkLooWru+ebEGlcqPdx2VwhmjkKglHBMRZ54iO9npLkGoOxkBMm17JtzJS3Xm6L0YLctn5w7dPqsWgH0govrK17vDSsS2ydbxBG6DNNaI9513F1UK5/9d8WIeH2PEmABvkc/uAf5tvGDrVD6HLRfZsAF2s5KYg5mVaiwALq4n6yV51InuQh8rmAU4R0IVSpKSy3yKfSZhRhQR1hdgbAndUtrac3wje9AiGL86x2vNGBj9wx98sG7JUQ229EAm2AgFeJFpQS4bLm8ihnHoREFy1aO/35E5LJkRPfqwUijYA2nnNLo2QYq7Q484t0CAoymY3Q1wsAVxXWIbcHWIS9r2cHpTj8vm0Q76a3Uta/sBmEeW1lm7qgs0zvU1ZIuz/q5weXiHJjs4Ck84/sZefXVGgGxlJjRNhPiP2cg2laL88icbnDXO3ULeD4ZlEUUcF3Q619GiqgnTsjwy21JNXSBeIaqLqVpVvWkgqP9t/jkVEmb2Pvhr2YV11F2HREzRO8GdQEC3Qrn/m19fdk7eh5pufwwSdSnyR441xifwREppWX+2Crms7Wd70bKvW9GRns0iox2d6Et+Wu44V/QyxUnuM5bHWlHauM9dBLBWSY8m7Opk5r8aSJbcR5eM4F7kQC/Q96Ln9oDfs+ITob+uB+C63mxsHboCvGd8Xf33Lk3zlFn/Oz/vmXfnIF2h5cfrM1ktMv+ANdyGwRIObD8ZCdqrs/I81C/FX8LlzhLGgTpv0gQ4Xi8BPyXeUU87il0OKJ7MfpTc9zD07hEZEMDzcZAGHMNDuFpLFANsKx1QS+VUnyVQERCH1ekNAz6Pbdb8UmIkC6Cl3/InPPYYUMdtYV2tijyWQ5YpWK6v9kQqPk4n96q7hwt317ZYdN8punRxcXli9ZFz4pnJgUvJbCEv3zxT+q3Yg3aaY+iizFeZtA1SNL3G+ZNSo6fNNf9XNedS+8mvnqdColHiwQWHgAMRlIkvvpxYa1+CGNiz0E/7AG4Vg+I/ry0AO1cxXTV0G63efqbH/tPsUbm/2J0CAxRKYZJS8owvVxxwstDU5s7nXbPpRl4iemJ50sNcup9uDkxgXubAAvwvf35PbB3L6yjBwnr4FGy+/nJRJnNSaQdxg/8sTMvzngW/W5qbz/+wWMFBZU/wTZ+s2kNXNJfY613Z5k+LEY89YwVbtSSSY8qFsptIlgyS/E2xDIBolp3kYxoUXzsTmuNnAkQjNDucgCsdSJE9+ojdY1HwFOOdNLwQh/HVWO+ajLnKd0wOAcin28ky3b5IrZMjRJtL0khtNrXtF76mVm98jd6SxfajemtCJ8p1Y4aasrWjhMpqwZINT69yVFkHQsrdCXamjukZDZTPd1Sr+KauiCXTg5DOC1+OoDee/d1GrQILd4d+0IqqyLTJjI6Q8Fy/ALrsOTciukNXJg2cKSIHlW6gtJ7XeWQZnjOtngxydHIPqL02Vt7aPs9jmjveYNWJiVMmJn26YmGtvwWB0zGDY9Xg/Wv4bOkg3i/miK7JVe6Vaqoi5X172Ex5+BtxVXBRQajILcSeXiTCdxzBFiA77mPjG+4mIDserk+OY9MLNqXKZ/ra5fLo1pKRrPMK9c7zGvXaOaLGIBCxeILK6oaFr3rjS7EtyepJcAyC5WZj1a4/eSNI+iu5FlwPSDgOWFNgdDo/WK/uFNetP8Wfbdixco/IYgK+i9NKM6Le7gIgXwL7dA/GG0q3MtSC97ra6583POm5We00VC4Xk/1/sh/R6aHuKq6pLte/jl79l/v5mVlY7SrbapCU03SmVlHS1kxcDVEmg5UbUrWTbplv75n2oScwiBRM8C6sPi68vFr3jIidYLsdmUXPTt/DP0W2oZSAl1kNyXDfP0K7ypNILwTxG/V02+UEXCZCw0PctvAI8V1Fq9dpCAvnNmkTIkTq2+Pxi7OiHWYPOCHF5guGIqzwUtzrtGafgXve+TD4haG2XBPf4vPwR3u6u+KioiisbU9MLjoIn0f3L5HnrX6W9XDdvLVj/XuLQN69JA3X170Y5yYwL1AgAX4XviU+B7LJ+AyzCNxDtFJohA/ygV6pgbfvDIt6IuP/eHufetyalfMkkSiduWtaqFGL2GkpbjyK0INvgioEiKJlMLQO+XJS6rmeXVPhzBM+3cm/UzDAJRqv0hGRt6eH8NvZfoEioQOfcP6y0Z/nx/TVQ7SLcybCfezKDkkJ8GlSnvQQW/hkW68KXRuedSq5vGidmo6EWySR2pgKGRLUms/Ke0tnbailm24s7tpEjKOJMPfHlmDDhtDROwbcLl/VOjwfQ/PfTLoi5nT5YhvX5CPHkymPGcirMt3yCvPj7pZC6l7XAEVmM9B8CaJbVVeKTlgCZ6rO2rF/covRgnrrps3Xc4G+v7CEyAbQFS3RIulP5STpdQhA+mufon4ExkJq/n7FwY2mEaabTy8FAjakq+B6w6ci0B78If4/HR+163txKHiSvBq829NkB0h4EUxLC0ctGGQA2U5MYF7jAAL8D32gfHt3iCAuX31bkDtMegSVtrN4CL97LKushlE6GhGXs2xEGbZvPY3l0bEldNHVs9cMgmJ/rd3btt9o878Knu+eaUvRGP33oXjjNIl1Ovn627qN/7C2q79S04RKKT84amZtGSghujkrbS9wzFcBkMuqjet4OLLZgXbkgp9nOkVT3nEpTXI95vzXN6v+rnHF9KO8LU3XKwwQSvuq212QoxuvhxE9pVhsKx9qsqMG9aqKp9AsdPLtRm6Bf+C0ZDjrBkY9x2sfkm+h14jt+u6BR1F2vHK9MICB10L8KDTtU5Tvuczf/c9xukbaYGMqKmRHI/6p48W1nf2Lh36dfJL4w7KiLdvtkMX520vB6CDlBwH0VwI8e2z+utxj62Z++K/is/fYd0LdQdh2RsjWr+s50H3o0wMFzoNn9eH2L0xZaQiXuxw3GbEsaLI7FWTs9/cPeJ69cFbxeV0hWIQVIdeSYimU6ku6kIcGycmcG8RYAG+tz4vvlsQkJYrT0JWRkAHU0k6NfxA35wAYaVFvg5LKhbZant7JC7BTzv0Eq7lL3uay4OXneOJ74CgDk/Jur8f6nDG5VJHbvp15qP6ftmly+OyS4GJfi8w0PjLZ0OaaDa3JI8K1x31uv8Sgb6/G2EZX8WyPryffDr21S5TKTmgA65+nP794mNw82LcDtkvQg4Zftt9KOR65Suvnj5XTZdSHsptsaKrbOVeQKvht26I7ap4Vvs1H0UXoptt1LB+h+PBcipr6eh6hSQxGIkkfVrC2RAjQ7PaCzIwbEW8jLKsIL9j/vTw9CfhXv6UHlam0LKnHqIqqZfoaEgnHNtT9n5gyY5DQNWVK6TNXSgtS3OqOEb5JprrAeUvGHP7IpYVMvytx/VynmSG+FIFhZxzLXLw63ajXP7oJq+Zzm4Tvipbr77fTf7lifseBBc+pvwVz5fNgzZivb3+JRyPhfPCOP637GC8xLxvSZBPdj5WONMDrzZ6GasHrbHD6zGtu3zaIakiRuiwl62L95nAP50AC/A//RPi+ytFQD6ctRty0wAAQABJREFU7AlLcirE4ATRWViV5ksQniKXLLr3rETA0EwIEPSDxnVsErUKFi3KCwel20JLVfT3zi9/DAjUnKpws9HpyZ9MXam5VJ+aFZM26fvFi7sdEbh2OoOZeOI8nHS6eLm0q7O/VKRHxfrHPetatthxHxVR7WP4Un1neUKuU0w0wKXQRNzPF/JsHRjrAZVEnufErnK43k3nRkozVZQ2pah9N6lZXszekVfNEKBxqoOW4ikKEe+tB1XZHQah7a1nboZCVfSCsGy74MmuFFUiRDus/TYok4Jx7BFVLciqHrD9PLrXtgOHflDnrynhB92FfYGSAsfQkxsu09BlzURcpdyi8iX+LJCRI/Gi0Abity+Y1N2or+cZS9qn7ms+A2vZFfVFIzvGpBJrbD3fSpv2TsXJk6ZWPOIi9TN8LtMXj8pO0Ay0TNXEcGl5KwGDpYSUqB5mqmMO9r1Q/wdxohU+w9uTiA06Sl2qjD8WbDyAGaHUzR8mL0auqUl+hqwmlx1FwVn5GBELHbJT4R0YAxYwgrlL0u0k+cg/nYDhn36DfH9MoBSBQNcyyE8F0tRPSMmYD639ziY8u+2UgxZDqCpAME6hy9FKtK8uHhwe9tDfZROQT7cet5aqCzuDB4zZOVg3gfX/kYzfW/Y0rnusyfOD5m+Z/+MYX+i3Pw4nwOKMhzWbgOCn60UZ8WfI2jBM0afGevhkfRrY8FhEm3GfjMe0S7sjBshqikahKKtfcyzu6axyrtZ+WedcG7Etoqar3rkFYXJAJwQr5dIJ70BRuaCC7sKWtH+n3Ut7Jvbtcx1CZ9QZh+sdhF9V73Yjcf2LcSFmpdVZW62jBpMBddfC+TWovyFCz1qfonbX86V3L4jR4cq++1WjIf8YXgjgChZWStCRyXWkOlUasP4Sddw1SFSIy5Tvjd5KpzDy1TVT0TNlBRcEXfs4v4taILJtvtqXqkPkVTrsvdf3qrnpaEvLV1BJCurchmtuS6rsbJft5xrW5KhJcS8Q77Z5vCrle8nkwGuGxSJ6JrozTYxF/vdwb79BiD8W1llfdpN7G2nkegjPsxKTL+hCfMckooQrIl4mzV6UFlMt3dWh5Tl7AV5CEPQm38GLREgkSiYbKKWeg1oVUpEHJOCOlfEJJvAPJcAW8D/0g+Hbup0A2n3fhenXE7MYfUli26No9pPbaLQ5RwY0QjskuscShj2kv1yFN6bku1UD2nZ1N3QUbMpyUpMB0hTZX0ZGPCE/WLpxqD9E1dyldXzHQY+u3GyyURhE99WYtWJdSfHVqxkl4nZgdQntpcGIiP4F2+OXyp4+MavF1ei1YjnyP4833FAIzveu7wfvx/ghLqlBNjP8HlbXPnEkrK/0i+lcp5uYEHIILuyZ0aLlt6gj/Vx4etCV9llj4U4+h2cKgXtVfzu4vL+Omxuer9avJjfdYk5FvUUWZD751DtCkR44tg/DJufXDIz3Q74uZPcrpB2LMEGFnED66JIvz79E3aOjyCD9ZJZlH6W6hVO2oSvK9YHA9zPnGHpV3ePjX/mwd9162yoq9bcEuPteMUfAkg7HvfdBnTeXjIquHpl+LrGvhc14LMSeA4v3amCK6o48n8JF/QteGargpQcjb+nDeYqPMGb3Ur1dGY+yHeI79LMNK8fvfPfzA3r3KVz/thQeIxviZaLDS6MCDv3UwdP03LacxDYnMuehrkzUPVovcMFAeZjrybOSk5Juq4APMIF7gAB+HzgxgX8+AdkNozNp8iX8wG8SsVVnuCyfp9lkBUeaCB5losL0CnQFsy807IMf7fFDdoiM0k/kggVswAQKllC0Hsbq53r2lIF2dwzq78K8wE5qADFLRdnv12wbMn5Y7+UrKwemHB01YEGzUX3mSHGXIR9QbgdUvYsg22saGecUkl1vE51RfP2t60Qqtlfri2XFM81F+E4/mjvKIYf9+JB6seZfkS7ZF+L3BmT5x4h+8kdJe/UhGzvtfu5ylt9Ft/reSWZpsJOn3UyXMzxFo8M1jNUPp5uNqO9P/RpuUNndcoC3Q7inYljm+QZTwdQq/n96UErnYDr3NMTK+BDagk9Rz+gC6rwTLwlKQzzzFxDlZJp1sk/xNIQbTj6+peIpz7CqB70dwXt8cg0FylbIfgKparzYOh0ieitFymFvog0Xwi3Qnit/ihHLhhaflWH/CgBqcNatfxecC3QNy26nQfT/4Zlf7YnVvMZPlLs/Pn06a8zoRUc8Wtom6lY8+iCXTqqhyHtwDEeHbmzpsXlUdE46Ke7jcN978QwWHN9foFCtFJVsjTAxY+nSvMcE7g0C5VoE98at810+UAQ0UR1W7C6qWGXwtbBrYZggyP+qqI/eKDQBg0Ln2aX3QLie56Kf6K6yXERUHLyUMiHNVbE3RO7DyH5yL8QXbaSYjUFB/1Oi3wwGampdK95Z/4PbFgjPYRzzguXnTmb86N89LYUIV5dkesiAMTGR9XUELv1UXhGpauulT1ZV58R/tRF5Hh/RMyu8ZA/rSkRnVcE1v8Kz9BXrqqB5U1bIrGm7sHfUVX0KhmxVIze4nO0OVUT/Vs2jIFnB4CKCftSv4eusXiVV1MajqNOFgapX8d8jzBcGBtLpERgq2u0s6tpMDU4X0OCfkpGpPfYnQhhjhY/1Yerfohqs1cWJr79w0TKlbo/gPd6FHqnGT405SjsR89FTwvrR3LLia5FDpqKOD288n+utkuKrHxNxn6bpLmhhnfkK7jEU3orZ52v7pF6r6K5UTs4zP3IgdfGbs/a+dqq+33rvHPuHJofsiXt460Z9t/7ieXXPQQMcSTNXEwPwEjEX9UWivqu4foP2mk0fTjTouoFOYV3rVkneYgL3DgH82+XEBO4NAvipNostwoY2wP0u2tPoD1mlh93VemeoYaItXdY4HmB9sbjNt+iB5DS0ATvUv7r+Ff1ZqG98/zFV59UafmJJhibVk8igW00OfAHmRq8TG0oSkNkRb0N8Ic5qP9K0zyFck0UF6/qSeUpuz3d1T8y3VT70qvsPPRbKyDhYhR0hEqsUcrw6UmzXLcCi9Lh83DuPvBOxE4WhGj+1yKEXyKlWptljL6Gr0koch0BSE1q9zyxVudVoE43aflUzaH/DgMoF7vRvDF35u+8mbQmdFu5r1qvK2z1dG5ranWh9PX813NowOCYya18Ht3PNzXY0hTtN80mov5Nv5iSa+EkFqn/OjpcNlZZUi6E1QR5F4kjS3+6p5ewdfdWWGpK7v1+9TT2KbvQOf/QIbkRIz8Kz5SFQq0+sWPEf+952lfurYkrfOZ75hdT8wPX2o+cfqhiUku9SNfkeubvNpYLCFXApt4Z094Fo79EvHbld1oEA6/1+4Tenp61dRBF7aUnEQCXiRRwL2aea/5zgWSECTzrpiRx6HZ+R25AY4YdznJjAPUOALeB75qPiG9XF928KdRVqdaZjTJuEJJW2YLhJDIl09bZuKF9deqktxn3W/40/sy+35ZlA0zX5XaNnT0B8svEDf9iFwTnKim9R/Snmr/CDrmCAqmbYn4utcTI7HMFO5afr2Y2vZebV6oauMheXb9+W5NA8UpCzl+6SXiwtnYtLbRQbc2RBpTzKbDzZEqe7cF3PkUHT6JVvqtHoH3oJ9wL9+TRxXO8aJR/WzPTJ/pFXciDGouYpCpNuFJ9foLr5m3HnSEbF0SXTYJNh2uJOByKPvNqS8pubJAZq9Do7BVK7kMwFb9DwHwPpSrY/TW7oRU+2NNPaKk/h+Tshm+lsZPrpJRsOrj3R+3qvu4mvPoAIXhamQ3yfRxvu61axvN5/I776PbrIOR6rkDwPc/cdHaueGPl91yaqA32mXbId5RfMxivQJzifjef9Us+vJ3w2k7Fyw33OLxZf/TiGsFyKs7HYzKsqnW2xdv20XszCS9R5WMu6W54TE7inCLAA31MfF9+sjEzpDwqe+Dk+hm5H72DbArFEzxdHddntdbipb6UXLSuXLEgZq4tsJc3m1TfH6ZVR0ZDebkjgsjMx68XLsRvFyVu5b22J+luyEex1lFziceFnnYczyWh3/LFoBqFb2W5uVfE92Hb7kfctaEOOhhi02n7s/Sp2p69Pnq1KjwKH99JvZeSY4sxKevv36dITKRCXFXLHcnQlkv9GgJRJ9oh2p/dmVaEGZ02u2EAvoYlGkgx7870dP9oxSRCmkKhqbSuum8KkK7vvja/tedXpbXUzuETczAtXlIozTwnEW1Vf+CylN/2cTNEryff7h+iHrIr0dU2FjsDydqJdl2hzZo3CxOj3z6bFvX1ukY20l6D5rZbmWGKyv7DY7DMifkffYd3KLErhcqgFXYzgWheVBGnjs8hjw2sXn5rx+/JHj8j3wlsW5ytvbZG730c5XYCrgct8q2gdvk20Oy1iZsaQUR0Pxkl4AfkILPT7CpGRE+Z33yn1qHN9wI8z1s7iDaxLJwPmSiaZWlm6vCu7tIP6SVVohWas9G1MRtEBfcF/0rc5MYF/OgEW4H/6J8T3V4aA6ykcuJ7jUg0IXHoDlk8WIn/1YSivkmZC4M+tJAauto/9ZuAcjBo1Jl+lRbty2qcZFId9ZNDimvLDiJq3cpa35dqC4Khmlj9k5Qu2GjEQkkYulzxwLGV8X/1YyWXJ9tiQQgPtxcgSr2BYkOYp6c27Xk1r95eH6br31fR21a9lN539bsr0c8P/+nNSdLUB31gfCWkA0dmG+39T2b6sBUlTvFBcFWWjU3+Jdz7LEMqRbMozqOKgxzwcnyN9MlxplsTA3nKvR43r0pYRpKiTvs2b5iPz1BxhptNPzNxYIH3NGDA6k6qc3UKBFyC2l+qSIVNS3bw4dNkKgRU/3eHmbHQuLKPa1mmnsy+2zdSfqbuJDJcQwf2Zw40qXK8s9hvtigdofAwRzkj5vNuppxNylxmd8hBczlfRzjzXj/KSC03ypbop9jrSoGySUyNvF0lUECH3TEL9E7GZg9kDR0SL1q+VpCx+m56EtuJ3kUf3NsAFTSexHjpq06aFsIBjbaLIHU/z5u0tGu+5uKz4LTApW6hvg534JC8jvUtvWbsjZXRqKTKKvAL494BIa9I9F5yYwD+eAAvwP/4j4hssRUAPJJLidJowdcJxJwKYlmCN31xxGr7L0FJ5sYORqZZASPUAnkCNzM9g0CkcFV7kFHcPrlLFN9maj08r856kUScWLfwxdZAJnXGrVjakrHvMe1OStFFy8YKr7zNrlIIxipP0BdfbuOvUW/WTM1tqQRX20cmrfRW75lWrQfV1H448EXs8Ml6+DXvtS1iFE5H3EdrzeW3S3HGLsHp9sqbBHX2FCrM1WamgU2GftvmKPf3P/IYpqiNfHGpwOTcfVrM4Xc34smZyokeRo/CY2upRzeUmDcaCU5T/+EXKCPamRk0u0We7/emA/yCM/zy80NcZ9eeLl4Ni3z1XLSfI1hzXHoTFSyU5G2Nc1h9htDavPSi6vZgS3fzLx3y6b2nufiHbTdQYvCMvcM0nqZP/H3vfHV9F0b1/Zm9PbnpvQIDQixB6SaepSFGkKx2l6WsDASGgohT1VUClq3SQonTSSGjSi3QIISQhIb0nt+38nr2QECDg+/uP+N3hs3dnp+3sWbLPnDLnLF2VM2NcVJGXa7646KSno7tHgckbIHgaouQveWSY1SBMov0AvkURzk9PwbNIXH98PrGAGNbhmRwpDL3gcATW7USXTUqVufulc6+EXj63Waci1z+n7bjT5fgJyRL6sdRP786vKpQFntxUplYgeAOSmhOM15CwdQlv+LA1L//IFHjBKYC/QTnJFKgZFOAR6a8Ae3amkOa6gYT6p5i9FPA+ciCf9iuC9vxMXDKaEoPZoYUZEQN4c4T7+xHI3B4f5RuxLagFwbkDOLsLeNp8q6aRhN9YZPTqZz09Lwx3gbWw1UmF1KYwt1+ChpUH3jd7ll8saq7Ym9Mr5lpZo12wvk6I7spuPznOGh7iaCHFXyjPhU/lTksMb05Vqwo+M5r15gtJY/PuZndJMnPbK1gTBJH7kQAKWKXggmmVgoRVYlnYJlLVrkfXL9+17Gnb2a2ra3J+23zudF8tWi43UtiWGnnxHwLTFpXwMAMxR7PW1Nz/nKrBXT9IihWlNGVJI3NC/mZmzGsPQyzBpOVMVIrYicxMCjOVq0xUAvAEHwnBOVhwzFGNxUDOFR81K7AVfLCpWoGtw2Z9mVhYK8didCwRpTYPuVF2ATSdDW+S8YhgJHHAE7D4yThVr9FP04eNaAGaQxUgLIlhgft5ZIiWzQ4xEouUVj7PTO9tutu2x+kT23ueP+NVpNVl9f9klnFYfIx+WEKsjTI324WdWf4AYDECrNi/6GUsqzPEWBw2Wu/muKEws6ScKy1xCuehWJAdwJ7qHsPi4IBETjIFXnAKyBzwC/6C5OlVoQBng03E87NIHaAlMRmcp2Apx15VKXGWgt/r4CyDIXJ+H+C7D9cNwKXdZBZ6UwJfqRkaSh/mRgCQpchP5HPDO1qLq/mRwDf8KG8Lj0wfIT7vnyOv/+JVLOpN9oqCwq4OR3YsbTDJNualiOzqwFcabiQ7lI8/sNlAuKYrePiySZot8wVmXqpV5QsdGiz06Nt+UOOujWa3r+0Wq1PnvpRPmcECs2jG8cLGPS26vS9RUVQRNTlRS/HBsmuW3MOF2lzsRdKaBe5SRDmOSoUZ6l+zHkBpcBJsvNLUvinYDaXgZQXdDplyjxUkK844djJY9HS3meX+vTriWW0J/05bIn6vMvA12FMtbddKg2hZUa5klOqsLNkVaKvf2c7GNqGxNj3NSbG80/WyQS3uGsY5lkiGVCI4WpO031cyhLoFwP0Qatd4+D+xh6X44kKdzr5pStIPs7asbY0YyGhvcelTFr/7qq9/wflf70VL9HhWConjyktefqO/ee2NjScCGiUqRYtHr3On8q40btgBeRM5OmG8BykyEs4/4dxkv1KXmMsUbqGm8sNQkUPMjSQSrKQpVQZfKzXknxpAAZkDrgEvSZ7iAwpYwjNSU7nGoYAp73lwY3as4HwWLicnYx8pOFpxBrw16Y6omo2LtBlWC/+xzwFk9fgoR0bvZJKzB2uC4VBTQNZZyCpHwqlDPQBJIyo3TmJfH6l03hEez8dDZzoMAN8GnUwYZy3GSbCIFB/XtnsouGwYZrH1AKK/UT8J4L+GSnVLmfeuSi7twd0e/C7nYYvhCGT8Jeq2+wqFfDSQPnFiJKCMWkJU+zfWEaVGk7Z2el47dlqfW8eEPTpi8pgRtkXN9pXShmRqGqtjolBmU9BMV+YeyOAakucnBzLVthLyLdBSSKqCOjsmca8SNTO5nuOC5aiozQX7quJ3VKRvwXZFlvJ54S5kZBDR82CTQBF5dgp+1l9dHt9M536qnuY8YtwnYC7x2B5l3QpUdf7PyvPIiC7FWm2PPL1+EOI/+dgYjUaHkhK7Kz5+li8HDBGz7RwSF6xdQS8l3fKDc+6REG9XvoeqY2Jx8x5oLen29XhvvuMO7j414NgRBaILT8JCQZJQmLFFKUjqAx/boXgXkuGWfnJ5kUMfY/EvRlEYnMdUNnHMuRjmaicQb1laKMhJpsALTwEZgF/4VyRPUKIAD00Nx77cqHhyzGzFi3/OI+WI48zxIwSf/10C4NPK+us2qMO6v1++s+6ntm8vv89cJL/Ql2J3sC+fpCDE0JJe8QZAcRQ4tRX4mGsiwqIOAgT6IP8SznrUQ7ALjtpCn8SEsLiqY8CNIyxx6W2IWSF6taRBjPsxrpsAlP+Av+V5TH8IVtOP0gDOFU1pyuW79JJ3MrWQtsvcxNyi+9E8Xx0VvozrMyJZlgNx/NJF/YAzzLZVA24kH4uQbzHrbtxI82+b6nOXm+HLWW8I5vn6JoydbkiWjRoKTVFRGPbYtjUWU6E+ljuWXGMlTqUWk04UE8bdyW+YWmzje49rTApS5Ngpy87WVpf8VVej/bu2OgWAewf65DuYd+V8tYDtDmZjy89U2/s8eoLqc+H8LKQHFvhnJr+mqcn65neStL3OnzZ75eZCXM3hqIqPZ7Nj1vM5ERDDc3sIL9qwyDOPLVIiEngP0GIDaA7xO0lSjOmxXdkuHjb1W9AfZt2wQIexHXTFjtIswvry2RCaD0HW8aOywq97mkr7m0TmA5sAh3jmZI/2fbEo2yO1lZNMgRedArII+kV/Q/L8rBTIVOj+Wwr58j3SzjbBQxViENor1BQvVRqZQntS2XDERWVd7A/NKYws2RCMYgu4IYiZq02x+Oi3jwjbP2ZdnaEvwQr4lZ9OvPudX0mKB7irC1iVJkJ0/RG2wbR9Enyl0ZhDjCQSPQdQmUUGbFcyWj5DHiJu/i70r1d5fthygPRQntMdulD4oGTM0oQymq5mo+3RaCKA7y4jPnQnTe9zil4rNJC+JVSw30AcXDpTsTMwgDl/4MlVRpVQ4mSnS2vXvPZZU3CWRvAsVvFCfQyz4cmksC8lZlZRk2IzNRdzEDbpT3IsvswKfY1c9E9hQuOrit4xhW4Nbog2ZYLAfu2hN00Z4axbG6J3S6ytsoHTZn9wrTBYYgMwp8kVh4kLUy4J6ld5fvh5XtytuzT/qimScwFGVqHh/NQOMKaSsZNkcZx5ybfWkq1dujfwnbxZJ3DzAIDvRQDnB3xO+Ns4v4/DCZgJqcGj1GM/b4r38AvqHACcUbHp9JIEvg9aiNK7q4sFkBFnJQI6PIgbzOgtqRzvZ3FPlilZUKtg+Ka1EOkwVoYMvg+oJ//WDArIHHDNeE//52d5Jyz3CIfBkH+MU+eS8MzbKi56qGM9bQPHcdWu2/Pzd6g7np+4N7hzUURksorMvttUXUYO3dfzt+oIl/Tt2GC/4uS4T5vPKz/rEnh++anxDv7FtwPStR5FG+oMv7Tfp8fMmC7suZa02BPczCzy6CSFp+ld20kHpPt8UfZb5zbmm/WLSFeWz/RFTrzILlHwyjirDCg9pWxwP1HhubHqfADEHXDdVkcF9TvQNjt3uk33qe69GBqHSEmt7owvOPhnE8vpV1x1wDJVjmCA9jPJaEt/Cy5UWjJR9PqgtbD47mGyc9wlmjwyBAmUBW0BGbAyyXZQWHQmU9l1b/ZD58H7sCXoQeJF4QMBapIzjvYoccdy4g7E8AkQo69lTtGHpFYAXyns4AJk/QBwy152+HmugQqCAapBALlgHCosIK6iHruu6LNDrF0lBy31r0iQNAxCHtbm7IikoMX5QxxzYfj2Rehh3hIguhkGbH6o+jw6mH1d0a/ijH3Br6BuEeYifafSutl9vRmGYpL04QACXfSW2sEr2nwstMamkdb+qOC4HQD8plQuJ5kCNYECMgDXhLckz/ExCtwPy7W4kgEWvQpHKaZt59e43dE/WVFoP95niOHQN6MNB+qAu9tKog52UJHwA/10+mPF93OjfQIWLX755ULofN9eeXLMUo/yTK4RDRkCt/xEOeqlbPE+w9M9H5WcLRn/A2Bl1Cyb4RllpAIuEfU2nbQbYoh3VpFFiFa2MGUKzooW5iRFUzEZu5aU+QI4yHSFc24Gcyx6NBLk3UzlWKRK9TQKGVoXUcdDS02iHlJwE2yk8kVHrQIbnwupgJJtGV21U1KMqi2tHqUgRw/YUmmMVGJ2JE2BO6XrdJTZ2CgWOZr41vbBwg1vCyImpFj8+J2icMPdw31NBui/HybOYIzGmwEUfSFGtwMQwyMVQxAGy6xQuyVpn5St3X1X4dYZ0oXidMH1uokU0eCYEzTkEL+PBTyXNpW3mBvakkToconccLgASgNW1h/z0ya/QREA9xscsYNjO7PYivZPnhFF6UPMcQzaekbYfZ2E/rXz3cjvzHJmFWXzbukvIwjF9lSmUyeQw5vDoJJ4cgz5WqbAi0oBGYBf1Dcjz6taCqwL528EUcEWX14GyTP1Z1Fee6WG4IRtHLOgQ+SUHF00zR8faugO2UoY73xT7UAohM+nMGamoWjbYFDKpugxt1a+i/43UZWDIwseqpawWXHStqV/TL34TU0Fl+hqyev2adnmhk3Fu/pMwfHIEH3kq3FFk3xgcDwXPFt3gB30oZLlLk/FHC8BYK5V3OCERmglMk1QbSOzK2Q2CoVRSW6FBaLCzJi6VGBq7LGRwiPd05tJMy+YbLTp9M0UDb09ZSD3cd7Esuvm0d4m3XlUx2Zib4895XmsXHtMVZ+ymJ8Chl/w7yiWO3JjuiMvKqi4p3TWcpOdLS9DKEZBvKSo7VhItpLZuAXSBIstGVQqbhGLmS63mKmtCwcYVTEXXug5oPzI6gE2kVbxcNXxqub5D700lGucKDLFuwZB43lf687GtFs5MSaY/Tp57177iLSbH/UZ+96sqn0q8jwkUktC2RpIPwas0vS4s0ET8mEcfHdXLLp4SKZeFCz52aRhHrHOiop+8lmmQE2ggAzANeEtyXOspMDGCL6ls5jf3weeKiC+XMFivKZKlXC4sQunHhBrTooqmiZZ1ALw8E+AAU/0/KeMcqzOMAT6DOLLFIg1B8Z1ZRdg1QvPTNDrEgdoS+YRXHL2sZRFxmzC+akUwk964ov/OSrggJk1xh+TFNwhvoJL3FvwziyA+3jUSwuDT+DWMkoahOdFhAB0hwPDgnBVB0WZqD8BFfdmZhdT6dTi6MZeXza8x6eUqVQ61wKLQmMxAj4dyFJoQ6r7nmJRfm9hcq2u1KbvWsvkPXEKk05B80tG0ImwRgh7L4omGwvZut3bs9Mh8LUQfq6OG90+UkrO3gbJkyc8VGHOt3A+BTLBSOpRsuXlgx14qYePJdvGgUo9DVxVpGEm8N1mXTZzvHlGWe+Y1LqT5Wr3EeXRqro8sxuzO3jp0QhP5+D7umvP+we+GHJnbTOv8vt2Sfq6N8e1XVbQOufMS1/9PV2boq8d6v/BivinexKt77X/rddNR9aYSJlqFx1Ze+nL8Uf7GY+/1LvuVEdwwiZjWEaJiQn3bWPc6yaF5x2F9IPXiXWW3p2cZAq80BSQAfiFfj3y5J6kwIZwntKV57l4MWO+gvO7pCkO7qap/zFAdDba3oVusN4Dgx02D/rDucDRENhHTWaxCxOtY23hinBP2gTA6wdwzFKWUsSBnjCkepigt4RxEUE3y1DPG6LdFLQzYIxFLDJue3d+wd9MhnFQS0rWy40BoEBqyXCI/dCVAuMjWcV+4wcDWg2ZzOKCIkFoPtfGsRBRfEwPb2U9NRONyp6GUl1L0aTysJgVxYLAc8qYxXEXJ8d7ogL3Z0VqlcjywDRn+jP7FAUrZbWxBbcHRZEH6Votph7KGGL33el8+kxaalOL3/FWk2e/s8ZSb5WmsKw22XrdKPdx2TP9Rzb3O+xHnpJDtWYkUjtNKjUtMZLOFc+QD+74lIX49jjWdvUWPkDxJtsK9S5qJEMypSUIHHswFgwDUKRHaSoZxQEkKlJIK+l3eToM07CYqD5hsTMONHwfbj8y/EpT3Kdfnte4XkmisKH2kNu/1B2xLCo24j/4EG3DQkcSVT+WQvpyR7DuS34qXtyqDs/w6mX3ZXJ/4+GAMYb9Sk30PO0WxHUONBRcd+DmFQcFl9t9KOunYqa47BHt0vyxgeQLmQIvIAVkAH4BX4o8peopAO4XnrBoZzDPK3TlxgKVwNP2q2y2L9LZT0OPAnzg1yPIwhypt3VvMIMBD3SHOIyIb/tB2GHeG1XzAJF+AAQL/vMPiQ5iVgMqqY+UeGQgQvU5ngagFmLfagdY8Q4FBv6Mwybd2dm476U2yr/r+Jdf9q1djOYpQML3YlhryanFc9OB0lf/XKHSX8hTQn5cmbgngLwOONA6zZONfj3TDWXt1GV6OxuuLY/jYoqLYLjuqy8NWl7HUQVTZts8G0W+LbxVFoexczYiuTT4nvz1Z4mVasly7i2KUb7CDys07ESHbAvnbqzliBWncplvQEpGsDM5ZvP2fl+fq6tOBLKaUxCZcBymEZhJdfdG07hU0CIC1wEKMptcKTnNRAObSdbblVNFhheHeCLsxXTk+uDyCkB5IUIe+sDA6kdc//rQOryyC7jeUHD1C0D/hijUgObFyJ/H+Y/oWFhYcyxsSDEWtlyrUN8QAIytXI8nxG+egbk18+A5eV+V/Druv9q+t4cYYw+2Md8aJm1N2giVREeej3iL5l/OMf07wQRFuEjdWJxnzOMjyVcyBV48CuD/tpxkCtQMCqwP4+shdm4fynP1TtxUqhbEjX+o9SMWa+0kfWYxPuxTY7Y/2LML450ElCkRKmcUmcUlWzt1sSzv/mpbWEqlPmy7GduMvq/uybFv9XVoWtec96+f8snwseRaXFBvxpYNQpO0FEWBrW1RqVoNt40szam4eJO+vPwArHrBBf5vCWH9MAceDI4zqG2i4aXgS2WZrZOMWqciC1OJFA3gj4dTyHg2PSaH9460MVHxRaWJ1Sl3hhdrRWdBld2KFfkeFtXO+wWtOpuU5RCCX2pGJXwUT7D1YEnFtrSn57EyY0prLdWD84722tolNkm9WKH7L4gRzJz0d5Kaem8gT6fTd9XKcmzd4RKneAGOOCZvpgV5znR3kRvdebUl7Vk2jsVOru6p+L3eNmRTNhESgpGoh1Uywxh8KBycjA89dTBOIVAwJA/gmmk46lV4L/AZTeug811WMR6f1sWJtOol4KqvQQ+eiP7wziW2Zp/HVUoj4NHsdVGgSBh/F+O9tYosXXe3i+kS4hyLZVARfGkF4Ai+OEzMbX2fqV3BBXv7MkOBIsbTt+I+8lmmwItMAeWLPDl5bjIFqlIADhg64zoORy+pfJHOqc3LxlJ3+CxeiQ91WNcWFB+zXaqREt+Nn5mfjJto8UhLd333wO4Wfjk5N2cOfns/gMEeUXiXWptV8yN5bDr/y7iJOqOxs768JCpbbzdvyqgxR+du2bg5MPFWa6XZlGZfUvIbCcwJ4PM9xNbSAiATB4DBtA9cnbnqsJs76bsneahetgika763kFrfNphdCy0qtZlbAC7Aejj8YBI3zeHUiTrfqcdm3N4W5l2akOymu+KmyGsPIyynzoUO8c3U5rq/ahxdjgkl5S4kmARemNSU7E2NWKEN/I5IcflsRcHndMvypNE7OW0aaFPqk3pb7DPVW5neqxbd6z43r6he7SPXPsvSqEp8XB3+LqjjGlMIMG6lVpbEDaJpP8FndX/JbaZAwlurefiRUeyRTrrimR56/FoIX9lXMfdJt8vrpV8ubpR7qaT5T2qFmGVhwlXsik5gSgqP6cyq9awleR6DG9AleHqAsPg1QDgf8x+Ne3wg3Se8D28C0J0Lnb4r1AtOkFpM62K+mE5MGIpqq9RifRfuBKlHkJEJWhMJdbwY7AI4FjBykilQQyggc8A15EX9X5/mxlAeDm3rASZQj1BL7notMyuG2LvbrirOyt+g1sfuU+vuIO7vzAo68cBxNmZn15x1QWGl64LDi7cvmKu2Ky9z2/9SYPqBNu37fz+oVrXAUNEfsmiBzzmkZpGHysP5mZ4Qs07CH0vKvHW/XGybeO1dcG6eaAtHEGbsU1UGA4jmAEDhUMOaCvJtBeNdF4W6WCfYA1SVAFqLQ4mY1iTNyAEqLmgFUTQzQowLQzHGTCqytShIKyq4SjALTFWOVgWOIlc7nVAGOQ6kVX2vUZ1fbUR9Ck/LbW/yUFxTlec4c3NmK1Kp6/Js9hK7qlWJsQGioLlgz+LCLtSyUToco7Tatfio47cUDX4ebCFxNLs5ejTdD4K6V3EToJ8ASXwTlaLU38/tsKOHw1mVo/7O5x/arJq/kodLhlYwK7Z0kHxaP3isR78Rh3ldGLAFOaoKXsWzR9TX3bK0sTutbWhz/UxL7+8q9cFPBrR4NMKDHAzfRoG2b4EW0rfIEWLolgR/z2EX6SIoEICyk+CmJ8ZsYxd5yMee4LLjsU1qB+b/zmb29dsignG0hfNsDYm3/MjQEFx5XxbttefJ+8jXMgVeRArIAPwivhV5Tk9RYH04X4P/rKFDYlidtLBcbBGyOL6td40/WJReeFWhDp1s4zIQ+t+DVTteHrE0LdHT27S4b99uQWfPNZ68f/fvNgZjmcps2k4CX8qiFkDX++wUiPi7jsT/ADg0QKtvnOn20q3sTYvU40EIPtYXWdzTMrzN7AbG+vlFH/U/VTKy+V2jX+0ss6AAb5viojDd9FJdRfjAye+12VEpql7Fu3mD+R2PZ+oFTk/i9sDoUWHDPW5CmzU+RdoC5WaAzBLaFF9KCyMukeJyLdKYS87fHnKpjuZ4eweWKa5OGVU2ynjc5q+GQ0rcUh31d83a7N/mpBQEfhZQb194/tHCw069tO7mXIjgGZ815zLzT16Ie7zDM0Lr0a2R2EcraABy33AF/YXtWMEqVeEIo9leAjFMjYsKBQI/YOFgEdXl0jNXSZB7k67KNbJ4AiA6xrfmkIF0mzMlBj7Qupcn08fcf7z9oytIEOD0g7VFzw5783qHfHv3vXmolUB8E