<snapdata remixID="9709861"><project name="U1L3-Pinwheel" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage name="Stage" width="480" height="360" costume="1" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" scheduled="false" id="1"><pentrails>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAAAXNSR0IArs4c6QAAQABJREFUeAHsnQd4FMUXwGd29+72WnpCckkQBQSVHnpvgiBdsFeq1IQu1aN3SEClSBXFglIFBOm9d1ABEYH0nutld/+z/A0kIeUud2nk7ffx3e6UNzO/DfduZt57gxBcQAAIAAEgAASAABAAAkAACAABIAAEgAAQAAJAAAgAASAABIAAEAACQAAIAAEgAASAABAAAkAACAABIAAEgAAQAAJAAAgAASAABIAAEAACQAAIAAEgAASAABAAAkAACAABIAAEgAAQAAJAAAgAASAABIAAEAACQAAIAAEgAASAABAAAkAACAABIAAEgAAQAAJAAAgAASAABIAAEAACQAAIAAEgAASAABAAAkAACAABIAAEgAAQAAJAAAgAASAABIAAEAACQAAIAAEgAASAABAAAkAACAABIAAEgAAQAAJAAAgAASAABIAAEAACQAAIAAEgAASAABAAAkAACAABIAAEgAAQAAJAAAgAASAABIAAEAACQAAIAAEgAASAABAAAkAACAABIAAEgAAQAAJAAAgAASAABIAAEAACQAAIAAEgAASAABAAAkAACAABIAAEgAAQAAJAAAgAASAABIAAEAACQAAIAAEgAASAABAAAkAACAABIAAEgAAQAAJAAAgAASAABIAAEAACQAAIAAEgAASAABAAAkAACAABIAAEgAAQAAJAAAgAASAABIAAEAACQAAIAAEgAASAABAAAkAACAABIAAEgAAQAAJAAAgAASAABIAAEAACQAAIAAEgAASAABAAAkAACAABIAAEgAAQAAJAAAgAASAABIAAEAACQAAIAAEgAASAABAAAkAACAABIAAEgAAQAAJAAAgAASAABIAAEAACQAAIAAEgAASAABAAAkAACAABIAAEgAAQAAJAAAgAASAABIAAEAACQAAIAAEgAASAABAAAkAACAABIAAEgAAQAAJAAAgAASAABIAAEAACQAAIAAEgAASAABAAAkAACAABIAAEgAAQAAJAAAgAASAABIAAEAACQAAIAAEgAASAABAAAkAACAABIAAEgAAQAAJAAAgAASAABIAAEAACQAAIAAEgAASAABAAAkAACAABIAAEgAAQAAJAAAgAASAABIAAEAACQAAIAAEgAASAABAAAkAACAABIAAEgAAQAAJAAAgAASAABIAAEAACQAAIAAEgAASAABAAAkAACAABIAAEgAAQAAJAAAgAASAABIAAEAACQAAIAAEgAASAABAAAkAACAABIAAEgAAQAAJAAAgAASAABIAAEAACQAAIAAEgAASAABAAAkAACAABIAAEgAAQAAJAAAgAASAABIAAEAACQAAIAAEgAASAABAAAkAACAABIAAEgAAQAAJAAAgAASAABIAAEAACQAAIAAEgAASAABAAAkAACAABIAAEgAAQAAJAAAgAASAABIAAEAACQAAIAAEgAASAABAAAkAACAABIAAEgAAQAAJAAAgAASAABIAAEAACQAAIAAEgAASAABAAAkAACAABIAAEgAAQAAJAAAgAASAABIAAEAACQAAIAAEgAASAABAAAkAACAABIAAEgAAQAAJAAAgAASAABIAAEAACQAAIAAEgAASAABAAAkAACAABIAAEgAAQAAJAAAgAASAABIAAEAACQAAIAAEgAASAABAAAkAACAABIAAEgAAQAAJAAAgAASAABIAAEAACQAAIAAEgAASAABAAAkAACAABIAAEgAAQAAJAAAgAASAABIAAEAACQAAIAAEgAASAABAAAkAACAABIAAEgAAQAAJAAAgAASAABIAAEAACQAAIAAEgAASKjgBddKJBMhAAAkCgcATCumorVqc73wh5vjV3P+bgmcJJgVpAoHQToEp396B3QAAIlDsCffrQHncUWymOklv99XvK3fhhwOWGAFNuRgoDBQJAoEwQaP1H/W20mX5ZF2xofnb3nFtlotPQSSBQCAIwAy4ENKgCBIBA0RBoUW/2NxKdtJPJ29LhzPGpF4qmFZAKBIAAEAACQAAIPCbQtPHMGa9WXMI3azJz2ONEuAECQAAIAAEgUNIEGnWZXLVZi+n9S7ofRdF+i4aze3R4bgnXvMHsL4pCPsgEAqWRACxBl8a3An0CArkQkEUre7FximW5ZJXppGaNZjaWJch/MnuZtx4/NxFmv2X6bULnnSEACtgZWlAWCJQgAYlRKuUlfFoJdsHtTTdqp63FJsl/5+S2I0evTOjt9gZAIBAoxQRAAZfilwNdAwJZCdAmikIY382aVpbvG3UaF6J8qNrNS/m4hIrGt8ryWKDvQKAwBMANqTDUoA4QKAECnIyvxBiZ0yXQdJE0qfzXfwvikEL3fHq7G7/NTCmSRkAoECjFBGAGXIpfDnQNCGQlwEm4+oKAMrKmldX7VjXm76BMdE1LiLnD+d9m/lVWxwH9BgKuEAAF7Ao9qAsEipEAFnCwXW7jirHJImmqRdjs9VKdpLPFz/zaicOTzxdJIyAUCJQBAqCAy8BLgi4CAZEAZaVUdpXNVJZpNG08Q8smyj80BunHHjs38UhZHgv0HQi4SgD2gF0lCPWBQDERoGw0Y/OwxRdTc25vpkXDWa/LYxVTTIHGlSdOT1ni9gZAIBAoYwRgBlzGXhh0t3wSCAsbKKHsGNuU1qtlkUDzxtMbkZnvFounZduxs5MGl8UxQJ+BgLsJgAJ2N1GQBwSKgAAV6N8AYQFd3DG7zCng+h20NWRJSuLraz9x5OpnbxQBHhAJBMokAVDAZfK1QafLGwHGKKvOM8QGuoxddbtpNR7/KvcIDJeYXtn4ZhnrPnQXCBQpAdgDLlK8IBwIuIcAo5P4kihYVvdIKz4pXncUWzCHVYZK6U0v7JyZVHwtQ0tAoPQTgBlw6X9H0EMggBgdw/ISrkz5ALeqOW87bWLqmAKMHU7vn/kHvEYgAASyEwAFnJ0HPAEB9xJYGSYJXNK6kqtCiSKjBArdc1VOcdVvUX/2WmmGpIvV39L55Mmp54qrXWgHCJQlAqCAy9Lbgr6WOQLBFo+XMYV3utxxiRAoMTCnXJZTDAKaNZoxhU1QfGzUGMcfPTvhYDE0CU0AgTJJABRwmXxt0OmyQkCO2D8xwj4hi9sGu9JnO8s1Enhc6uMlN2s8q5MiTqU1BRi+PnFq8kJXxgx1gcCzTgAU8LP+hmF8JUrgzog9FtKBG4gWarvSEcwLFTmlnXdFRlHXfbXJlFaKePk2q5dl+/HzkwYVdXsgHwiUdQKggMv6G4T+l34CWDhONGcrVzpK22g1V4rDUHZqMbYVTlQfFhSWf45c+ayXK2OFukCgvBAABVxe3jSMs8QIkPgZJxDCjV3pALZSEqvSluiKjKKq2631yPpcks9+JOFsiqDEd4qqHZALBJ41AqCAn7U3CuMpdQQEm3AFCai6ZmVXRSE7hymOwpzadLOQ9Yu0minR/ydE4lQz/kntd+xffKlIGwPhQOAZIgAK+Bl6mTCU0kkgZszhJITRA2zR1SpMDxu89ll9sd65nXNL3dF9r9acfQgbZc8L/rrWu48uOlqY8UEdIFBeCYACLq9vHsZdrAQEhC+Qfw0L0yhtlr/M07wYhrJUhaLsGKY9iDLY1oJf2ge/n5oBRwsW5uVCnXJNABRwuX79MPiiJjC98rvmfg0GtaMoYT/icZvCtEcbJP6ClLcVpm5R1Xmt8aQtfKJnGyYoeevv52Z8W1TtgFwg8CwTAAX8LL9dGFuJEujbeEB7T5NFZpBK/kAYXyGnGdUmc1jsbKekeomck/A6Z+r1Do7c2EOzuIMzdRwt+1qDKe9zsb49Kf/0Q3tOzwKLZ0fBQTkgkIMAKOAcQOARCLiLgJeBD+OJvv3hxBcx0UMP3BblBn/Zrqqz8mmDGIZSeOBovTeCIjdKBfwOhbDB0TqOlhN9ffkkr43Iw3x47wVtW0frledydbuN0zRtPGN4yzpzw8szBxj70wTgNKSnmUAKEHALAQ+TXcbj/37jYjL3jcKXEcfXIcJvOdMApgQf2kyfcaRO96ComSxG7+mRMGx7zEji/uS+q3PL8S3tMf/39f392sRCLae7rzelV1KDV8WAJIqmtFlSk/SyK3ORUQkMz5EAJZfJc1Tp7Tn0rLgJgAIubuLQXrkhIDPbKDtNZzWcOiQIuD0B8JMzEGxKexNyHOGugup0C1raS4WFCSaEv9weE/5VQeWdye/aNqKeJdZL9PW1y/0T4Vzf/+BV+ljLBt6j3lZGK0N5KdebHJrxMvUHxXByzsgz/O+I5uakP6c/f+Z37T5neEPZ8kEAFHD5eM8wyhIgwPB2ZJYxj8/wxZg/JyDqI2e7gnlUiZPnH4ayV/DSxnJB+MEioC1bYkcMd7aNgsqb4gK+p2y0hNEkt9pxeEmpc4cqqP/uym/wuvYFWZy0BznpqYpAo97MAYkf2dtHdqU9jrLizSZ/4zpzgH3LhZ3a+4/bvP74Dm6AQDYCoICz4YAHIOA+AgKFvewUfnwOriBTX0VmQ4hmZWu/mEHEN9jBiyg+D7J8KcaUzvXqFhJZS8YLv9uQcPjn2Ig+uRZyIbE98fWl9LIXhcA04us776gLospc1QYdpnVVPmBrkQM1WlI2qiV9mWE5lrcJMo5sJ6Blusrpd08fFr5HSFuq43SXOfDlpMOggMvJiy7vw+wRtDSCxcLcH2LC2eJiYVRIenvpzasz24sZtNMYHNX2T8GCxH3g/ZnpBX2SL36pXW3PVWF30CwKlfN4D/n2j41hpG8VJMvZ/NfCPj/AJbGt+YC0vvufcV/fsK6j/dgUz95snFLDy7h3GaOkEr5JUXalTUcmuVttSps2vbL+0Pm92rOPOf71+A5ugIDTBEABO40MKpRFAhJKUAoCMhdn3yU2PtCOsv8XEzA6jQSqGemH4wrYjrGNNeXyVS9gb7RsC7HvYtOQ0Pb4/SGp7hzfa40mbubivNrSgYk7fjsze507ZZcGWQ07T6ovj1G3JX7WLyGK78lcknoINCeQ5eR7tIX+3qDRR5s8jT9f2jPnSQzuK6Wh59CHZ4VA9m+HZ2VUMA4gkIOARECMHaGYHMlF+iix87SVYbIaYSFKEI4S16QIRxuu121iLXQeI9P9O+dy1nlTs3Q7jXANvcC1+C12VC4KOmcNx5/bN5jyJh/n3ZvyTT9ElG93x2uW3pJN2k57h41WVEE0ep2yUPXoK7SE7K2beQl3nLhnL0ivnnz9zP7p2x+P4O/Hd3ADBIqEACjgIsEKQksbATJLVBKHINENpNguhudRujKbFTRCHAnIQaNXqiztJPvvrOB8+yM1yGryjCDcuLH5sTGXWKFXUOQGCUKdTQLfdkfsKLcaRYm+vjjO80debT68/2LZ9PVt0H1SqCxO0UuawlYSGO5NxiAJQrcxMZayJdM2/LPZx7zZ5GfadmHPzCdq9vFufb6vBDKBgNsIgAJ2G0oQVJoJ2DBuKBX4w8XZR0rgUYZakpa1zYejDkYHRbVJMXKWV0j6xax5ud0T96MKZIZGJu9Prp6ayGlyhD/Qk5n09thwtxpFdW45WvT1PSQorA/3Xy87vr4NOk5ur4hWNaTtTBjmhNfoCxIFL+Xtdtb+J22lVhoqZjyweAs/Eutk4xOScAcESpYAKOCS5Q+tFxMBYkRT1YbwwWJqDvVr8mlD/G8i0qmZHTnbJBGqLgsMrkvSHVDAjKhI9JkyegZHdlEIeLIJoRXbY0YszUx3x2eXNqNqW+P9fkcMx8sqJL6BbrhDqvtlVOs2Tu2TpnxTEaMM5qT824yReZG6QdF2hd0gIGEXJ+dn6l9IOX1m7/RDj1u/8/gOboBAqSEACrjUvAroSFESIAGYvYkCzraMW5TtqU22lmIYyvWHV9zL2Q4v4L1Y4LuQ9DU583I+MyYJbVfZosX07hUiG8kFvMVKLHK3xIYPyVnW1WdznP9G4vIkpYMSW/96cMkTS19XBbtYv/5rk6spEhVdJTppVRKS8w36ksQHY0GwqWwxZHb7oznQuELnZ/rlyq+zHnF61NxVFxuF6kCgGAiAAi4GyNBEyROgEZKZBOxWK+H8RqXW2xWPw1DmKEjztis8xUzKkZzrI8bIg7ZQFzqHLK5JBP5uR8KxzbERvXMt7EJi+5ozD1E6aU0hyNB6z7EFR1wQ5XLVxu21vRTRipfJD5h2tI1qQl+nZcQtyEpmu+cxjyOJ7+3t04c///FxQzC7fYwCbsoWAVDAZet9QW8LSYDMgCkb5u8WsrrT1VirjeJoKpsFdKaQh3WpPzRXkSpwSetKcSMP38tMz+2TLKs2lqRLbnjweDfx9U1Ixozbw0C+FjblAJ+kaI0CUwcV97m+NbpNrOCVKO8tTZaHkHjJ7zAGJhT/SWFiLJVO82S272HZY35Rv+/c7tlPDOjcau+dG3VIAwLFQwAUcPFwhlZKkECHCsuex4hYJFstp4urG1K7HVnkoudTLlebw3Yhqu1VisK1Se69XEo8SRKEF1iGb4ytTHoKwq8eiB6W/CTT9bvXGk/8novxactokn4lRwuucl1i/hIadNA2lcezLRkSM5mEcOzBXJSoBUbgOIXtLrbi9YZQU4zOU7f52q65xbZakX+PIRcIFB0BUMBFxxYklxICEszVF/djTySNf3ymbqP22uaKGMXWjMrGsGxxe93UZxoJMhuNn7i45JBLlpaPCjxuTZKf+J3mKCM+YhvlS84CtunNfMd9cRF/5lKk0Ent60/tzsd6vU35ZYjn+nYttKA8KoaFDZQwquC3FXGqSgJt78mYmZrUTVo8qMDEM9wh4o41N616ypWz+6c/OWgClpPzoAnJzyIBUMDP4luFMWUjIMFYQ5Zvs89GJclXKatKoronX0gKu31ZN0MlfctLb/kmW0eyPPBIOE1hPDtL0lO3vTSR63RWXpIWYhx54vbkpwJxPFXBiYT/+/p6bPu/r+/nbZ2ommfRhj0n+Ao6WTs2QVpbapZ+QMfToSiBEo2lErCd/tniZ95o09i2nt6mvfdYCBxU8BgF3JQ/AqCAy987L3cjJgErVLwgEM+dJ9eZPcsymjeaNUoeq1jduPH0ZqdPTz3xJNf1O8bOh+YMQ5lVqkJGXzab+ap+a5qpk/qdeDwzzyzTIzhqilxAH+k5Clm8zU/2PzMLuPD5yNc3Vn0IKaxxrvj61u0ypbYiXdJEmixrSObqbairdAg5ki9VDLfJSbmVAsVXIWE3ewuYz7AGmG8a/fhNl7dps/lFuzAMqAoEyjwBUMBl/hXCAAoiQGPi2YpwXM5yx89MWtvmpfkD5Wms6A5UPWe+K88Sm8CQMJR5irg7aH+6JqrN3xIDW4cUOpa1YI/AZZ2UAq9NU9r2YYOko4AZt7kEvd56RA1bvN8+RPO8PCClh6O+vk36jJTb0tWtFcnsK+TM29cQj+tRf1IqXmr/hyjfvWY/8wyLl/HoxR1zsy0i1+o5ZrxHvOcnbDI7nk2gZrUMm/2NQWNdTpb93bqcnpUf3AOBskIg72+IsjIC6CcQKIAAgzEJgiXk6hlq8jMOUf/rea5F2Nzhxy58tqwAUQ5ni2Eo9UqarHznd+FzxJ21ESnxWAGLvr4Kit9mIXvDyRUzflTf8ungzuhN1oTgNdhKyWhNQuvthxaeyat3jXqNC0FpyjZsIlsHC7gDfZkmPri8VaD5K5yM32sJMC5jZOaDJ3bMf2r2nlXm1a0LE8jzPPFfo3ba3vJEebjXn6pLrWrPPWapYFx2et/0nVnLwz0QKE8EQAGXp7ddTsdqFYSGUsznusR8+pj2Yqs6c76Rpcnm1u4yaUu2YA4u8KJJGEoSB/pxBKvcRBEfpUPEPaovyRP3odHroVE1FBzaZ8fo1M/R4b2ahc6MEKQcl1vdwqS1rz3jEE5nGubm60uWk5vIk6T1ZRmyFkhAzegrTAAntceTwBfHbB7WlfpKprPnf53l0kz8zAHtz6TfP4d1nFhPGecxUPGvx3dtXl4Qb/EyL9V5G74Fy+fCvFWoU5YJgAIuy28P+u4gAVyNQ/TjWWbOSinB6aMC/vLv5X1ftYjkvZ0z39nnd8I+ro5jdShVxu7Jry5P2S/THF0baVszHb/o7q/i0C4yZU7WcbiPWE9ikCh5hjfkJ8PRvNfqT93PJSpb84HJI1ND7Jcbvjq1J5sor0XbmA7YhmvhP5GEl/F/kVnuPrOfZTunEA6c2619atne0fbyK3dh72wxBOendTtNmKJIU3wsS5WNZpPkM1rWm73R5G9acW7vjBv51Yc8IPCsEAAF/Ky8SRhHngTISUi+NgHZ8iogzryaNZw1WhGnWNWkyczFp05Ndmmm52+nOpPj7dDG01/9kVebYnr88KP/aJa2NQV6oGqeUvw1hZBHhsA03RM39NH5s4xeypCAFLH5yXAkr2Pjyd/x0d7tBJXFZtd5DvG6RM8nQS90AhbOcwrrFktF27RklHzkzp5lZOW7+K7/ztldQFpc0Kj91DfYBMUIj7ueF1rXmnfcFGBYlu1owOLrFrQEBIqNACjgYkMNDZUUARoh1oiF9PzaP3F20uo2Ly34lE2TriPlxJOKCn15mjgVh4k6dey6Uue7Vr8yCAfpeKHFrrihj5U2WZ5WUDbKJQvozs3GvWq/7/su8b2N5xG9w+pvOm/zsJ04t7N0zTKJsv2F4PqlQeeJdRQxHgOV99UbyfJ0Ajk2cFlGELfxxmZtimM4XSs1sla/8IAUk7eVpd6RW+1Vx93/weEX6VrLULs8EgAFXB7fejkbM/kGpWw8vlfQsI2BpkEef6vPNm8wc8jxc5O/Kqh8XvmsmaPslGPf22HLXqM8DLKK5GjBjjvjwrP5+tqV9oaSdKbQcZl7NhnZypjkvU/il3J436UZbR7197F6z6v3JZv+X8jJIWFdR0+VJXt/SKynw+UJeLpvvTnfGsihCxd2z7jmrh6+X39wted05j4qg9GDk9IjFBa7jEpKRxaGIbZmwh4bxWxyV1sgBwjkRgAUcG5UIO2ZIdDRb0kQmUkivdR4qqBBnTk09UKrOnO/ZVPl8xt01m4p7B7oozCULM4e+COXxrsHR05UGXCvOw1v/31m2xf7cylSlWNJxKhCXG+2GNZMl+ZzkFaY4xSsvnMhRJRolQs7FyWRDiwW/zVpO7WnNFExwuu257lWteadJLP4pacOaLc528Eh9fr3Ck4x1xQoroHELnSWxiQSA28KmWS0hbiNfZmiUqQ99JFuXn9qFbhIOQsXyheKACjgQmGDSmWFACVFjURfoOP3JzgUW1gfah7t9Yekl+IhKxpkvVeYcTIk6JaekT3Mr25vzdIOMkGYYaT4dQ/a3Ojk16pFUNLIY9n2e0lsZB+b2u70EYpvtBxUVZfhtxdRPK9UpXTffGyZKb++lPa8UwenbyV93BrWeUpNZZziU/kD1Qbiv51MApR8Ya9g2nB265zk3MYw9pV+4/zSDQoLSw1RmDl/Ji4N2SgaGVn6b3LQw/QHfl5pi6+ujsytLqQBgeIgAAq4OChDGyVGQIaoUOLu47ArD/G5TWregBhkxSuWN206PfLkyanZloUdGUiaSvaWp9H6Q15lewQubShF/E6iWXdsfTiynwa13S+hiDU0QtkUMDmKT2ZUWdPykpNXujEt6GvBLlGqfeNaE+XrkkFZXm2URPp/y89Dm/TRTqFiqA9lqexwNkmhFVctPLzjj4c9SKpCc/bKZM//XbnFzqDUDGSWMDzFC1sNUsm1BG/P3768sOqJ73O+P5FKYoTQZnkjAAq4vL3xcjZeqSCoOYydmgEePzdpFTEAGiJLla8muETF6NQl4YTKHI9ztSjuGLj4FZYivr4In90cE97zkWAsnKB43ILc/5a1IUw2kgWV9W7WtILuu9afeNCaLm+l8EsSlW+h948Laqck808Rg6wRdfobg/Tmb2LV8v6xloDBGbeeG3xe6Ysq0tHc87rUmXFeSmuMF7t648kVCSXZV2gbCORHABRwfnQgr8wToDFFwlAKic4OxBpg6a+8qzzTsv7sQUfPT1zpTH2pjc81DGW7gMgKXhTeJSAhLdku9H4iE58ghzNMePKMUJ0en1XCZ8Xd6/TTWdPzu+/RZOxeY7JnG6l/wvitJxc9M8r33QYjXwjVpb3vl2GizCw1hhhLKemENGSlGcHfZDgWZP939YFAaV0+0aPrbfwi+kvJj+EY+wpyrKGa8AIFnN8fDeSVKAFQwCWKHxovagIM4kk8SOx0YIcThyefb1173veSNNlCEs94638hFR3qLk2mvzq57KkwlL4M+hkj7JXK25sdSBgVnymMkzCXKau9esjiJvKHo049mq3L9NIwsefioRGZ5fL77NF8zFeGBL8OSt+EX7edXDQ/v7KlPW9AzQHtKxoszQTEN5RwXGc2+gEJzoWJsRRjxwLakCaX34/zlu74+tzXj120GoZN8FUalNfMAcadsjRJImWSjPC54TuSuJZtMwUYV58+8vme0j5u6F/5IwAKuPy983I1YouA65MwlE7v44qQkp5LH13hpm8P77t+okHWB46Co0gYygwVnW3Zu48mciv5z9bQyKMWe+NGZftBED94X4Imqm2snZHXJG082rMlUbBCxIPqHWmza5OxrUzxfoPl3imHtp1a1NWROqWpTESNARMqpBlkJpYeojZb/SXJqchOjKUyZLJ0GcdPe+DjZVt8ffWs/PosGmI1bTVtvDxWuSzlhaQ6l3+bO7lZ4+mfyjJYMbjHrjbVF9yze1iXHDs7yW3xvvPrD+QBAUcIgAJ2hBKUKbsEMHqZhKF8YnjjxEiu75gd791wzhh5HPtls2baqBMntOcLqv5x408rUfcTUQbLHM0s21OzdJUUCd3MgtB5W9yIRwo2M+/Jp3CJ4lF98vwon9FJVeRIP+OT/Nzv+hBf34wU78OMUn94x9l5bXMvVXpSP6o3Iiw0I6MLa7VrEC30V1isFE5JRRaJhBxZxe81M5JTt718bq66vHzz414/fHyX783JI59vJIc8DPSM95hDCr5z4vTUFeRzRbN201tI49ihbLxiSdvKC+cR/+qVtiDzl6f2arOd3JSvcMgEAkVAABRwEUAFkaWHAAmH4W8T+AJ9cvPq8bGzE1aQZcyh0hSluA8clle5zHS1zd5NXC5dd/r/1rY9NFHjFEjor8fC5O0xEXszyz39Sf2OMS/uCz8KAMIYGcYutz9epn66PEL/9/X1PkgpzIkSzwf/N+jKrWAJpg2uM7R/SEp6ME8Lzcm5Eu1lcTFIjBJmkEk41iLMTlSpbPe9fX7+7syim+7opjEgY7jHPe8TjdpNffXMgem/izJPHJgqxgE/Jp7wxN72GSAxSSLYP2Qj2r40f4epgnHNqcPaX93RNsgAAs4SAAXsLDEoX6YIEAXMktOFHNpHzWtglgBTX+U/6jMtGswecOzcxK/zKieme+hsXvx/YSi7a5a2VyJhDpnGrtseHTE7v3qI4i4LPDUzswy20VJKyuUZ9alPy2HP6zN89iAKCZ7K9K4/HF7vtLtSZlvu+uzzwnjPSvKU4X7pOobs145TmW1yJiEe2WgG6bDkH7IKoP3bz8e47OqqBe5qM6ecc7/Pvtyi/uw18nhlVOvW2lqHD2sf//g6s2W+OJf+XPzXvNGsgZIMyQjV3547yfL0vza1bfHxcxOX5pQHz0CgKAmAAi5KuiC7xAkQBUxbEf/AlY6cPDJVjMD0gzRVuoj4oP4iusHkJY8EfBC9h1DXwMgGRPn+Snx9d26NCe+XV/nM9Jjkw7c0Pm2ZkMWtqzwcdfiOTWVtINVJTmbm5/zUp/utFawStdovrvUPx5YVaok9p0xnnwfUGdI0JEP/KkJ8bSnP9WDNdzEyI2SWSsgphmi7QSa7/NBD9fvXl796Mo77zrbifHljkHW6521VH7OdHk1qz8tNwvEzk1aR9FVNW01vIk2SjZAnsovbVV40166wrTaFpn9xdvecW7nVgzQg4E4CoIDdSRNklSoCHUMW+2Bii2znuALDUBbU8YxKyWN8b1ToLrktE8MjfpxXeRKGEltlNE9OYyC+vsLFzTERPfIqmy1di3i0FF3hKCz6Hd8hM9vqHCscz1bmv4eu9SeIvr6tpcXs6zus1qAxoWk6pUlCf6C02ipLEhKQHdPIwEpMlF2YHu3tyf3h7ffFruNzU3Prd3GlicFUGrWaNlEZq1gS1lX7PXnOU+2TH1fi38aput3Gjfb4x7cfY2ZGe10PGNqm+vxfjUGmtWcOfb69uPoN7ZQ/AqCAy987L7MjDq/1yQiTJGDDqgvz8j3ZKHOAtEA1JVGw0L74sQmZaYX9vLRjfkzzBnPGyuPZZY2aT1925vjUC7nJEsNQptFyovcFXbpVeCO3MnmlCbxwGGPcjuT/QtuxL5mNPXWEYvcmY34zJXu1Yf0TtTtOLiwyX9+36kW89II+vY+33kib5cxEpdnG0EnJ4kEFiIRx3G/FzMY7Ad6xKy8vF2eS/78eZt6U/OeZI5+va1VrzgDVA5loPV2gBbv4fkm5GeK/pk1nDGBTZcM87nhubVNtwUPOw7ro6DnbMoS0T7mWlfxIoQdlmQAo4LL89spZ30NSjVEZbCxZ8kQOudpIBPwc+cZ0yJXHEZTHz034qu1LC4YpU+TLSfmGudVJUio/slhUOj2NO+9NisgWWjK38lnTiPI9Q0JvvCOmURaatfmbsv3Q6NZ8dKQxwb+j0i9x97aTC6dlrevq/fBXhnQNSU+rZ5HgJlKe7yiLe0h8bylklEl4MrtdmypXPHzg4fHrhotLn/zwyHNe6Wpv3FPfHGgcrvrX42jDDtp1Z/dpDzoq9eTJKeI+/9f1W2gbqlMU4dIk+cJ2lWVzOcXcNfpg/bLzv838y1FZUA4I5EcAFHB+dCCvVBFIVchX+ukNg8a+/HGLBTfXHyuocxIBeXAYWQoq50y+xcfSV/FAebJZw9n9TpyduCZr3d7BS3+R8Wcrednjpy2MWXY9a54j95yVuULL7M+RgBw+eDFFEXeZfzPrib6+lni/8Ee+vicXvp6ZXtjPvnVHjArRZXjYENVPZTeHyNOSkOi/LCO00uVyS7SneikxlhpXWPmlod6ZfTMutAybtV4RKyfGVdpazs5gzx/Tii5h7zXoPHa04qFvX9rMjPW56Tu4TbX5v5kDTatPHfl8a2kYJ/Sh7BIgP7jhAgJlh8DsSu8YkYBvTvx3k+gzm+/1jmbpVBKGst9PMeHP5VvQyczWxCCLNtKd0uomVryw+f/L4b2CI1fIBTygFnMa8+SknQkPN2mdFPuouCaqzTFpmudX1Va22RRTN9bn2q65qY98fVP9DzOs5fCuy9PaOCu3T82RNYOQqYen3hKCaO5jldUqJQcUIL2MmE4J9DaTXHIllvI4rJLq9L566ygPs+VtsY0MVvpDskq2eNWFVRedbbO0lCdRzAL8bgReMwUaF5w6OnWhq/1q3mRWXyZdOowYyNWxK20xNoV1kRH/+8WFC6ue2i5wtS2o/+wTgBnws/+On6kRpskVg4LSM76ZUP3jUXP+XC8aROV50YgjsS2oP/MsUMgMU7BpjOovdTflHS+x/X49g6JGyQU0UI+wluG4aTq5vPB7hQI+I81QDBFIz0Xl+3bLIU3TU4mvL2tJkSri33Kky+/XDf8wxKR7nrHyLWXI1kaeEoNtDEXORJbppByac8/H1xptUq7f8dejfc+cIt9/t/ng4aGplkFKs+WzKgmW96a++MH5FKVsxReXVmeb8eesWBqfxRCijVtNm6yIVcxv0GHSj+f2zXrgSj+Pn5q0ltRf27itth6bIB9FDuyYL6WqzW5Ta+46U4B+2en9M/9wRT7ULV8EYAZcvt73MzHaWZXePUjzfMvN/gaPCxd2Ejfb3K+3SPhHqYBvbIwNn5x7icKnEl/TCDaBXUSrubG+qbL5JsRv3BIT8ckSTW/hga/nZ4uvrcnV/aWgFoMj23XxuB3yQ/Du2qzHc/9UMqX5Xkc8pVJ5x7fYfOTLp6y5e1af4OsvSx+g0elZG0WFq2wWL4mdF+MmC2YsOcPR6LcYhVf0N5cjVxfUdm75w+r1/8RHZxlEfHobmaR0hkkmnRsTpFj1zYEvk3MrX1rTWtaaewZTws0jlyd84s4+1uqpDfC6I/+EsVLjaRPjZVfYfzf6m78+c2zKz+5sB2Q9mwRAAT+b7/WZHtXwev0bP5eQcSpdwW6fceubPN183gyOukP8UTf+EBM+rSiAkEhKtyQcruqhl+3YHDOi+/stBgY1+Ds55krFgFfXnl6+vzBtar5sGep7vtrf/ierWWRy3XnBImut9ot9fLTge3VGNwiwZXRSGu2vkF3iN9RWGy1aeutk5AwmnvlOr6T/SaS9dmy6vODxQQWF6UfOOp/W/7Sut848kixPvyt+aWSwsh8TlMzi1RdXPzHKylmpFD3X76ht6HlPfSijYlrnc7/POFIUXSPW05/IUmVDJXppPZvSFkeU8YIHtSzL763XEu9ouIDA0wRAAT/NBFIKIPCaJrKaF8Zv/hAdLrptlMg1qdpHa331pk+i/VQtFl1Zezy3TrwVFJXBI37e5tiR+Qbyz61uQWkdNMuqK+TWkwYb5W3QGD85eXrS+iFhA4a8GJv6ZUQMOfTIhatejxE3fK9VfJmiOOTjGffL8xmpZBaM31JylmqslcNmCfG9ZWTxDOJWxKg8DasvL1tEmiv8srcTfe0TNtCzktk+WG22jGMtnLdeLrmUqmSXL7v8db4RwpxoosiKtgibs5yyUk2PXBvv9BnPznSqQWttHVWifBRtlLxDLNs4u4JbT05kWnrmgPamM3Kg7LNPwKUvimcfD4wwNwKdApe+7I35K2YKL9gSHT4xtzLFkUYMssxEMZ2feH9T89zae0cTZTciPGp7zAi3hhhsFzzb109Qii5DsjgfyyXaQreIq6ML7X713kg/vXH6qOifCvX/qkOFBUoGSdrYK6TNRxnql2pLb6AAo5G4AjGCXWB+NbHUhTip95VvLy/altt4izttaNjAj3x1poEqk62pWUrrjBLpnGgf2ZqNJ1e47HddFGMh1syB6jsBV40VjHNOH/t8SVG0kVUmCQLip7rH9qWtjLg87W1XWg+a/M2rTh+d+lPWcnBffgkU6oui/OKCkWcS6BUUuYTFeEgapmvujh5WImH7xr7cr68mLWNNnKcyYt4f66My+5b5+Z4mSkgVhN67YyN+yUxzx+dbmqj9FPEDTqe4ZrG1kjN8//T50+Zl29gh5Xq0hLNrxz34waH/V68FLqlEJrOtWUTVwYLQgUa4spxNpm0kerKeUpp9kEWWbvX8Wc8zM397GHHVHX0vChkDGgyo45dui1DbLO+RCCQUCUH5U6KXbNHKsysLPD2qKPqTn8zGLaYNViQoZiVXTat55ddZ0fmVdWdes2YzP5KmSIcwemkDEmAlnlPYFxpCLMtJlK48bRjc2T7IKp0EHPqiKJ1dh16VNAGiiBLIuufJzTHhee7DFnUfZxODLOK/2uKzf3+QZG2rk89SDz9WSCeRMJ7bHxPutpARfYKifpZg1M3ACS22x0c8isHcov7McWyicnYd2fWd3lZT14n3NuXqXdAxaHELOaLrkfqtyMHyTWmEfDksxJLDk45YBHTKUxkrecVyf/EpRTUhWSWZ4BXjcZtF/AhSrik5UOK0ieeX7ooduSXrOEvTfZ/WQ1TPJ1qGKi3mcXIz50OWp6+mqqVfLbu4ZmVp6ieJ631OoIUrRy991r+4+9WwzZTaigTVSMYkeRchQeCU9g16jT7q3N4Z2c6ILu5+QXslQwAUcMlwfyZa7a6JfEuFqO91GHXdET1iV0kMKqJu3yahifqTqQp2y8xb3zwO/fhaUGRHP4x/+zYm3G1/4700UV/KEfrUiIXuW6Mjsh1hRyJk3fHmMl6oKfyTpL39bcDrFb/yxpy9HSsItUgHyOwW1SCfxLkI/Ul8k/cZEXWFxL3YvyduRKLIbUiDAQ2CEw3HLRL6yDFpjedMfuaFp498/mhftUOFqBpqGn1KAot8IGCUYsHCF2mCfcPhmDFJJcHckTaH1h3wgZ/e1F9ptrcwSymDiSxP/6WUrttyYZVT0cEcacvZMg3bTWmifuixXx9q6HhmvzZX+wFnZTpb/pWOI3384gP60SbJOLI87Ut8io+YfY2rTh3//HtnZUH5skvAbV9OZRcB9NwVAm8FRe4WMK5Jgl2EuiLHlbrEIOtbH73pvfvEICvqP4OsbkFRn6ox+vK7mHCi+1y/yI+NESqEI8me8oytMSPEI+2yXS1qzR3Mpsm+8lalxQmpPkYao4rEOjlNENBZG4UOmBC6khjNHr2ABj0VsOH9+oOrvZiiO2WncfLlgKB6+hS/fwwV9f3O7J2e7SAA8XAJlmfelyFhBPmPG2AX0Hcmil+5O3qkWy2esw3MxYe+DQfVrpBhDVdbzB/8f3la+nOKp3ThV+e+PueiaJeqt6g3exVlpxscuTq+rkuC3FC5afOZH7DJ0sG0XtqYU9gS7XLbgviKaSv/2jFf5wbxIKIUEwAFXIpfTlno2uuhUTU8OXTJgoTZv8REPKWYimsMxCDLQgn4xGf/bmortvmGJuozsiY9lbggKVztQ7egyJZqjA+aBOG7LbERH3VCS2VIg1qRIxdq0gLuQPaD61MYqc3eSRKd2UuQWalwzo73/RYTUWDM4IFdByoC/zBdonkU8E8FeZP1p1b92b7KQkvay+mNz++YcSmvvr+uieymQNRwstbd3IaEcxZBiNrp5r3uvNouTPrHrT8m50fgESqLbZzCYvc1yqgbNkry3cxbG+YURp6rdcJ6TQzyvOF9zRhonEZWGshBCyV/NWqnrSWPY0fSJul7mCxPEzemjXqNKfL8Pq3TYU1LfjTQA0cIgAJ2hBKUyZfAG5qly2SIH5hMSV7Z+3DonXwLF1HmmJc/GRScpl8R660aPv/Gui/e0USSMJR4IJmZh7jSZLegxfVVmD5mRTgDI34DkdWRGEtVI7NbG1lOvkpOethnFdBVs9l0sLHfzdSzXC1s8rStOHZpwmBH2p3y4gf75Fau1X0/eYsV59ecbdJnpFx15jnD/Toxno7MgESLdDklfEp+bHxI2ksj/fzSzKP1mUvbjvShuMsMCxv4bmiCbjzLWWuZGSlvxsKse4GeP6w7s7JY3XSatJg+TB4v16ZWT6z132lIxY0i1/bC+oz3VN/2HoCN9DiyV+xnU9lOWPxNy0kozU25VoDEMksAFHCZfXWlp+OtkZYJ1HjHkr3N4+T8254l1bO5z717UEB8iwnEIOt9zRKtTcCtfoyNaFPY/rT2nx8YJJHdJTNclswy48gW7nErEo6ZMX3+t+hhp3LKXRj8lnDFOyQ1ThfikVElvR7x+8zXcnnsK59s8dOZuid4K1pl+jLX6zaxlvdN3/MH7oyW5pSf33PzinO8/ezy90ilcArhQLuAv8tAwtf7YsNLZaCMwfX6h1VKMpw1M7ReYbV5UGSt3iiV7EuVs/MX31xzIL+xujOvVa25F3mGP3/s4sSB7pTrLlnNWs58T5Io+1SilzQjS9NJgoKbr6ua+nVmDHJ3tQNySoYAKOCS4f7MtdpdE/Uu2SP9VifYO++IHfVbSQxwWJ1+zZ5P1B1PVcl/uqMLEyjE39sUE/FZYfrSJGSxXMMxu2ks+GZQwvuOuAEt0fQRon08Jl6wv0S+zIW7h/4c2y6vtiNq9/8iKEU/NNpXNWzp5dVfZpZr2GFyF+UDz28O/THWJzPN2c+uwZFdZAIWl6dbkR9F540YRe2KjtjsrJyiLj/2lb7ryN79+1c0ioYvx1u7Em/nSXKLTapjpUlmqWzx7D/XFfnydKP22ubK+6p9nIfljSPnJ+0p6jEXVn79Dtoayhh2pMQoeV9AGHNy63emQPOSgn7kFbY9qFc8BMiPe7iAgOsEtseEbyKzxANyzKxwXVrhJHxxec2JVKXiR2+96U2pRNcSIUxsnwp3aXh6OYPR8ykIdXFE+b5bc7A3UfgoTcnctPiYBjFGSZtmjWe+l1vrI2r3/0SToh8S56ValVX5imVpq6SCQAmk2cJfO4mF9s8x4R3TkFCbx/i8SsCriMvYv+RH0mcdKiwPKLxk99a85+E5hBwSYa6Saps+9e7G6RP/+V4W7a0eTvPCLf8M/ex5Fd/mp1f6YM7AJgNrurflJ9IeWUFTwnVGJ1v9JLX03Yn7wEeuf9bvQY14P5uHeSIxIOvsccvrcpuXFpwQjbhKX4+hR44QAAXsCCUo4xABMyWMZpAQ0iswaopDFYqg0Mxb69+2SmhbReFBkE1A9sI00UMTuZDsqXYlcSw7O+pDTE5A6E1mJmj1mZXbyYHu+2we1m2yFFkUChuYzT95dO2+zYNT9auT1fIdS66tHpSzf7SB8UICismZXphn0Qjsl+jwiGQTW8mE8VwZQp/40Na/e2siV70WGNmgMDLdWWfzqSWmZKU8wsNg7TKs7oBOouyFZP9+0r3vm/1bQd3UKGV+kdutn1W7n3Z15vPv7hv1Uv/O7mw/UxbxCbaSsJFBzcNmFvmMO7PNwn6KdgFHL09cePCvsRX0z6WLP/Csyn9VG9pWW5jYpsr8VoWVC/VKhgAo4JLh/ky2uoNEayJR51fJKDTp9QpLXiipQabI5SN97cko2OMvp/++uwYtjWARHpQhCD2JIZPDRkGeJnsFnijgzCsjOGUcZafULYVKj0MeDmo4qL5Punm/USY5OO/mulyDl5BA/gpS716mHHd87k8dlE78tJcTg7RqOp5/m5ynHOpNUUf7aCJPdg2OetMdbRRWRtTV1Wv0rOSUn878yOc5U07kpbWnpt35to/h4Uu0Tib7nEJCy9D0tF0zXng3eVL1j90c/lQIMlbQ32VTFKPrvza5WmYfSvun6DNMtirapL2cUVOQcls5NVe5tPcZ+pedwJNvjOzp8AQECkWgU5WlMk+jEEMiPB3eHB3xODBGoYS5UGly6CBBSWfYJtz7ntglOXaJrj1qhDcZkBC+MyZijWO1/l9qRqX3P2ftNu3Yhz8+/j/VvP4srTxRPklfNbVeNV2C+flk42keo7Qrwb5h2w5HpuUmv13VhSuJHo87cGtMkbp0vRoSVVXNCUOkGH9EonKp7VhYYcDMspIIKyr+MHkhLv1svIdi2uLra6flxkVMG1Wj/2B/naE3a7O3tTK0YKaYyJgA5QYS8vJKXnUcSSdBVFIzyGzS467XOoHhTx+6Oa67I/WgDBBwlYDTMwRXG4T6zzaBPXdGWMwCiiDn8PbsERyVpxFSUVLoqlmpiKaeQ1IbJ5lc7cPvHGmrc8iymkT5fmNCwiJnla8oX2q3k0PviTdvluv4+UlaO8vFstHqhRVTjNsRLzD3fRRd81K+YlVewle2qqyGLGKK5Pb3h+G3iU/zyHQzrsSRMJcyRA31Ebg/yBnKO7tqluQ6Oy+SjhChYszoRLXiW3+9adLHjQZVzaudxddXL5/w7/ft7pDlaZNE8qOSs0W8GJ16eRZZnh79Ur9C9xlbaSWW4H8t/sbhJFZz1ybNZ3TJqw+QDgTcSQAUsDtpgqxHBLbFhm+0YXRUKqBsy4rFhYfH5kY2mxKlqeS/eBvM746o80nT/NruFLq0sorn91oF4YfthQwmwvB2ZJPi9JztWP3Mn0oMkg6JUlUV4m7UoSBfVxJqMtiu4p6Sk1Ouu573pIzISKeYT+xIMJCwS9+TfewQD0RveVMT9aAXWY4XXczc1VZ+clK8/IbaKcqqSTMvzK+cmPclWZ7W/r3xnTEPfqT0LDuVJLUISc/YOuOF91InV/1oUkH1s+bX6RHhRdkwo9TRf584MfUncmLRHnkiuzxrGbgHAkVFABRwUZEt53JJyMZwYn1UsSexvC1uFDTPVyWBMvgZf23obaUpe2CaZWZefRCtglWcsINMXS/Wik0bkle5gtINckkjqZXbnrNck7S7/XzZBPSX7YW0Ly+sOpszP+cz5rGfXWp5FB86Z15RPYvBUywCXkr2vptHW80tSfxM0UDrCIuFBUEab11vEgNbPP+4qNoX5a49MV+X4iEf5WW0dBted0B7R9v6/O9vZkz6Z5P8oa96EMPzF32MxpnzK77Fayu/v+zT+p/WLUgOtiqr8FLeeviwlpgvIKQLNY6nzXRgi7BZ0wuqC/lAwFUCoIBdJQj1cyXwa/SIK2YkrJUj/Ll47F6uhYooUYppb45Yh4riU5Xy0XKrrc3Yl/r1z9lc60pa1oO2kFkfsugo7kMt0mZbQs5ZPt9nimohtfL/Zi0TXqt/lH+GqRfrmbGIttGeLcPmPDbIylou6z1lx2okxw+yphXHfaqdJhbAguAnZSfuIsE7iMHW+/F2IcSKqGlkCvyOP+JvvhW8dHfXoMgi29dfcnn1KnKC0nkfndmp/XeRz6Jra1eR/f52fwd6NzYw0u+VVtvQF2OTLxLr6d9H1ezXJy+GEhsdSpb9yeT//5fo7mPxs3zFprLjG706Oc/l8Mzy8AkEXCEACtgVelA3XwI6zjaSRKYyqzG1IN+Cbs6kES/jBfTIyGn+zXVLLRLmsI/J+EXOZvys3l+R/wBVjQLdc+/DUS753hLlq7BTRFX9d0XU7PseCY05PM5TsWbduS/HWHwtC6QpsqENOk55JbNMzs8qnYbLKCstNVr1f+fMK+rnw4lD9UaEIuRIGC4aaIntHUiIiP8lZvhcEk/bR4f4/iRYVQUPTG0mPsXRPYMiR77yyk8OG7g52v8kT3aIwmILHVWj3wRH62QtR1YZzky7u/G9sWR5Ok0hn0piKjcLTc74aeYL76ZPqvrR5KxlxXvaQgcINJ+cNf3oCxdHcYyQIY/1mJ81He6BgLsJgAJ2N1GQ95jAvvixBjPGEVKM3ugasrTYfBQliATBwsJjJZboJZ9CDLJkxH1lfWbnemii5hF12UPHU6/tjh2WbeaaWcaZT4YjO89ShkymiRYjEbkC043fJKvYX5dcX/to5n30/ITJZKkzXnXfY15ectVSVWVihcvd2LvEpR8DeckvKH1nTPh2u0Ad9eBQZM6yO2JGrv0pZkRYKubqcYJwkEVofq3U2IzeQZErXg9a8lLO8oV9Fk9JSlYrNvkZjNP6Nh/8QmHliPWm3xaXp79X3PdR96d44byv0Thjfuij5ekVgxv1DxPLkIApnmTZP1q8f3xt3sxZfc0jJBnS7sQg67XH6XADBNxMABSwm4GCuOwEtkaHb7AjfFLO88UWaYgT6OcliDqd2RMxznKaUr7NW2/8aCg5