4zqJDF2ZYKLSoigJa9a1G29+PVvUEkM6kAFoj+V38K8a8Mq3q+ysZyRKfCCUwAWnHKSKfDiUwD/Ubviky5xZbCoIhvr2UJjM5hK19hidthRnCl9+x9LRzq2b/La1/3qlJkoO65pq4EHm7XaA/CV1C5NSWSLYag17LEOVS7C+V9vAHxvoigYSLI8hrX5oQJ8pWYsMnYgONcZQM029x1U99pl5GdmOwofLe9mlz5xtMuXr3/kPndjF9ss+3J+t9e5sjpTdhcegG75XNKmiONrTOHn4Pv5FkaZDNiCflPYZJ+uORv6Rd209j/6pgN8I2FcvZZa5W6i2Q1zSXusFhndYPRlqeNCqQEONnepNNN7D5SoWiJvdtnP7Xs8PDcJgi63TVELs4aLnlcd2mv/OGHDW+UfpWKVgs2Y7cMOdZ2BZ7lGnnGAu/dvA3yh+6Wv4BlriuSJal9H+8YOtskzHGxuJ6tVpTDkUnJbbZbC3eHiTbR9DVuQvaTDoID5NaNApiHPRwfz/KL2p/03NxuY9nvTNw3fBPxnFNMwz01NhxQioMI7Es2emZQc6gBeLILVVZDhV7znLNxv4pPga+3PJBEzlzhjBmmIBM5KGOQdAfii7PHtVM+8n1whU+AFoYAMwC/Ii5Cn8XwKACjOA2Rg8IPIBdxJcZScjiTsYkkf2To5AwS5Pbd8zXtkeVUdZfz4NpJuljScjkPAGbrq1VdHAzjWowhcHkEEzSfwiGlf8B7TH+sXwU99h+/6GrSzQ5uvYlnbL6VxnkxsVvQiZhZfTfRQ39Ya2eJ8soVVs2IinFT4mJSsxYYg/VCP9w82gFhV4tg+NqnFUpf7vLXaQLmAmg8MZK6F8Q/UPmEf1n1GgH3dQ05pqnLlNehFp5PCcoUSbUOoAAzdnaBEOjPHi3I9e/l4HnIuTW9Yrt+58LXO5kQqYX6WsZ/azYQeXIQIW7OLtSkVNSyzVa4ALlU9kU1IG0dhOfCorLLnP45yomWjWlKJTQ7X5AaLXYeeBe0WAvC6RRwtvxFxK/6d7YF15m0PrO/fv2O/yW3rf5uq194rLC73bQmJQZRSQeeUSvpea6Y2w7uGXonpwO5XPTrV+XqHizq/tZM699pLNn+HS3VOivxz4LStOvsn6VdxzWbGJq/JGHHHLKrUHe2Ou2L78ihEsFq+bNyWSXzLAHVFO+tZYUzA2UckhQ7/Hxww/0V2gkXSucPLlmLTY23lC5kCLzgF8H9YTjIFahYFYA1dAtHjRURC6ggHHIa1xVllXqKlBGD2C4vxnlH1aRDqTtqK9D7K1sUEsRFSHThfadsQdq4IY0kpjkC9Ixiqpd1jBqYgiN9y1LXDNYyixO0xrN10qc//krrxYYMhdZb2ssYLZFkSxTbde1Y/iKDbQM47Mfhr/071Djl7MTODARd3AgtYSI2KBQrN0YNRL6QVb6WSST2G3A/1oDqb5vIsN3bt5vAPG/P9O0SFPummMDC/UVSAU2p4jvGywka54HOtW/fVdNA3kVof/SD51o1e2bOBzdPZ+8286K6uBHt6zzP/O9589G+NqEEipif2o/gNRDb3fyeHm2UxDbtKum1rWsPDu5rxPBAsd0/OCi05dm3GYVR0gtGUn79b7N8rG3Wr0Hk/7PHgxAtDsX9aWAK6/g6m1hYLijmUpfZhAfvg6vLxFPoabwhOdiKOBmsbDbfzVGd06H9pR0yxRf/SgRYRbj9nTBgzcdnrq6r2MoXPOCsw3nIz/zIWKoluPPzeRbwvSfzsULWdnJcp8KJTQOaAX/Q3JM/vKQpg1WgCR+z/Rl/+CSqFe0x5Ame4d2Iw1bpXKVYOT+B9AQLjUFcODnjuo4GY5DrRHu6bPyIb3WSIkv+yqNje1W/vvtzl6L1GtsUGycr2CmynrBz3o37V50L54KbhfMgtgO+3EPH+jJi6058Hvjtuvbq/0S6XvcP7vNS/frRzAMAXxlh0hPpnbKbfzxho7vVi8rXPpbUDs8igWwQR8WjyOTCXKwzsRNq0c03iQr7LEXyPSObTB5R+EiiSGzcpHfSlZaycgmP6UjwM1ni7n331zrd1H4IuF9nEOyAZ4N2s0PKb9fbQlx+nUWwQuGRhRUwIi6K2H86Fl2bb1/hr4PofpJEs5rCCTFhQ8L213eI8hnTt5oVFTO0ODb492NDnd7eKdk+emX3cdYAuxMoIxMAU0r5fkTwME55sFwHf3eDTF+PdNMej2I+49kujLKMbC9SfqY+2v2KRJU6otVh6t4+lAvJRS0N6WajX0bCTQSKdltpLqwnivbjmscbyhUyBF5gCMgC/wC9HntozKSCJHPPdJT/OMFzaqbHZj7MGRj+XACgTebd7bQZc5pLoUhId5+DjvjO6K7uNvDXBP7RkAf1ftO9JJaUfR0S93iwmzE/pkVkqfDb3uNPP42NfWTH2gOVg2KY2iMjzXK4KwDsFW3biwSX64fO/IpZtWPvwNo+deOgnDTMmT/z8zqxxed1mBvTwP+RUpi5Rbocmczz2s7rSjlNmGpb2JnDlMpXZXKBfhqVQgd1RWPy+Qw3WjCabdJ5fVjcpyVB/K5xPTLFl+XApycr/0GjOIkj9QAtQto7JXAKUDTbpyJzjQSZNiUJss9IHDkeYjgeU2FPr/DhMKhiAh7AL+khaPzCZ/fCOXcTBlV+rKRfbgcxiMdk/BpSj2OGsMSx2KBY9f2Bx0VTiiuu675/vpL/lju1K3R57yCoXzClmJxY2G7C39x0AMPb6Cq9WVPcYwJ0hudgN8bGkDuiC+rYYH7uyFD8JguW/M+t8/jss2j/GLCu6VJ7hjGXUbR6IKkVyhoImeLB7ewQ6p822KD/gA/DOjembeXjqG5Ud5IxMgReYAjIAv8AvR57asymAT/MdFzM1wDn9uEKTBfy5gQ++5P85GgZWEw1piIZE5IoP+w0ATvyTIwH0FhhVbF+RnXpmg5v5fRd+0ua7C63cR973tDW45ZSJ/kmF7hhvMsaLh1OP76Erfp2HfOhadZwwPhQAIsCCV0psZgzbMOtB/sEv7z69GcTdE2G5u9lkJ/5V6m76MLVtkTY6MnG/97c/QWQ6fyRtO5uGrToQoQqhGOMrgNFx2viGJ90I0OH6FfKIr4cDBlFi1uW7g7DriVJcWPIMDfyO5AmadOudOA2EYxCLWznXeBeI4XhedUp9Kgdt7L0u6MsCf/OujbHy+MxbUszcnXimCRD5Zgi5DoP4ydYlfPnIT4xvbz3JDgXdEwrsJcvup9JoFiOB2rcPRNLGS6BrCq4rpQ1PdZAKDGVLYRwF0ToVG43q5q8OMb+MxcI8s5n+RlkPLDaS8bxfqcvIH4DbJhbbyFyFnF2YaxCPDIGB2eMJbkg7YuvTRDUr2lJMzrZ4lvk+/KYC4YRz3Q65HaKcjI3o25EUXJqbnGQKvPAUkCxC5SRToMZRIEsgjYeFNDqR7pQDDeCrOQYf36Eklo2+5WMX9dqZ0sYbOtv+gJoBopkSqnvAP+y+et234fenA67mrPqpQbclIj/1LYZaGx2xDTpheh3jHcIxE+xWU9xgNClU3wBMHcq1vPhWgNE+d46o1RhZsV2RkN3ksro1hU0FAFiTB/q1RyAhiQs3mHWiEgZYao+LeovXWb1RU6hqxsMaJ5NG1NEnZU604OpFGDkNxNYfTzrcOZL2RfhgEaEmTW48BayuCz1tlslsr03PDUxDBKhx9fgpDeZZBKMvq5EZ7tEeVsNGQeSp7W+U0fa2tn6X21Fp6wSyU5oUN5v87h6e0axIl9a6MBiWxa7gPhFgmBZF7WSB8LXcQuGefZ6ynZvzFW+VkmtOQPgbi5fCRcghfBziD+5gmQ8eCRGTSL20nAxLQPaJoMdRzKFLRV1155ffOsI6dDl83l5f0ONmcgO9vU324tJyjw2CQG+nC5RweStE708moWs80WETFiTSNqTK9NDpxiRJ959HvsN86LqzK6Uu07K88fBUCaeX9z6FvhlcNv+cHfR7SmxdOZCckSnwAlFABuAX6GXIU/nfKZCpJC83C5XUMZPtNRX6MbYSH9+JJxs5jt/WwcZ7+rZ8Y8drZS0mj3I9FhfGrlc38ptbrb6OW0l1YfzkekhmGyhIGA4R9TUEdDiJ4o8x5n/hfelzlL0sccFZ7pbFNsXMp8kVNZXpeGmqr5nb5wv7wcn99egeIgBYKC3wMagymxe1tqi4raZAkWjRcXu3SzYJ2gJVurWtvdmF3Mvd4EO5OyIktaKo8J9p5fBaiJ8LRxlsPrV7rzXur8HY+zILmrc3c1twxdTMly4DeHkG8sAjaoSzuwrbeNDuTtcr5R4SABtsAOeSv2aR6qpKFD8HrvIbmet/o0EEPzOWvUHTRI3lj7Bvcg7Gfsi6h/ABzYSlE46wYx0DmAnq1Xp3AulG3dqQ888FWMeDo05AWIj4YXC/uZKHLYF6eQnE2rHQQddaxUO6jGaHjlifBz9o7wLRchAWBMFGOOo4fLprbmCzM8fGDFjRs1WT87nMIfqzirbVnVlkpAjnHABhuLPEKqEiCVqaiAdqiRIv+OXOs2PZ17rxVdifjFANLGIv9oV/iYXSPhjhfVHRRz7LFHjRKSAD8Iv+huT5VUsBg0A+RfBh7GkmDwmAYQF7hYen31KZ+Xtn6qozbMvFe43TxLAf1uQeaQrPSizy8ShFVQcN46ckL1eDMMpvB1mba1Idi1nwAw//NBp7b38GECwp6f1JaLc/U10BAM643jJjrssN23L2/kvnNaQ2MnCE4L4kUTfn61jMwk0reJgUaEEyAEvG1qSlsK4eDv/PX41h0aul8asmnhfiSMc67qStffUIdnAfHO9YChoehEVFOGbyKedC7zuZob5Qidp78tt71KysD7AXolpqD7BrBhS+o+TcAXh1p8E9c3PXYlGToxewK4n2iYwmqyz0mvt1XaPmWz28To5L6xS9jY0MO5qYR3pLljSPQ2xrcTeuHcPbn/2NrxtQl1K8AkGPbzD2LJyD8MwD4E9jHcBV3NiPzExlERUqQytBEAXRrIwO76eFBXplcgL4ohso8fDn1N+BdPpSa+A4tQnr++A9wIqZvdl/c+dxwwcfq+xZmREhsWCVQL0hgo/EYB+jvyRC3x5KK5digfIlTLchLnfCYsQi0TmP8r2GVA4hZ2QK1AAKyDrgGvCS5Ck+TgEYHGnwQdbC09RyN5HcbSQDLKTLfqpMr3yzZDQ165WZniOz7BWWJqmmVpSQsYSHpkOM/HQK4ccagfOVPvbFClLB4vdRYjFfXQEQB1kUfC28Ow8ducoeYlHLdGwx+uDLWTnNZszLmavZt8AVvCbE1dhXDJeMAI6ostc/KK4f4/ohwGJfKlmwpUlsg73BJ6sFXwSUp/VDz9PWPn7klbUcC4k6FPQWhmPvYrwd0KH+ZTLZ+Kfnt3UEAF0Io+WpqMwHvFk5bpRJwFwhYs/Qmvj51onliE9MalhCLwMHrLWooKsVaGnD3W6Glz8OCLM+YafcMmpRkGPN4yeKrT0ttjnzFf13Wia1OS+B53vYW/yVaKStCHDRTyQagWa7Aa053KxQC0pLiVvTC6Vt3/0ur1RJARWHyUIhZWqqjyOgXPPoGDlwWe/VC0YWThnx/WCp/JeFw/nAkNXWBUDFHCrPzpp44DeCOEAhfiVyAOiwFPOBR0+aNjSGYaGExBDkgQy1iOpJEZYagU6fsTMM3r3kJFOg5lBABuCa867kmT6kALg6tQpAMOMA+03NSRdeKulriUoZe+twE+00bJX5HYEPZi/pYY8wexz6RAoFAC3mEfes7R4OYz0pSfUzOFUlgGzTQdayKidX2Ux5cP6EPa8WT1ObGLadbvxWJKXE8eaVkEHaakMsbsGfMKgajKM2OLOXC7wNt+wyVKvGsphhvnDMAVGtLyyIrW0rB0VGstampleOUIZ7LRq6+RJdFOeAi/+Qyjx+J4s2Fw48BkMXHJySHeRoNtuaEOBgMoAnAscpaZxyprbDvO3Aca6tHBdg3CbRZEQb9eAodg8gfB1m0G8ifxp4dtbzgl2tNX1M+zQFyqf+9iULbiwUdtB/lsJtyRHJSrkx04hHQ6denRW3g/0G/XFfHD7Q4b7GLYrY3FuNVH/9MNXTjhkv68y0RGekzgl/soRjm1nik8ewQe/u9nNPWd0nbFc9qc7HLZ3s7UqA608nNmWfAVSVQJgVlHhLq5EkvL/QQTHs28rWnHzw2sDkt3MHUK9h0d7bKuvkjEyBGkKBp/4Ia8i85Wn+H6YAuCGF1vJg3yfAReksUtjG7tyv3RqXlDfn2i+0koZT72ONNSZwpz+CO/JHWSY4pZk8LGMGD0mSjKyg9z31A8aCQwySdLJ7pbJnpdcn/vjNgHeX7o7gw/4AMIyGlHXpcbZVsvB9LLHYrw96Ll76Upth699FQIN5GHu6gtgSbOVJrtqQh90bTtrS3yjgTgC5ZZfST2NUpGh8nwRzJBXWL6OsDt+BDWVGs92I9IJWkpb7pyGKT/NwDkAkY2vMpxKmdcb4hfAadahybIjBW90xKJ2KxFyp7E4jKi+1t0aRorf/VPYscTPlq8oVIcGL/J3qHnJ8zAPYgzEs83Eupsk/N8Eipjt5pauYmk+TwPBBPbjlbWzv/vW2/fuvHPRq6KypFs+WZ02obCco+c6hc05Juunqk+RGkrPg6isfla4J4Z7nkt6phffFnGyTl2HV03RoFDv/qIWUU7jByF3KHGfRnv+RMnKSKVDTKCADcE17Y/J8aZOKmp5VEfSgRNdVcC3BSQ0fxZUf4fC/eAtUwTUhXWOx3jPBTcUCQLDflH0HTqopKTRLftpyQwr0/jbqoOcl+DJUxkvjPS8hlu/b4GR7oc/NWLbu7PParuLhHdHuPRz3RrHoAxVtebe73rxbxveYy5ekM9SlAyE6OhiupWJbiJWFeaTTerMf53qynz/7qWDaqE/VysKGBSV1PwcITc3ifovggtHE4r5eLY2HmAmIsiAFg0BIe8bU5QKpIMI+ZWOAwnQXVKNIR/uQNupNxON9mM6NTFti1orc8Y5W0265X7C0r7aiTjo/dCCyXMof2sauiYun7mBT/wtRMe70RMJzRXu0OHc8aPrMbHDG9btO/Syu4Svbq5UiWLuKWklH7sULQts/MVTlJeYTooVzjqT73S14f9zPPSoLOuAFGe9/nHPjne8fejljWrxPLfG6RixYxld2ljMyBWoYBWQArmEvTJ4u0f797PquXSxbosVFNRVAJ4zvMfXHPlEAKpKJJFApRdk167WCjQDgleF6LDbSTi61oeTXt+tmL57kRjCiugFkiT/EWuVb2z7jB5bCngDfSFSbBQSvf0azymLIVpdgUhCR8ilSIe+R4gzx8nwS1Zehl50Ayy1P8sBmqh7xJ+mXccvZQd+OLNZ9PvvTrahiEFFUjJW6vrqr9nw431iWTXVezUIwqC0DuKKYNIObicmOFpFmwTiqW57A7E4obFpKfV1SaecAADk3SURBVMG5lrVKMvrEvVfYxaChBrleVocX1mGvReSsuzgg3aDPUitKXUwFEGu/BbotgHvP2tYG+FGScT5oIobyQVag5LbVi4ql9rCIfg8ifB2ccnh4tz2e4xV44pkAzBz35OE9xMM7VlDFvaqeMYd3wfUvwZFmMNkX4LD8dW3aj74ux8a7O553EoTStAft3R8stoRmX7Eov5tVx5DzMgVqEgVkAK5Jb0ue61MUgE/K8jyBzGaYGKNyEuIGtwd4hCMvGStZEzvoCfGzMAcXL0F0ObfPn2nNzrY2mhpd19jMn+b64aZBXkFwYTkeOuLGD7s8dVKQeg2ARtK5nohiG54Qhz7efDWPWIXJNNTnON8YE77OE8C7hExWDlvap3qPgo/upE2jLPT5F9/SyN+ySWWOe3wEovURfJytJssbUlgRAHkMzzToAn95mYeTYzNp+1SBwsbDXixhsYVzJFBaMNjO/e+Q/Q5WqcDZuto9SgtXuBWYFqPOGNOV/Vgxfhxre/380PsHkzvmm5zv2PgwJa2FbtgO3OYS3LOH1O4A25qL54xXkLJaoKwYSzqPYrFnsTBJBLP6j22t/TgsnDkPrjrGr+G8wbowvhll03E44E2+i/PrcDdp0enuf9S18We7kU+q/+Onv4CWTYi7Nkfo4HMsyn8uD98IYcPKTVXHk/MyBWoKBWQArilvSp7nMymQrkT4OuyFBSe8r0xPn2rKKABc1N9VO7AYj3X48K8zqfiY8Giblxd+nDvnVDvD9Bxni9k1W1EXnNl46Cf34wO/lYelT+LhKZIY25ogep6HTAjA8yoMqvY8KK3+d9fFCZ/Ujeo0LPjLiWV9xn/pCWB7G0cyOO8xEA83pR2DX6cpP7bHvRLAZG7BmPVI8bj4G9xu17oee2eoFKVKi8VqLOWM5xs3OJZNZlsfxCNOY242AD3LIv3LuzETP4HTJxUzmj3AIcqkFMzuhZZGwxOKIT5+PKFfQszsRJNBbynhFpp43QzjLqJoCJl/g7j33FrcH6Aaj+MxoHx8lEdXWJig7T/rdq09rM+KZ0a6sH58LYmzVxOdExi9gUOFOZzEft+3IHL3VKuK83sFTgKNWGc0P4z5SN8r+JeGmpnlfcrDj0UR3RxJVNbiYZ00rJxkCtQYCsj7gGvMq5In+iwK/K2ky01NFAYQMhY5U8Nmf5HldAidBmjBUOdRgj743Rvv3u3d8oI2b1q3JgvhlOI/+iL6bWc/X1eA8ysAw1hSwKmGhXeCIPZ9cMWXcpyLfU98d6XpXd/Mi2U2hjpB8S20gaHfDnk06sMc40NFlaWBON1c12hTZix1ytdZBPEENs/cQYva2BU0nIfeH07fHu1LwzZZyDF7FKmEAVCtxjO7g5kV423pyt3MnCbVcTvsUFzuyWw0mRaDhTqMPMQqReTd+3C/IsNmbIFWWmqLWRI4LYBXq4MVY0jnu65Cga2BnPudKLV/OzQ1nMX5xlTUQy4eDycbmrPD0492/bZWG3gf+QWANwyctgdo9h7qo0b1XHvz7zd3e2Q2TNQldz5T0bXas5ksCUoEdYDSVuKEq21TUbj1tQNODd/YmFmc7d4o5WjIBrROQt15iMIXDIljf1S0qzybEAeakS8WLOso4v5ExFxoTdyA4BWTFhJthcSC55JzTjssAiD1l5NMgZpFARmAa9b7kmdbDQXKBLpTKFC5jqj/2RBSdNqD+EHwGIX8/SebB1y11G/wU71yqTycTkWW2NEqFuM5FuJnuJxkkwC+ftBszoD6dhYJxmC1SfFrz73tpL+TVsV2paJ9gS0cboiJT46L67YWtcHRrDFxVZmmxJY72upyHMBZi3Ur28JxBf3dxJkuNfma9Y1M4/nhwWDltlbWI2NSIUgEUXcHm0S7ojLf83a61ICq4Cu1hY43SMNNRSWC1qOd6XrRAL5/LoDzsZTQRGcallDMFBa+jAQlAlRkXWVRbvekRgdZ20uwADfeeDnT1PWbWsu5gn+4YGp+8ZD57B2A8C6A4hLBLDSsG9uxrM6Rtu2ab3lFOTps3WxsP4q/Hk0JkU+A3XgWd2Ilj0iHmPixBU/FhDZ1583MFgrGAikIqoKOqSc73W3Yexvp7HOGt/7PQMkI7nnpdWB6Gh3+FY/IJxK/YybWENbbB7HnN8uAju+wrV8VP28AuU6mwItKARmAX9Q3I8/rf6cAPGMgwv3F2iK1Sq1HPL0ObWtygl5VGehMJdv3cDR2yN8KvmH8xAAU6TkJp6Uq7CP9gofcOwTPht/iQ7+GmGlVRNTHvqjK77+z67SWZ+tPbHy1the4MRg6sfpocw765B0QbVv1qzBCWoS2E2CU9AHq60JUXTKWxc5B2WMJonEGnSuHJfBbqOhDKnFSRQOA3+9AmT5+bnH3deo8O50m90OAz58V9RVnAGSwganszFwpelP2dTLYAsgfWENXtNnYxVY95DBcYpnBGAqKXBKlsIJWHevDJuwEROBRQ2LZ9/Micycb7S1WgytwwsfRIBCi6FX6LJeh2Q1u89uhf5V4Xm5gi7nPbxBOhg3EJY9UGZjbERxGaUDLgoNm0TutARYx5vWhMVYjKWxcGoxn9YWJuT2a5KBPNtpfK870ENNOd6CcWw1mrw/lk5zr3WpaPzjqw4DhE556VvTrQBYb0JokWoB6eeB6tbeIbvmAzivhIvR31MlJpkCNpICkU5GTTIEaT4FbSoJDDdI0OUVi5CI2HAJJBfIh68P5oOoeDu4h3wSIgoOy3KioZ4e8j0BP2w7lO0WFOHlO5NsDNOXqFbv7Ht46e+4aNmDrnNfhF7op4HMFPv5wSSkuBOOXWzbg2t+N9oW8i/tvgYX0LxJAAvXiK8atepbA98G10B9nkdnEpq3rxe0Bvp/iOhigdbRzoy8PI58EFe+pB20f/YYM4J64zwAzKXS2VJqrIjEaRkuPGUBZLDBkRoigfBshBeDbDSENl1rHlvYeVyYO6QC7H85Ph8bOvK1N+E/y1MoqZIZEs9GFXpmzdLlO6pabX3WEXvY2ROHS/L5EtaST7o5nmYuoSh/j/gPY303NLN8RLppd1Vik+EkH2jhjHoiaSLeRz344vovZoHUryfKwGAqd7VS2JY2Bq/W50uRd9f7WPGcqnH0pcRjqhI4kpLoQz4a4/hbUxnQK4Pv+U33kApkCNYgCMgdcg16WPNVnUyBZR9sLzLTa4zJZOdyEPnQhZCd1VlpoKax7GxkMtHTUYZb1aASxIz7qhcDAR0UPcwDhkcenxxZZBN5yr27N9DA+bBJwsxx7f48xWie1ksDyUx6S6Qk17DsWwTKy/sGuxV1f/mzEch7RA1ywIY2iYWT13NQWtWZsvWkHiJK4Uw0Arf/gaHZ4cJfwZFxXK5pVmmg6QFDvKhbetBUNkrvGBOiRP+ORkfB3HWl9GJWSekl3djDx1VhMfEx56dfJ2XcJnJJ8C712AAIWzJLqpQTd6TCuENNiWduDD0oe/b77q9eCvikfjg36bnRt2yznbzUK6gBgHoEW9fYi8H2eweqZqzfAtYWQ7tOS/d1caW51TvqmfD80lknP8AGOahMvCM/BTrEw4jYLMAkdAlL8/FRDxnVk0lvoflBr1F0gHncYIZD7IQ/GQZD3/z5FMLmgplFA5oBr2huT51stBQ5tZcUJWrp3OP+BSPROE3K41NGat4PusbdOTYsl62KpMyIf9Qb0eACcAALVp47zwqYEz+oRItUCfKeBbbW6Xaramh1yz2DRXpH6zU1rb/zu0zpSHcBXEknrIqEQla6rS7yg28so97gd01OE5e8SdLoNYJ2EP0blX0MP7oec1Q9guY50cDAFVr1ijN69uQ3m0QdHaqDlxjFruaYkHlymig6XBle0w1kHULxgk+aOgApMSK/j+xmL8tyIJynBeFPBtX9c0ZaTKPV7MFZFYZVzoW/6jd3ffCEZgP1oUZkH/HfirftbOnLdy/uYASC7CL6ZgyG2dsIcpnJduUF1oJcdnunqht4lt377Mno3uFtM5TlJYEGofer+0Fl7Qw+PsMf+eFy2G4uiQEixX8P8PdF+Afx0V0ounjO6XCVT4IWmgAzAL/TrkSf3TxTA130LM5FV1Qs0PWgGUIb14yMhMs09E0oKg5aOYgxvywMd5BJ4WhqLD/pglIFDQwi/5yUgbzvezwX3cEM28XlNP2DHy37gvTRoA7/P0I8+JxWk+o45u3pCcWL0yyr4tY7F1pv6iBx8EnOMyiuu2+LO/fC/f0mIPk4FmgAAmw7h+epKw5UppS04dFm0kKS/lqCNsX2LJRHvVVxOkcqsiZE7zrNDF5H6hpcSglsVFhxIIu+D8YoksPzsC5dWLS9qJL1vbejBN1jrq/nBYmA96BUFkP3oyPurktLaXSh/8zicmjyRAMZLDP9977vSHa9tw/NMEf3vOLByTSdMEeR4RuIacLa8DpYqj+3jhbvQMNKkrkRX7O42Amw9+/LuH3+EUWphLtC7z5dE6nKSKVDjKSADcI1/hf+3HyD2DzYtZjezGuIgEg9iwuITDfAREO4e2cI/3qU/cC7Af/RWgIJIGBIN6vR9rVfdbloNe/6RePakexf9JW725D81tiHDZNwb9+dHntUW4vCI49/NeDn5SKiiKANxDTiMi4g64gYJOPfq9Ud977o/fdoSls/lZMvSHowjBsHb1auYx0gcixS2lHJM2bR7LrOXuEEkjnUH9Ub4xI4RR+ByE/pfWB3HKxS0duowp4Kpg5zfllqxOK/L4NHnIquvf0PlPnqlw/Cuh20KYlngLqn+n1Jij8Pe597aseZZ7QDW0sIjc1AsW1n+/RQyzJ2z/FltH5QrBmOuWcwpZmdFO+zDxiKDLyGvQ7nY9ruHLn12i4/8+Tw1TfqaVKZUFv31oIq28lmmQE2ngAzANf0NyvOvpEDCLpb0kBs00jmqzQxUUmxP7QBus9GoKUS9PY+9l7QBbfSvvN+oc8+pDes33Of6EMQqh3ksA1CRxMUwWPpfEusNgAQjzo1Ptt4UxlvD0OowwHl/frK/xmLUFnkH/mWCI4xQcJf1IMp9G2c4lng6FVgcXwVQTcK8lyD8vA+e68gadXfVFm3X1dbWFv4Z4BWPyb/3yM7riTnEw32HxDF2L7EVvokLY2cqRgU3+QOMyLa55Am2yXXM2nd/clBDJP0R75iiq2hT3RnOSCZgXI2ZDD9XV1+1DLGQR+IaylsRxmrPSQx7fDmdkFrAAr0R5rEYWelZY0idGUR33wghde4K8tjfDM9uIoNTD2vb0E/CpbOcZArUdArIAFzT36A8/8cpwK3GS06AIylonwZCzKCVM+kMPuq/gvsdqi1Qjzw+JSVZYRBuep+1c+ryrf8WbLnZgGMkQLJe1cEC+TgbXDcDPFyrWv6cfAvU3amol9xiYtyPAby7sQMYolyyda5/817EF+9nvLEuvFmHSQtLhhxiz+SWK8bB3CPq29xOBwffHKL1H+G0Iv2u0qPbhD1BVrEzO7QQnCeHGJr79T95ZCCAEj6XaQKefWd0F7aocpyHGTgkGZrjLJY3vKqyiepW9h0AuRPZKJfwiMxWT7atci0ZP107xLY+V7wutYfYGW4k6eZ4FvscsT38ZDM4KGG0hYff70sC24l5wJUm60DqwjFkl+xGJZ47qcWniTC84nTPfgqpi7U8YtoRtF3Ge33qVmVuclamQI2kgAzANfK1yZN+JgVEWoU6e3JCSL1EnM9RklJJQdjvOgXAdKbBPrd2dunaM+A2gy8MyUgRFVwK0hAGcBsDfewhWCWv3wQ/zBtCeCMnKp0o3Qf9ntoO9OT9V/KwSShTKw4FZarnREZA1HwAjhNXAPRr4/gVg4Tgnq17zJ9gdG10Oe7J/s+6xr3pVll9SyOby6HID8XlrzE7WdDBHezSY30422tBQIY2t2/69LpwBuESKSO2Kxv4WJsqFz9OyC+EC04aul7fkAQV5g7xMbfsgwj4MO+W+VKVphXZVhjzKUvpisonzgjxyKu14q5sZ1Fq6FzzUuq/9hNQ+HeInf0Bxpk4llLT+f8h7f04ClhaTKryhpTv8Cdludkh5NMegDT022w22/dVFYv2ylHljEyBGkUBacuAnGQK/GsoEPMHuwJ96S2eTS6sOUTHp8lddLWGLlwN8e07pa7GE822uJ+SlI6nR6a65tYtXRv2eb3mAJdm4Bj/ABAngMsMZgqa8cr7M+zUJXpmtCvulVc7LXNM+HorID9FLE6efFjG+1SiVzGjugdXG4rAgd/AtqJEgK/Eqb0BAH5jx4As1zPLjvkHvvP9fyRU/6f06fXPO31VdyadLmqjba6/pNib13s8YvHCmrmapLQsJ676KMnDs6TXudPeWrNpfkw1zSqKTrQv18d0K8not92uL5x0nMTWpBkQATeDZVcvxEA4hjzcaNKexTt3aHf2PSpJBmzhbvIfdLrS6KwBfpygNn8gHpeKHiarmNtWHQSgD6aZtzRUpjOgfR6qfyG13adsn50VVHmXsB9QnkkKcQQV6m/TzToWtJkHKXsM6WzeZrsisyvGlM8yBWoyBWQArslvT557tRQAkMYiWOFYehOWzmfoCrtCrwf9yf0HvcauLtNxzy9+sCt92FGZFJznPiSEdZKCAgAUh6JvbWDju6KCZmW0uHml2daeiMDr09r1Sn24aKaGaCOB6o0nbuwOMLEBd1Yk2hSZ4f8ZHhfBfXOrB6jKpuZSW9vsG02zmH3sLl4UFASAc+KF4S7MPgZ648dT937c/XZ5DnSijK6XNjwz1nulV7jjwTi27fF2FVfs4KKkuwMXmW0MBrsije705D07WkweMEDBtm6VwOuxFMJPu2J+BT9OKPiw3w67kSWws966/MYNNs6rD4+4/xaspeegQ3PcWjny1x51uhxt5nal8d28oetDvRitTXpssCcuIH6WwDpxDDtk5dD5a1l2VALAlSIgQR1AXDSQbelJGoQHqZ84m3nv/r7qEDwyxBHPHEwWhSeVqxFSo4G0VAkFLReymAWfVW0r52UK1HQKyABc09+gPP+nKADt4i/MSBP5ZXJW5tNci5EGq2/RkR79eZvx21l6RQeAkAVHQ+l6cAwbvzGMHwdIzATnuv922LETp0dttlwZtbGOZ1znLxrsCw70OdvMFvXBqJd0vacBCtsg2l4D8fMYAA+slHlLlL8HkWrKGBb3nTTuM5PFnEZMhdtbw/jtqNoudABvCPeNmzkXXCUB+HfrWgZ9Oyf8T7i+DEa7zVXbVuRDj/D+J/ftVve4cMasLy4fCJeaSyjXX+LYwU0+nuAmKxiodiWatd025P7Z3hOXOmrVZVbOFS45PX7jIUkHSaFdg14h+falF3f1Pu7R7WBgOjY9LYWIuhxTcgUdElH/mGV46qcX22QHJPnZ3Xe9wMPXL0P9K1RsdkA/+G+mAgArDngfU1l60dpBRXS7zuu8b/Fo8sqwp88WNGHeu0pJVAKomS98hDlSYi1wyLwU3scmwuvV80Xajz+ifCVToEZQQNYB14jXJE/y/4cCcVth9Qs/jewGOR+ULKNrUybskr3BlkaH9+ehVcaCtJnrIvhfXaQyhPv7BZt/gpC94n+oXf82q97M28U2Zt8KPWbYv+Crs9DhNhEsFAgxtbRvthZA5UcYWGVpJ/74leJk+7QxLDZZGuf/I+H24PaqpPC+vK9ggnMOor99bJPfwT2AlUicJyAnza3aJIj00b5WbUv15eXAaeoMsMMY7EMe9smMJzvAsjsIR3w4P/F2prv4+rzpuSv6vBfwbUU7+MvOgOOLXrjpd6459i2GrA9XQSKwlNQacLIwJmNMh3lJdPwYx1s42kGszEpc8txFlVnplOh3Btx9OYliCeZ9HRz1WVwn4pyNs4lsC8EVa7Osea90f9IXOVjBV5oAZ5iv6EzpHvDCbYc9vwtaYeuRDL4SbeT0r6OAzAH/616p/EBWCvjSPmaRdJFIvWgO7aIVlEL18flfBRBeFLPdGqQeEmfhugRIaHVEajr4KLuHU895c//apst1TJLKgAo9sX/WVsoNOmQ1fvpAyktW04hMNJYV2I8VosOuS2pKoOVrAL5cVD+fA5YGsGIrwDCnl32XkXu5TgGuHW6YAW5LMb9l0V+Ge3ATrqQksHg0n8Vnhf/O5sbEWcse/oQnWP1da+54eryDNtPNgjBYFTXvVR4+9QbAcjb2B6vhOWq21DyCn3bAPYIZWWZi0P8C7M7t1barVrcNvfD0L2MWdh+6IaJl56NNvxaVZXUVsb4SoC/h7eCX2V54F3t1sU0LVtRM0cn1pj8rccs1OGf6zWRxntXqaaVnJaXxEIyuJgFsp2AscNTiIFqIUcYNfRvuqdtQEXYw3fGczWLnfynNWU4yBf6tFHjwx/1vfTr5uWQKPKRAeAy4r3XkSKXwUmWgSwChG7T44hiFr2kF2NBGEMf2eBaxQvkQKbZwQz1pvf9kq4uqawe9sDXK0SoeloQdUJqxQK/q2lWU8fxO9YhpbwIEYzftHbRn5ZbRL+EeOgFBJSB+lvKvOarzWm1oOMi+198HXGN2sBweGS55oLrEImPaVowTepi3hDOPJQDelTHB7NdjE3+73PRuUv0+H8xyiPtojkCOZbgH2QHeJJeXS8IODmgDsddklJlR1gzeL3vAOPtKxXhPnsP5sB1gwrdGRSx6zay0DDjW6fKRoNndQyByBwkfJB542oacfCbm+t+d5pDqZaMwqiwlLrn5SUGnNjWfNOKjinbSGTpv7PPl70PEvA+cuuQ4ZT78QM8Gpz6cGt1ZSI4g7x2vTmzD6ttV+8l5mQL/RgrIIuh/41uVn+kpCiCuzhHe0eqG0YO04L3gq5mtqKMW13trgCReofx0+6c6VRbwAgCOuYQMwZVFT2Qw3kNAYkXI2q/k3QFu/5yWbxlXsCv21aloKbmwrA3wlfTBczCaNtfk9G2vmwc8JfB9ONJp8MMN4ZpynHTday/XAHwn4d5HYLV9PSKB/7W4V2+/6Oatj8aFzjGyM5EwNuPvoSnwnPXHEy95ZV/ScJSpURYC8F/4fPAd3AIccnMEloqPiP4o9dv/bDXfqZNxoSr4YhxiZ9qULo8avGvH8unFa/aOaXIr4vD+Qr8ML7VR4y/VP5ZEiNw53cRiQJIiRNEbgcvAqX9JPlmzyLEwn7TlPei+a20+4c2T/J1BmKucZAr8eykgi6D/ve9WfrIqFAC4/c4aUU+6hY//bQoXibYKHfPMtMH3FZ6iy1EOTH8Fza1emap0q5LlBRgjGAW7qxRWk+UmtANgwvIX3Go1DaxF89dMb5SeXptdSWzcSyFwDRCyDSr+xry+0pTTj/v2scKn+kqhmDj0rUTv87nhVyPsqC2u3dAnG9ueJODOy7J3HPn6PES7f5igQ/2dR0ztjHbjzAp2ZfDG66/pyszi9v4NtsWwNk8ZaFX0k86cFEFYTMRjrSJx3KMP9ji9IYatl8TGTyUVKYMsxBMsZNElTFsuzTFqNIt+vWpDzjvqqADW0CToMHoxTWi8SloUkEu+knwz1JTqdZcQzoFaX/EgjUmkTEergVzVMeS8TIF/EwXwdy8nmQL/NygADjETzjH+oN+oPxXCJOiH87Z0xPV7ttl7HAyCHMks7AUllpYqKf741kcBB0L54BiBmCt4vfJSMoYcZ1slUXC1CSLoM1IFQPHWWBY7sGqjV4ZwJwwgWSAHKxTiKIVgsTeZVKeH9lnnPOSVbZO07jv3VW1fXR5iaIkbvpCu81S+13qxV67WCQ40qD143D35Ohp6pg0D1/t0ApcZV6ZVNP5xUiuH7geTjc0vZq0lhbCEHfzqmV6+4H5yq4KE/XApKXGrJQBfCVirTbAElzx9xYFGEtfqw6g8aDQ7KunTKxNCEEKXzlYDfPW0oO42+ss5gpSmAqp/1x/buLSksBSSZ7YOz5NKKj6ezY6KqewsZ2QK/AspIHPA/8KXKj9S9RSAnlbaOtSWAmk6TK4Ws+8DFPTF5Wv8st0Alqk5QGnantBsBtqYKTWiH48HUMaryymhHHZRAA5soYE3ClIF4XRAyj8roV8OxLQdV/HQhpv7x4LNpmCE6AsqL7NuYcJ2Horv0PL42LnvzdrEHGLbRv8a9jk0yF0x3j8CMNqcNwpqj9v6ep790rZpVtUbY4c5z40OYl88az7WckEcV6rXXQ6LuSvs6+E/rvmFrFZkEdcCmC8B+CZhH3FJ1f4RfGBjPEc7gK8dyl1wHl+1vmp+GQ/D3l/JkA1mb8QDwTVPehJ8H7afSHFO7vSrXwkVqgajLTjfTC2pjdnQ/WaTytwEZdtYZOzQquPLeZkC/1YKyAD8b32z8nM9RQGYPG+HyOcHmB7tZ6kQJV+z6Uc/BUTEfuY4HNbBeXxpbQ2PcdWjjQ4crB4GEu8bdTRX+H6CKzW/UsSbXNtHnpnBGPi5AFz0/9q7E+ioqjQP4N+tqlT2kBASkiD7IgjabEKrLEkqEdkUFJDNIyig2ODQjooosttqt904LeAGiAJKi06LMiKQSkhY0rLJImBYw04SCFlYklTVu/O/8QBJCNjdnu7p6fwv552qevXeq6pfTvHV3b57up514tuuR49ndn0PwTca1zuEwJ9uWTI6bYUqb+ZOWYhBWOiMLi/alo7A86Eu7PGGqrXajKC+WcHqTmr2V3H3+548+HZZ/YtH3+76q1k3D764mmvNgPr9vjisx76zU9rtyL0DI4yf0YkTMaUI04h89geRY3kZ3sPX4i1NV+veLMASw2h+lnMYoJaIgDpjnfpkw43elJ/YTPPzMayF/ACOWfq4Sl1U8VidMKmzRJX2llmXesmBYEsuOErh8aW0PrRL6hSMx7F2PI5Gv/BENSX1ps3iFa/L+xT4/y6A7xgLBWqOAKbsmOkx76KZeVbQHuu4rm+z0CPZ3eq29UV8GQbKwgafyMrou3FMCILTH9BknSl9vv5I7WwdJdkNQ8sH/2pVitphKY5Hja9ycQRcruUtwYSi8oLwpa+NFq54pPni2R0+teYzh9J7WjvllpiLeL3VyIrVp+JxFe93Wa8jArQs/iLjgd5rY1z7+p388nUErlFis8apKWk7Kx5b8X4PvTXWg1HQ+EHxl7VJn7Wx7LZ+W9tHvdT5tWfm6MQXxiHF48uogSM/h5xGEEYsVemzf32+28YuJU0Kwr1ut/q4f8XrVb2/QCd9bAI19h8epdzGTtDvbJZF7IbPZAZdxUqHQku65tdHWrGBqtefU/XMpFboBFiL59C0j4QePmusmpm2x5zLQoGaIsAAXFP+0vyc5QKJ6TrFhsk5KV1Vx4R1+mnc/x2CRJ4Vfv6/bG0Ovopm1NMqK3ScnnTrKJyQjOe+sD4fGmXTdj8ZsvBzaXJkuhxsqrXXHowvTzaOWe+z5JNSp2w3LzDsvQFpOT+0Ls7NbjG1RfeUJQfcPYbsWjn4uHmuYgm2F9kG9vw6aswjQzaZ/egfNcGnIQLhMBWWsqLisea+a6O+C6v+jsP7DViycVjbuqU5OWqq+270CS/A2feIz+8hNXN1tQEsSW+ZhR8MsUGixiMzxnPvPrl2cl5U0Pd3z5rQzlxbx09qKQ79Dn4tYCCYSjkV69l/sr73P+NOOrzRufaP/LzqAoLyVhy63xxfsRy553zM90NOf4pO78tdft9oecTRwGiYIWWnSdahsvCDJUs6FvhL26Lesj1siWyN+EFcp5PFc+JevF4tXOt9TKsaV/GavE+BmiLAAFxT/tL8nOUCyet1f6S/ur/2GRm1fJDyudIxP1ahFomF5KXB6UCJO5ODvsj9NnGMsx5sZ/o9n5KYnAD9yLLs1Lsn3I55sW4MsYqQB5f+Fs8NwmYGQEWhnpuNPuaM7i+/0C22/ea9o1Vav/natQlfsN2PK7e5zk0LAvDLqA1OwrU2SJk1XkWlIbHHjyUpXT+G5nOTLOMLxyWZ+81fkrByk33q4YhbY5sV7ukoPttXCKNFCHgj1NSUSs3jLr15OM57yit6IpqKn0Ugvi+8oHSVbe2ph5YPGlSpBo8m6T/i9R/NbuzVb/xnfnDrPX4vjn07whwzDdcPQXAuxX0zOtsMBLuATQpvKWlWFuyLCD7ndzwoz4naLPp1lekLNuPQ8ImQqUOcmPbkwz4LKSkjCwMkJs8mkUXnxPLOUNPS2ORsIFlqpAADcI38s/NDVxRAEM7A4yY69IJPBZTVUdHnU3Tk+e/d6s6XEvpplz02d7l1y4mi1Jc6NHLpofMRiEZgG+BWS8yiSuJCRmOEmsHY7lY265aGXd2HFky4t/kCjXqrSFtEonZjlPu62qM590rRxT2jxCo7gmtsQa1xNwZnPZ24UTdE2DLZsTohnM1Fkg4/rAU8KMBX0nnRtyPqboq8e9YDo/9jip6R9AKac2fhWoUIoDPQijxXTVvnTdbfdsQc3rfQh7sF17gXz4dhexOfy/x4qLZkTn76pfpH/aaGF9o9wRfVdJXyumkh0GiqHoj3ZX5w3IWtLrajpbW8362beLjLiU5F+9H03L26C+rC8pWNkJvE2iVbba/LbqmF9aFWypZLw9TszMv6BgtGVHct7qPAv5sAA/C/21+Un+dvFohP023sdlmlHZ5cW9zZtvp05AlVP6fMqpczI1XdudhcsG9fHfTVV+pSTz0yqkzKTiCgIeOV1Q+DkypN43nk1cwn7X4Xzyx6NumL93XCA0h1iYFf+jMMTKo0Jam6N6kLkpBoA1mrUctcembowQ9yHmuIL2gI6pA2BOCW2I+VgsoHdKXednH38rd63ZF+5Tpoil6O+8nY9mLbdaR23YWjxz8zFhXR1vixcCtqomb/027VaQtuqy3xekS4XcrmROY5jv5paFwbS+le+5uXZbWaN7tNxRN04rN9kUFrSGmYp4/zgj0EPxqOeQKsbYf65H1729gPrwZ3fB68vvSTM/jZsE9ckodEKA6MQD+lv8HavmNQU+6B0L4bTdAjK16f9ylQUwQYgGvKX5qf86YCrvX6aQSS16VebgmSQHwvJ6KjJKIoHGvSTnQ3i/6w4slJethWDDoyo5tXpKiPzSjeGxY0Q59B8DPJOX6DecFv3/BAPIHa4iyfOMaO2Lvoh3wr8pcen6PMQuxF2Y8Q5kbj7oK0Lqrafl79KUYS703cgaCGtybfHI+MGrI4Pikstc0vHJgStTRFdRxzs9c2zyXqYS/h1VojAQc+k2/GiEVho5oddOZNmlXYbJ1ahFUerhUMvBptiR6c/HKzj0NznCP9Lzg6+Zy6ZNmiQzFPqK8u6fOuBNScF0iWOFHrrYv7B5CLexNu0c8sLbBdQvDdIZZ9rpqx1iQRYaFAjRNgAK5xf3J+4BsJJK7XS9GE/JDceqTA2te0h83Ps1o8DkyPsbYqn/0Vr0/S1yWoAgRgM6jJ9Mn+BdtKJKiYe6NrIkHF56iBdsLzyKSlxo1WKeuqHjttmratj5fukf5n+9qVNSHPE6VDbMXn7wrPPOsvvkcntO5dPnWp6nlVH+vpiaiZ2j7c0ahJXmqbtk37bd5onQ0J+59Ohw4/rqbdfHpTkh7+ECL3ZATr2fhso/FzoC1ul6SqpaYWW6m8r11d8R/HHNTsp+H17sN5Zt7uNny+J/H59um8rrEizrWyXreQLGVD/2+R+DTWS8at0piLrf8bc33RlM9CgZotwABcs//+/PRVBFwbvQcloLSptN+XqHLDjupTsfulONiOmls+Aohpek6XkOy9qs1vZ2u/wvkIWC4ttnGpanFqlUuVP0SwehhZtD7SYr2NY+shGo0fqdadMXmcS4ORoMMm3TB4C6sToX9XJOPlBrMGdKi17WDIZV8/Cbq0EBXgKAl1JyPfsxnU9JNlx6LRq1udPJa8KCE5585Dh55odyjrYdSKE1ArXoMfAhj0lHK46kWQ6as1Wrnfwv5cbF3wXi7jvUzHD4slVY99V8fXsYt9Dvafw9YOx7ZGTfhD1O7LU1TqV+MbSRfHJmTejpUyvCrSY8Jtg9j0cjXFfd31ql6fjylQkwTw/WGhAAWuCCRv0i4M1l0jEYXb3C3rdHLpbS/KsZiZcioalULbWaSrXIWwEi2BuQkIxHkSkJshsetq2wJOjlqrlp26cp2Kt6YZGl+0z0t9YWGHz9zr+O7wk8cQmUzQ9eC4DARgk6QjA7XrEvSbmkFPj6paKdG6GIsuWBq1a0zlsalBKtRt+nGrLYl6KxJ7aFMrv+NPs39Tp05RUQRSTSLV4+WzUuafiffcDM+ZZuQvEJDTxePLULPSsqbpabYMOYiAqhNQo22MIJ3qFOejq9QHedW90Ps6aRqO7Yum6jh8BpMfe+qo6b5t6BPuJsH6fvxMSJQ4NDsXq1z0/U7H0okLqrsO91GAAvi2EYECFKgskHQwd5bStqy1zeuUD8BK1JuXSkFYf3W4AeqG/krbfYtUs3khUhLbT7IHrsPZvbFpJN0wyTkuI6CawHq1OB0XwpWy7KXeMJPxCRVh1AnN8VePuHbnxy+kZXsibv74Qc2emIPpSXgP2tRiD2AazxQVnoIm7coFWbx6oxnYBN/DqKrPeWXhPN3ybM6mgqDQ4vrjlzUyR2OQ1hu4Mf3AqLkqjMjWt2HbtPyukNi1bQPbHYl2YPUDmYcm58nm+OrKj7V5mYf3HRp1Ujb0+ER96X8RI7SV7obhYUekNWrr0Uhc0sA+Q4WvOVLdNbiPAhS4JsAAfM2C9yhwQwHMp/0OgStIdrVQUhTaRJyXsqTt5KY2Z+5ovWN6U+0omSjFjZV40VwtWExAoX9Yy+eoC67v0Xr8oED/M29kZj33VOPYtKiIwOwnCkrqLd7ww+RPq3vB8bHzOi9r/NTi5UqZEdEmScd63LRAEM4Vy1qGBeznqoh1BfH6SIBdzmGakh6FJu4PEHydiO+9cGyb+7Zv9Uva/V1+dq2g1v37v1lQfp1prn64NYvcm/m6S5d2C709qsjnanu4zBdSqk8ElVrmh4MZ1V1pZDcey6lGum1+rMTXOalsUad1md2DBRDL5x7LRQkUfwlSYRhWlYMNrQK6tgSq2lJHfaeGpSSZ81koQIHrBRiArzfhHgpcJ5Cst2MJQ98yfGHSZH9Duz5f637kpVAS+8337gaD2mLlIDMnuI/kdNsuh4afEl+QyTJVD9sJVHc3dm81tU9c5KZ3MUjpeTRJ70EtsjEC+q/w+IPrXqzKDn0h6Xbx6lUIwMcR9LLxtG+hs8eapQHxPdF3i8FSpkItt2Dz4pq7cMzKAtSEt6mOl7CvUtGfDnR6s84vt2nde2tT/7JXBoZvXPHbs4+JzzcVPxj64odDJE7ACGX8iBC92wyaOtlE2uQ2UH1QQ7a33K53BheqWpjXmy9BNn8JNdm78M+LQOyHecZOzPNVCok39GUJVavUQPfASm+ADyhAgasCDMBXKXiHAjcXQFP0TMSa5xDkXtSnaxervPA/oo/WT7U59kKKX7s3EITRF2r6WnUmRgf/Xm1YjGZpGY59XdEE3Tg6fOf5j29vH/meTm6Lib1p2I+uVPW7MimZ+5TacP5mr64Lkybguq+dlvCF00Me6X5cRbf0KAdmJ6liXMOkwVzxU+v7musn68EmOcevxn1d1LHP9stxDkvnINhOwVzcz8zzaKq+A+H0MTSQuxBIm3vt4jsXJ77iCFnRvL/7EXOMKfp84kg8PxV3y3B8BG7DcHsQ+1LFhib64DRjwUIBCtxEgAH4Jjh8igJVBdDfuhI1znYOsfcqk4ISmydiNVJXmtrnMXSvfqkkbaglJ7AcIUIR1hZOkeZzRU2zRu9bNcLuV1rvnWb9TBOwIEvWM6gFv4ZtP7qEdyKwz0HKSgTu60u83hyD9t7uXT17Zx61RzU5batd5K89xYPL0j2DS9cVYYDWOyo05b3rz6y8Bz8QzI8BNFlLiiVlcwdnesf03H5pQp0iq1bq7f4v9O278ndXzlioEzpHnrBPum2zdWuDLHE4y1Q9H3qwi6LlUlgPVWavraMQuPEpkWID18PtgpsNErtyXd5SgALXBBiAr1nwHgV+UiBeb8U0HEGOZ52bou7sYk7AYgdYyk/6Ix6d0XLZqeRstJaCfTY5WqzlEGqnei6m9Fw3ghlN0ea8ZHwJv0Tz7h0IwnNHqZSF5pr36s31fWLvhmCP0dIY5GSScYjOmH3h/TF3WIcvqlrudroo4QGMzDbHhyIYHkdz8UcYqJUh4V3TFYK+uY4pPfTwWK9Y4xAtE/Aev8e0qHq4FhJioClZ9KHRKUW5B9tFDJ9c56OT5ni8r0dxMw4JnVch5pYFavWgX7G0arFN+0efUVagS06GB8pasTyvqPCMI+YcFgpQ4G8XYAD+2814Rg0XwICsYQhe09GU+0Saau82HC69xYxCfh77Efj2Y/DUhfoit57GqoUYGJWDCmLt3Zi5MxupIc1UoKslXuZ/gAfoUK2/JECKBx2RDhimXA8ZsPxwvpiAeAAB+BDmGqP/V6S9Z3+rzlbWCMuydg4KmnGP1h2CpDj8TwjA9+Hpw9gKsWHRBEw10lZGv+AYdcGhXsO+aGzB2PwRdDEKGrVWUQsq/jCYq7vV9xfnr/H8gw40jyNYm2xfjhCflGBJhl3NPOqdBpcv/1lFbUSzNwsFKPBzBRiAf64gz6+RAj319qhVqn1exQ/v0juQYtHzLgLbnRhIjEC79pSSp5/Tcu5VkVpmUBaKxn5bHr54JxHgPAFyKSJEzrb0iH/+BalzEYG2IQKu+edDSkgkxEBqySrFidMirWLf4vwZMVeCIfqIJ+Pa43HoOa/I8tV+gU2/cQb2zrL71ULNWkdbvuJ6lvfbfp5L3/zSU1rpfV9S4u8Okofy7ZKIXw9OE3nDfeKN80nebSWyJ9gM/FJV1j62KTeanMv7jau8PT6kAAX+SgEG4L8SiodR4K8VcOmtb6JSOwqJpVDbzFznVq8kJ+uRUyz5xSQljZyC6bJaHGjhLUO/sazoIfP9a8uJxxH3Jp4U37x6Yl+FL6YLzyHRhbUYmafcJVKSUXGgFmq+fkptuzrfuKce7+8qPfGUv5JnD9gd0fnKnnfGZs+M0b6gN4rza9cVX1sEURteGMsJ6tMlSmVn+0nwKbvUPeeQaFSZA7GOoKOVR3tvL7MKbVZ50o4bf2S7+lSFpL5w4wP4DAUo8FMCDMA/JcTnKfB3CKBJeoDIxXdQG64tkvWBW415PFkPbY5Ry6ghmyX9OiHtY9MQ1DXRD+unAyXfEycHfXGS3Xua+n0GBmm9iBSPz+IL6kWt+CRqxWbEdAYiaHqp2DPGqjW58XpgiEP8u6O2jL5ik1lLISBbGc+XFHVM8JR09bOw+IGUjb7ST5t/wfV8rk2GnbVLi1y7+KOZ+WKYJbvMe0p0pnz0d3xMnkIBCvwMAQbgn4HHUylwM4GBek9IvuzfjGm1u9xq2OArx2IxB7PgwUgEzB9QG31PS2IvJXXiRSJqK9leYsmWgzh2bwhWgqgjni4IlOElYjtaKupsoFj1MDAq7LgE+vtEo4atvPgSoxVZSpAuuuTKawRpCQ3WVrh53EUVbnAobwDuNsZWgGbm7Giv+MdYEusvuh4auQO8NnXuMpY67HK24AEVt+2sOY+FAhT4xwowAP9jfXn1mi6AXMtmGlJVhiQ9BKsP2WciAEfgyT+mqaWvDtAD4s+L8w8Iqk1xvBkwdQ6B+kADKQmPkrLmHrFlZ4v/J06xAi+LbSAW4m2IjBfmO4xU0goDt8wiCqYW/GPBE3Z/ywrqYCuy4xw0eYsH+9BFXLlgn6kNO9E8be9/obR1WNjGrMpH8BEFKPCPEDBfXhYKUOD/QKCDHhMULhc/xpewJ5qbV0aKZ8hytbw8/eSPAdpmas2/xBbjJ7ogTkoDGknJxTgpmTpKuU1TNuYTJyGQy8MI5GjWlhhsR7Gtx0CvJaPUWjfus1CAAv+iAgzA/6J/GL6tmiOQpIdORs3VjGDOdErth1ept0orfnqs1dsbAXooOoG7Y39cIAYkR4knc6H6/J6Kx83XSb1RGR6KGrTZfwu2EwjMG9HUfcMkHxXP530KUOCfK8AA/M/15qtRoFqBe/Xgzmgjru9Wy246tSdBD3PFiOdNBOFCBOAu1V4MO+frBIyitg3H3a7YdqDGjEFhLBSgAAUoQAEKUIACFKAABShAAQpQgAIUoAAFKEABClCAAhSgAAUoQAEKUIACFKAABShAAQpQgAIUoAAFKEABClCAAhSgAAUoQAEKUIACFKAABShAAQpQgAIUoAAFKEABClCAAhSgAAUoQAEKUIACFKAABShAAQpQgAIUoAAFKEABClCAAhSgAAUoQAEKUIACFKAABShAAQpQgAIUoAAFKEABClCAAhSgAAUoQAEKUIACFKAABShAAQpQgAIUoAAFKEABClCAAhSgAAUoQAEKUIACFKAABShAAQpQgAIUoAAFKEABClCAAhSgAAUoQAEKUIACFKAABShAAQpQgAIUoAAFKEABClCAAhSgAAUoQAEKUIACFKAABShAAQpQgAIUoAAFKEABClCAAhSgAAUoQAEKUIACFKAABShAAQpQgAIUoAAFKEABClCAAhSgAAUoQAEKUIACFKAABShAAQpQgAIUoAAFKEABClCAAhSgAAUoQAEKUIACFKAABShAAQpQgAIUoAAFKEABClCAAhSgAAUoQAEKUIACFKAABShAAQpQgAIUoAAFKEABClCAAhSgAAUoQAEKUIACFKAABShAAQpQgAIUoAAFKEABClCAAhSgAAUoQAEKUIACFKAABShAAQpQgAIUoAAFKEABClCAAhSgAAUoQAEKUIACFKAABShAAQpQgAIUoAAFKEABClCAAhSgAAUoQAEKUIACFKAABShAAQpQgAIUoAAFKEABClCAAhSgAAUoQAEKUIACFKAABShAAQpQgAIUoAAFKEABClCAAhSgAAUoQAEKUIACFKAABShAAQpQgAIUoAAFKEABClCAAhSgAAUoQAEKUIACFKAABShAAQpQgAIUoAAFKEABClCAAhSgAAUoQAEKUIACFKAABShAAQpQgAIUoAAFKEABClCAAhSgAAUoQAEKUIACFKAABShAAQpQgAIUoAAFKEABClCAAhSgAAUoQAEKUIACFKAABShAAQpQgAIUoAAFKEABClCAAhSgAAUoQAEKUIACFKAABShAAQpQgAIUoAAFKEABClCAAhSgAAUoQAEKUIACFKAABShAAQpQgAIUoAAFKEABClCAAhSgAAUoQAEKUIACFKAABShAAQpQgAIUoAAFKEABClCAAhSgAAUoQAEKUIACFKAABShAAQpQgAIUoAAFKEABClCAAhSgAAUoQAEKUIACFKAABShAAQpQgAIUoAAFKEABClCAAhSgAAUoQAEKUIACFKAABShAAQpQgAIUoAAFKEABClCAAhSgAAUoQAEKUIACFKAABShAAQpQgAIUoAAFKEABClCAAhSgAAUoQAEKUIACFKAABShAAQpQgAIUoAAFKEABClCAAhSgAAUoQAEKUIACFKAABShAAQpQgAIUoAAFKEABClCAAhSgAAUoQAEKUIACFKAABShAAQpQgAIUoAAFKEABClCAAhSgAAUoQAEKUIACFKAABShAAQpQgAIUoAAFKEABClCAAhSgAAUoQIF/RYH/BQ6EzT6lMa8eAAAAAElFTkSuQmCC</pentrails><costumes><list struct="atomic" id="47"></list></costumes><sounds><list struct="atomic" id="48"></list></sounds><variables></variables><blocks></blocks><scripts><script x="394" y="328.1666666666667"><block s="setBackgroundColor"><color>5,6,0,1</color></block></script></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="0" y="2.5579538487363607e-13" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,241.0000000000001,66.99999999999999,1" pen="tip" id="55"><costumes><list struct="atomic" id="56"></list></costumes><sounds><list struct="atomic" id="57"></list></sounds><blocks></blocks><variables></variables><scripts><script x="91.275390625" y="44"><block s="down"><comment w="201.078125" collapsed="false">the number of branches you want Goerings in the repeat. you will have to do this to the turn right 360/21 digress to turn right 360/3 degrees&#xD;</comment></block><block s="setColor"><color>145,26,68,1</color></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script></block></script><script x="380.275390625" y="68"><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>4</l></block></block></script></block></script><script x="746.275390625" y="19"><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="doRepeat"><l>5</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>5</l></block></block></script></block></script><script x="988.275390625" y="21"><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="doRepeat"><l>6</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>6</l></block></block></script></block></script><script x="117.60872395833337" y="309.16666666666663"><block s="down"></block><block s="setColor"><color>145,26,68,1</color><comment w="242.66666666666666" collapsed="false">You will need 5 copies of this script.&#xD;To duplicate a script, right-click (or control-click) on its&#xD;TOPMOST block.  (In this case, the REPEAT block.)&#xD;You will see a menu of options. Choose &quot;duplicate.&quot;  &#xD;Move the copy where you want it.</comment></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="doRepeat"><l>21</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>21</l></block></block></script></block></script><script x="618" y="278.33333333333314"><custom-block s="pinwheels branches %s"><l>3</l><comment w="126" collapsed="false">this block allows people to enter any amount of number and it can draw the number of branches they inputted without having to created different blocks for each side possible</comment></custom-block></script><script x="788" y="451.9999999999999"><custom-block s="colorPinwheel %n"><l>20</l></custom-block></script></scripts></sprite><watcher var="number of branches" style="normal" x="10" y="10" color="243,118,29"/></sprites></stage><variables><variable name="number of branches"><l>0</l></variable></variables></scene></scenes></project><media name="U1L3-Pinwheel" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>