P7grOVqQKJAh5BzjN5zx9c2Ul9sn2XdGegVjE11q/NNMB0yPfH3Xd8ta1uhnGsIYJJ2bN5mZ65IoORv2ObIcWuQW0Fn7lPPeSNkiJBi1El2ycuaJz+LRhz/HRnyQJlAaGzltisG4jxembhCjrX3dAiNzHVducvJLe+gjG84hyhaYaFqcXzlH88iPoDUTyfL0P0EejUi86Y1keXpg1Yfp54n19P7ADFNHykrdzSnr+KnJ39uU1v3yJNnKnHnwDATcRQAUsLtIgpw8CZB4kMOJQnz+jeCoUXkWcmOGHfFhAhIe7+uJonerZW/aaYoLSLF/qUR4tlFAo3dFhx9yR7OdxKVjEoYyVUVOKUwx/maVMLH/eHu8nVP26RNTdthV1p3SZHZZzjzxmSyHBvK0a2Eoc5PrTNru6NG3yNGSXxBGkR0qLFDmVVc8bYmEu5xPlqd9DZjvS3yJvdQU9ePbwVEx4nsWY2nnVbeg9E3Hl6eSSGFjvIzm7uF1+7UsqLyj+cvIaVPav7/9KHN5mixXNFHYrG1D6Li3p+SyPG3SGMeQH0XBLRrMmeJoG1AOCDhDABSwM7SgbKEI7IgZcYkYZK0nbkkzO2i+DC2UECcqYYyDSWAJLmuVCxdW2ZJYj889bKa6HoqHP+6IDV+VNd+V+9Bky9vi2nNwsv4dzAvSGC9Zl2/OfpltXzFTfg6yYvwAAEAASURBVEaIcTxlo3yIQdZT7jYSE+2NEY7NLFtSn2YzNZtEE6HllNShfdht0SPX/xgb3jAdo7o8j3+XCWhuJZ5O7RMctVI8LrEw44i8unq5npVe9tZb1xemfkF1xOXpyf9sUj5Uel+jJVbKmyxPLxCXp1/4YLW4iiHWFw86sPiaV8qSZZPCOk2GKFMFQYV8pwmAAnYaGVQoDAGjGY8SMLZ6IPtTiqcw8vKrQyOktPGY2BQ9ucTQmA90rwxJlnhlPGePfvdJjut3PjpbiCiFRGiqFuvFdvj63Nc38pJ6YZ/2T7OfZbE0hR3RuP3kbHunjE6qwG4OQ5lXP/JLF32DTQI/Uo5ReMeQxVXyK5s1T7R8/yl2xEfx2BBEth2m0AJ6w4ccdECWpw9210S+lbWsI/epnopBCrOt0qiafYts5YQTsPymn1/4HY1XQ4NMuk5ps/atFp1yTlyeHlWr74fJlS0jyb68QfVADQZZjrw0KOMUAVDATuGCwoUlIH6pWwQ0SoZQn+4BUU0LK8eResQCi7EhHJ9ZlszC/BUMRQyMhCtmtdBdbrOxk178yG1BQrx1FmJ9hVGSWtF++cXVj/eeM9vP+Xn83ITPeKk9WRHjOS9rHm2jgki0rKf2I7OWKa77HbEjt5CTLE6peWaRs20eiJ6YvDlmxAKyPO2nx8LHpL6cHFX5PbGejusVHDk6v6XtrG0tO7/ibLJK8aOv3jTn7cafVsqa5657YoDly8nt8aLxl/bOxn7i8nSqQjGFBERpFJqUseHd87dSgmUPL0ozZD0bN5/R3l3tghwgIBIABQx/B8VGYGvMiLUkQtY5lsFriqpR0TWGBO7HVl64IrbRB2nJ6QbCJnLCEJdGMR8svL76cJqC3eltNPUfGvZJI3f0w8AySCeXGRddW3PUUXlWf8sQWi/p0rz5zJ6ZdXipUNmusukzn0v6U09cksjpVu06V4gsdGjG7dER3xCf4iY6SqjDI2EPK+A5vrQkhRwEsfr10KgaBY0xwU85ghwryVVKc49BVs72iH+20k4L97Omz7i9Yebku5vU//p6vE/ST9dJiW7vxSZhRbJszaf1+zXMWhbugYArBEABu0IP6jpNgCxtDiZf6i++oVk6zOnKDlQITY1tKO7H7osPvy4W5zXey8mSdHVyClCPA9HDHu3L/u3j9T5H0VxwsmW2AyILLCKz8thOo2xf4gVVOn588lZOad0lS2S/zCwrYD7ErrJnZD6X9Kd4nKEFoeUqBke6YlQljkM8KWtzTMQnMVI+wIrQZPLF092LQ1ffDIo6Qs4pznNLYN2xZYmJKnasr8HSI6LuoCbuZPJKnyEqEgdaQmH6dm5yI6+t/Y5E2Wp/O8Szvrc8eRVtZCryevmZ2eLydI1+fXOrA2lAwBkCoICdoQVlXSawM2bkRTM59ECGhHldQhYHuywwhwDiA1yNhLMSdTAiX+xziK9vLxNPv/Zb3Mh7mUW/O7MsI10hH08iZLUdW/2TdzLTC/uJERfImvkjztY3aIzjsZXybx42Z65YFwvYn5NzxRqGsqA+60zsTEJTFsBTbgkpevjeyLRfYiIW/BgT4a8ThA8RxrQKoW/f1iyNJyEvx3TyWeqRs09EEX6pYyU3PPXGb3LmufIssXlVIcf42S7s1GazF8gpc/mZ1RdWXVk+yOJrXXnPWgkZGaZ5aErGmlnPv2OcWvVDsJDOCQyeHSYACthhVFDQXQT0lH000ZB2lqcXuktmphwJwr5EAVu7aKKGyhEapkPCmzvjhj1lFDX7z7WLiE/oVS+zZXVm3cJ+mlmqlYDoOGfrEyvbmxYf81I2RTYqrMOE6sQ62kOQWrIHhXBWqJvLi2cJG3hhFIkTPdLdZzzviI34lgT3aJ5KcbXJO/uVhNWa5c0KicRoa03nkMU1sw4lUS0boDTbKo+u0S88a7or94yZqkj8rh1e8jcEm0fZGZR6XPbyryS4x1tk3/+El9E0/T/r6W+Hhg10y5aGK2OCumWLACjgsvW+noneimEfydLmaGKQ9VaPwMUu76mJ1sStX1owqUlHbRUSdYuIRbyKzLD1GI3dHRPxe17Q0hTSYcQgSzHxxY++yKuMI+nE2jfYLM1+FKEj9cQyxy5MHE2UQIr6ofd8shwqM0tsfztat7jK7YqL2Mwh4Zycptz+g0kcw+6Ho64RRdwv1Yz9yfL0JGJE18Wbp6+8qYk83i0oUtyHRaJxG4ks9rOPwTjvvUbDQ8Q0Vy/GJKnAU0Ku7mK5yRZnyuQH00hJBtvrlFfFBOLG9Oqfgd5hRon0K4XN9m7luNTTcyq9c2Bkzb4Dc6sPaUAgJwFQwDmJwHOxENgSE77aRk4gkmFmrasN0iapH22nxqn/8PwrVW4fZVHa5EZyus+v0eEr8pO94Ob6YyRe8C4fo2nokAYDGuRXNr88xi4ojCxtz69Mfnkk7OFwiV7aBVECf3XrwoT8ypZUnoGniEEW6tA1cFmnouqDaClPgnss/CFmRAUyLX2f2NJxaoy/IWcUJ76hiRx7iw74nMw6hdB03VOhMgvTJ6kYhhKhGGfqnjg9eYNNZTshT1Z+LdZbdWHVxc/vbhw27sEPVIpCMdmOcVjFZN1K4sZkmlYZlqedYVsey4ICLo9vvZSM2SqgQQwWXnojeOlgV7pEznE9duD2aE9jkHGwTcJlGMw00nlZ323eYDaxoM3/+sdf0ZejKF6TaHi0D5t/6dxzSRxo2ixjUnPPLTiVhD3czMlte0g0KaIPSuclhuy0CMIqluKjOlVZKq4yFOm1PSZ800+x4a3SaFSLLE9vJ8vTM+UpwVf+oZ6P9zGYe4khRV3tAJ0hkZPDL/5xVo41wDCcMTLPtwybNTpr3Zm3N8ya8s8mL7I83YtssRxXm83TFz6KPf3B98Pr9W+ctSzcAwGRAChg+DsoMQLbyLF3ZgF9JxWEBa395we62pHjZyat8kuXXWEU9l8Eij9FDlZf3K7yImOrmnOXNuw84cXc5G88uSIhTS6bQOIDtx1X/eNeuZUpKI0oYKRj0J8Flcsv3xRgmEaWQzOatppeapcvrRLpDPKFoZQa0fj8xuLOvF0Pwq8T6+n+sTaJrxkLE/SmADZDosSBqdb93YMjP3SlLYqjniOW5/eclXHysPayxceyXpLKzgjrOr5izvok9vRWcXn6D41nXSMtjSLhLt96IS791Jzn3jkwqkZ/l35s5mwLnss2AVDAZfv9lfnek6VicRYh+EpkTgd8yG3wZOYRKtXJDh++Mf6dpFpxFe0K+xzazHzodT3gjzbV529v1GZa95z15vy1YT6JgvSXh8W6IWdeQc/vNxnSlMxc0X255lhBZfPLP3VMe9akMcxgY+Uza3SbWCG/siWVt+v+kFQjwmNYxI/pUGHZ88XZD/G4xC3REYt+jAkP5G30Wg+rSRHKxG94WxOVRHyKx7YLnu3rbH84KfeCzcOerwV0XjK50JSRZMvAqrrnk+e+OImIdnnqvY0jx93/kUpSKSeRWOR1Q1PSvpr9/DtmEvJyKjl/Gr5/8wJcTtLhD6CcvOjSOkwxqD9Zih7NIvR218DIQu/DZo6PrOGKfqaPDGsu7Zgfc+Ta+BkHb4/xMoQaB5EF3koedzy3tqm24H7LBrOINe2TL0Adyw5UWG2qqVU+yvMLNbONrJ9qO1eDfLGiw4e1hd4DzpR38vjUxZyMj/OOVn2emVbaPnfGjPiehG+8qKaFeSXVN7Wgf8BhClXk7yIkM99kEJ5RQVDGvhm0dEOX4KW1He0XOSs4mFPa0h0tn7XciR3zdRZf4yhpurR348bTm2XNy+1+1q31s6fc/c4nzsezC4/wUbXFMk1S6TYxg4CrPBMABVye334pGfsv5GAEor2uKSi82tUuEQXsRY4DfsqV58SJSasP/TGudmqlxMaIEY5Jk+QL21VWGVrXnPtF/dcmV5v3x5qjGXLZHrXZNDrzrFhH+iI3WX1tDEW2Kd1zmTWGcKle9lHDV7X13SPR/VKMtGiQJbz+elBkR/dLL1iiXYqq6aXSHeRdCy/R18z3KM7bgtFnFCW86imgS28FRZ3tEbzk4wIlCdjXLrMW2ujt+Jmpa+1K21l5GutwZLd519fsIsvTHf4I8aid6MEOKrCPUOCZJgAK+Jl+vWVncCaB6k+sbGv0Cop05UsJExkssUT9J6+Rnz826+yhG+PeS38pNtSu5KZTFuY9n5u+N9u8NH/X8aBKewRikBWcaHZ4dqc08xI7g015teds+pm90w/Z5NbN8oTcjyx0Vl5RlN/9cPg1smrxtRLjqDC0UlIUbeQn08bgRpjDl3SsdIraaHm1tepaw1+iwxf/EB2u0fH4LRLHOU0pUGvJ8nQyCe4xTowFnps84netJlsUD3LLczTN5GccwhglVVuEzR3uaB2x3Oozq69GXl3j8g9OZ9qEsqWPACjg0vdOymWPdsQOP28hAftlGC/M6wuzIDBtg754ZBCzL2ZogV+q53YviDtydfycg7fGeBuDjQPISU1B1D2/qINsbSGG9mw36qX+nQtqT8xnrRzFYfceIWh6Tj+FNjHVm7Se1s+RPpREmQyKFg2yPEKCLGOLu33icV3BzNL89NsbZxlkkhSFxfp9Zh92xA3fTGJPd0gT+FfI4Rubya+D6V6Yj+kdFLmxc/CSOpnlmvQZKVpAS7BEuJOZVpjP08e0F60+lg2yNOnc2l0mBRdGBtQpvwRAAZffd1/qRp5kM48hncIKWiiUQZaUtj3PIeT0bPT4qUlrD98cWy+jUkJ9s5T64ba9Mn/NWn1nm1pzv8p5ZGBOaDTmfGQ27mTOdFeez22f9cBcwThHHqOcVbfPhFxnb67Id0ddMa62nhc+I0cWjusc9MVz7pDpqAyJXWDNMpps9ZOQZ7Ssl9JiDZr84kcTstbfFTvyj59jIz49p8CeZgqNozFu6y3QF9/ULL3QTbOkr80ur8xLBPuFzfMKtQecta2U4LTRAhbs3vc9nLIfyCoD7ssnAVDA5fO9l8pRH04cF2fGaAwroPe6BS12eg9UwlMashlb6C/U08dmXzx8ffz7IX6321bB9ympCQ9S3/K90ab6gt8atZjROzdoRhnVGnF5L3nnVseRtA7t+IWclE9W/lN6DbJ+jYv4hheEVA+K2+DImNxVhrh9UQaWfmRoN+POuiMGlt3vYTbP6tdkSJWcbdy5M8KyNTpiCbGeDs4Q+D4Yo3g1olYH3fQ+KwY+aRcQ6bLF+bVdc1PNPubRkjTpW02azHQ5slvOMcDzs0sAFPCz+27L5Mi2kuhVZOnwDzlmVjo7ABoh4oqCnY7JnLOddeeWH6mAUve+arqIaU3CMhJ8ydfznvonoohjWtSbM7LSx1pitP3/i4ShrGiRkuOA3XxptVreGKQfIUuXfhLWcWI9N4t3nzgs/EVG36rHfyEj3Sc4d0mdqgyXiX7XGQx9JbPEQz/FGIq8gYqJui8y03L73Bkb8cuP0SM6x3lYm4m+R5hDsgoMfkhiT3/bTbO0bm51HE07cXbSarvSfpFNk65ztA6UAwKggOFvoNQRsAh8X2JlW7dnUOQAZzrHCIKauJYUuP/riMxbgaohPPnf0TTh/ivEerpBauW0eojm98tSZfOrHFOnta45f0WjdtqXGV5QuhKGMr++nPt9+gES9nCbMs5zaX7lSjRPwMEWhFJYYpBVHBGyKvhaWxIjK7Tp1IqzmeNeeXbllTSZbJraZO446aV+LTPT8/q0ye2fkbjbUo7lHpoFLO5ht1IIfKe8yjuabvQ1DWIMkuotwmZDsA1HoZXzcqCAy/kfQGkc/ra4UWctSPiRxWhRx5DFPo72UYKxJ5kF33a0fH7lNh1ffjeNZSepzdZ2n1X+oO05Ev3o0I3xH2bUSQy0KWxTKSvu43HL6/pl+gXmttovKD9ZruTpggwTGRNdo3HraR+5Iqeo6pIlXX8SnGM+0YlKEoB7SVG1kylXyQkvin7XOa+Zd76ZRk63SmfN5o0587I+t2g4+yuiJBtxUvsPJP2vLbEjIonRVugPsRGzs5YrzP2Z41MvEIOsb2XpsgUNOmtdjuxWmD5AnbJF4Om/5LLVf+jtM0og3UqPxoicFcvTix0dIjHAqkqWr1MdLV9Qudm3NszRs9KHKp77ObPs2a1zko9c+2z+wb/G+uoqpn9iRwwyPdQMbVt9QWzLunNGh3XVKjLLuuPz0u5Z/1r8TfMUsYq5YV1H/6+984CPougC+Mzu7fVUQsqFphTpovRq6F1BBEWlV0FIQu+ELj0JiCICKkoRKdJ7URSQpiigiEpJLr1fL7vfOz4Tk5ByyV3625/8bndn5s3Mf+O9m9lXvJwh05kyQPG6QVCM74w8WQb78mN7VAlt7Ez52WXJDRY3UMDwqJ890ljJm0qjqdrcOsNnPVsKuxntliwUJ4nfSVNpelDCSDiNJGMVnVP9wtzTVDXYUm3y8ghpoQwJC9Mntim7BFABl91nV65Hfjp+klpHhJnwpT6kr2qjve9Aqxkpo3EmGINE+g5EyPKYX3vYvOxyn6fRv7XX3CHamvGteZY/KU6RrPC445LUsdHKT5p3X9wge/3CXhsMT9aAxW6yLLrS/MLKKIp2TclYDr5AJLyF/Wt/dOASiPAU4crTIlU8MoOFAz9gbU7zWflg+0mtVHzWzaBf/nabidUz12nVKWS4NE46XVdVO9y2m8GL+Bd5kQV2z517QMrCeGMlwzRJsuStNm0WN3eudJRW3gigAi5vT7QczeegOmijhZD7Msp/ZOe0fCwCn2hnXbuqLft/hKxTYGW7eGzrsY0yN3Ix8U0sLEt+uLDsCsSeHh5TL9bH7GqaB+8X+7vfdf21Y73V51u3WzQ4c5vCnN+48YlZ760LlCRzo1v2CCnSFWZBxufu/8JzUJ8/FfNerK2dThDGc4R27qcKd3jOuY1DYrLYkkY9zq38sYdihi0uWe3Y1I/T67TuFNJGHqEMB9euhZfPLTxgu89YGB8IwgF/Xs4/bElBzErLbXGS/RGynD8KlFgWCKACLgtPqQKPUWMhozhBaN5fFT4yPwywHeoOGYXU+dUraPkDd5fJsK1IqsRos2yHK/QWL9gOha/7/x82d5SLP89efe6PaZW1NVKHwl2x8pHbV51eWB3TocnyaS+8OsMlvW5BP6+eCzkFX+qHJdGlJ0KWRGCrW4mQkczgUFTgCTPhv4VkDeEDydfwOt75h8AI1UAJX8xNsi0/L+R4XuWmN/SYCQZZL3eZVw+U7yGTp2HLj98tzFidMxYqN7uYc1xJ5ya7IPdN3sYxYi3XoEOz5Y5EditIl1i3DBJABVwGH1pFGvLR2MAfYZ9wr4QI67t4bHbLa+4soTKrRfRPXnUKU/bl9Y/+SJFJ5oFBVpf5tUa8ki5DZrRILCLGkH6d+fPH7xd8ef7e9LapdZKbCBx/VJwqXVb1N5/4Vxp+sLVZt5CGmevae27yMc6CPLRNwCDrHXvbFGU9+OnhB6vRLO/ckxg6gyHU1aqKWl8UfZs4pp0giOLzkr30/mez9GJxGms1b3WNcj1qUppPXLoyL0vuXtilYM1K0zMxw/OSW5CyHy7Mu27wMO3ikiVrGvef5l2Qtli34hBABVxxnnWZnWkqsUyD1S3nJjNkWYFmnlCnKuv8wQWJtolJeJT5vrPOl93/YrlWIokW88YMgyy5wUotjPB0+zW3fq6eDbl9/reZI5OaxnibXM1zIfxhX4977rcD6q3+vm2HpQVSpFdOhDw0eRtWy6PlqxoMDLbbOjy3sTl6X0QZTyKQ6MxyTkcE/gm/SFbCu/v3elcNK9QPjczysp/DslplEEMwynyOaKX8vbtc9VqUs8Tq/I1Zciw3GBiitMUPtYr0N/MR41BxYvUUm9KnHn97Zay8HRKIjcsdAVTA5e6Rlr8JnVJPfWIQmLnwpT48t4AJnJU8Dy/0DJBjNd8v58ISgrjDbykNZq95tYfMtclgqMWNswrX7JFnC3n43c+z1py/P91bUz31XUjkI8j/Ue7oWGd1bECTD6Y1HTgzz9V9eh/RLjGrBZbXeD4seYMsjgiQj4E+84NnvzpwATyLaIWF2J3UIn1++X3awlDqpSJzfvV+4Z4fYIKth1fS7javl6zOwlaus7SCrWxy4/jqv/KT40j5b4eWx5g89dPAd/zttm1Lb3YrR+aIbR0jgArYMX7YupgIHIiatB6+1P+SESHHaEciyvrDe9pCh6G0Zxorft9+MVUqOe1mMC0Z0XJcfaOE7SAykrv2tM1c5/KlBTsv3JvRIalecmNBzB8SpXLL3G/4xAU0+GA7BPfI08jqwfENRoOvPlCcLBnbvPt8p1laZx6fvecihlRmaM7JDPRUeA/8snu+pgp901559tRjLTybJmGybHtnb9eu5bIPRRqurcwz8V2IE83UjNZ/mrmOKI2rKYj4Ivuhlrmv73+a97FZYbnLJSo+yXwfz5GAjQAqYPw7KDME9IJgS1nYOqdcrywRvEABxxX1ZB5WVgTZ+qgRpw2Fj+dNDoShvH4q5DeIPT36ScMYL7ObcTZjFfWE4B4/B9Rb9WObdkuH5DaXy2dDToBB1nF5jGJDbnWK475VILXA/zctp74ORwYdMRH+sIwQp0Xxgt0NhgO9qRdxv+XUp+1em3aL50kSJe/qqmh67rsUuitZIQt30xl6zaw3rEN6Gy5N7G7lrE+TOaTfK8pPo7d+JKcVNWnffHmBIrsV5ZhQdukggAq4dDyHCjeKlVXfEpY+9/apaQ1H9bZ38oeigr6DPLT7ZAKzPqDyh8rM7cQChTCU5Enme0Vxvv3q5ru2PLSuBmNXqZF31cpZWJg7dvxxaFXad7dmrz33+zRfsJ5+G14bGhWPlZ93emFN3CtNVkxv0P3Z9716VcoMVidqBgZZTl1hFmQm8IOnKjgF5aiAbXKgwGaQ5T7ALyzXd/cF6e+v1jHtbfW/uLrpUk7tWnZaNEQaJ5+lqaYZdeVcyNP3u8v++DxQz3FaN715U3obTstJBE5ITL8u6s8fLy64ZnI37YYgIGtbDwwp8Xf3RT1flG8/AVTA9rPCmk4kAF+KCxkidPBPTDmy5Pm3E+fWHT7HHvFawtoMsqSVOHOWL3WICOHCUvLAHhmO1vl/HlpxgsxsYvUSNlcFVJh+wHp694V70zsm10toJIitB7hU8VK/P6tGBzRY+VmLjvNfTJd57egHfxu89OsgQtbaJv1C3NPvF+cnOOR684TNddfhhDroDz0h68CCfRLkeK7v6NiUJr6emcn5K6tll5BWigjFhzpfzWIwfMswlLP1mSqXjpSZzA1m1x0xzXbNGlhb7oYiff9r6yfzkVojYRoVKMv9Kcnyd5u5Dp5XPAI5/zVXPA4442ImEPL3jsVz/tklfeLpPkFkFW55pWqXrar2Fr+kxpB1Y5qPyUicnn1Yx6Lef6QnFNIR0ZGZE6zzAq1l4Yt+Czp9PEZWPAC+xIlrirlIlN+1k0vunP915tikBmkeJtieBnPr7m4PKt3qWG/V1bZtlw6zjUNcx/qBAJEwlVHcvPRxFecnxIF2tRA+T1eeA+rA2Tylsa6M4LBBlsJo8bCKng1D2bRbSF3YMThsqGTcduViyKrsDFbe3fa1Vsydc9fpVw5sPcrTKrHWEmlFV7LXK8rrW4dWqQ2epumSROmQlu0WNy3KvlB22SGACrjsPKtyOdJ1v3360exHuzo/8HFpo+O4PTKrKaieOuXWMtientpoVL+cJn1APXmlRSCPlAITll4uCEJ1M8k5RGF6HWd+2vLQxri57JdZzbMHtxzt40zZmWVBaEOdbXv6/B/T/dKeS30LytLkT5TbYXs6Qbghnaz1T1sKVrbjbUooc7uiPre9j4X38VITY/0nv74MhJ8IdXtDysIB+dXNq9wWhtIkorCo/u9o2TOkiqtadtSqMJ/+8fLcoP9Ksp5FeMlmszzP1I03f86LhZcILb6/lfSRXLo2e5NVYflDkSj7KP0eflZsAqiAK/bzLzWz//DWtsshf+0YPO3JHiZNKl0AA2tfJSH1wJLn30maV3vYU7efzIM1MhCIGOr08wv7v7ESJb7ODkOZub+cziMriYPB95ipmmrN+CGQUz1n3bvy3YKvITVil9TayQ15Mb+X03GLXf90/5RANgRlrGSDs/qxR86PPpWqww6AcC5iSp4rYJusg+rgg+A3dERCaI4W7Pb0Z6sjNVkZnpKM/kD5ukqiJN9YRXxUfK0nWXx9s8v8+PrWnxIV0s0eOn0fxirUsCjM1ux1iuPa6GkcyWpEzdq2WD6qOPrDPko3AVTApfv5VMjRLfzriyVz/9kpi/BwGQfeIjc9dbqlq6q+xS96fsjG8c3GP02cfjAy8KyJCgcgZWFoQI3t8CF4QP7eqOIE9sWlTx4nyWUzvTT6QRObjm1ZXH3DO867F36dMf5B+1/djR7GGeDumiSNlXWBJBAXW3YN6VYc42BF5DnQYFlWo3n1qxX4mfCOvtIAVdjqvOrlVcZQa2Wx0ZphgCWOkWyDmM6eadWSBt3Zu0mTV1tb2fI/vhhv4ER6xszIzYqiC0OZ1zh++GHeFbO76Wtponidvb7fecnDsrJNABVw2X5+Do8+oEaItJd/aB+HBRWBgLV3tn0y++Guzn/5erSC7emdcrNpQp2ohJtgPX06uOHIQUkWYToYZCkqGVPXQxhKuZmhD4tgGHmKXHNnW6hWyv3jlaovdj/Ph599Zvj+5uz1536f7q+tnjoKVoePFI8VBzrWX32nddslo2wRn/IcvAOFDG9VwQo42V4RR6OC70FI0TAJIYG9/dbXs7dd5np6MRNABSbCdg/y+m7gNKIOumr6Prb3q5nr5XWeIJOPgzCUxE2crMirXlGW6f310whPOcUDdzTIKkrQZUA2KuAy8JCKcoguZs+3PATm0JuqsMj+/qHBtWqFw3dk6To+vPHJVTDaenc6bE9DoP0FsNptWy0xbU+A4totL8mjX2D5OwZGzJgjkvJ9H1kUM0uWc8MgQlaj4MajJhSFfHtkXrq8YNvF2zOHpjRIqmVyM+2WJkgW+9xWPGrXfNmaFn3nPWePjILUeRqGkpCYgrTZpw6cbhWERAVlCmWQBWEoq5rFHN/qlcVzuGTxME11ba+fjoXcL9AYWlbdS60MaRwXG9K0aV95Qdo6q+7V4yERJk/jHEmCZHjrDouf7ug4SzbKKVsEUAGXrefl9NEejpz8WRK1vgxfjOekPFnVXCekvOEX+nFhVylOH2A2gYv/tG1P75I/8XQdxfDC9edMT1o0Zi+z3txDvl7LiAw3nWzNivQy7JdtlxLl0m8rpRlWD20xsVKRdpaP8Bv7l0f9cHnukvNv6apqfHXvs3pRe5ff3e++8uLKw827h/TIp7ndxRKBt62uH9vd4N+KsAqeCO/u+/RVrc/RwC4veSKLIL/v6d4TYmHPgby+Y346HXI9r/o5lVWOMbYUwH/KS6tne6d57MypTnHc+/76nFCrwvpAEif9sDj6wz5KJwFUwKXzuRTrqI5FBv/8TVTQkGSBUYGxzAIRpQPdKXNnkCrs1Kv+GwYW62Ds7Gzdb1u3zYHt6ft+ri3TONk3Kl7N1o5IuQ7W02eCG4yCYBbFe0S4KaeAXzPnm6YrVmOoXGcZEsL/dHHhrou/zWypqaXpCPZSca4Pld/A9vQ9iBY1tmXPSa65trWjAP5GPGBF+qcdVbNUORgVtA8ilxxVEKbAiieFk7KxyVWa6310S6+cXbgni2A7L1i9rDYvEoQkhWy7u1b/WnDj4e3tbOr0akZP/WgICtKqTatlw50uHAWWCQLwCg0PJPAsAVu4RwnPTIAv2mZWKkSDYl6jptaPLkdMsdvw5lmpRXcHjHs2+nDqUSomglcYjXKtVKwxstzKJX9+vrToes0qeWqDUTO8U7Uf/OOjaGWzus1aWvJXzXuF+EoSuVGwffseLAIhH67lM22llE03T35Q4AAmg1Sh3/ICuQo/3JYXdGbdfdc1qESZnw0MXb0/MjDPACwv9Zn/ojyJay1OkrUQadkRJm/9zovX5r5T0D7T67/y8vIZojTx4rN/TpMurzEYPKTo9TmPd7ZLLy/uz46NVn3NGNiu0U3Sqt7ZG5KvIVlxjw/7K1oCqICLlm+Zl97HP/xFOU+miKgwGIxueDMRvkjj+bCT0VPulKbJdfNZ7e3Jcr/qCLOmptetWK804xCIftTZyjCCViLeHush/XjTtS3XinrMIbWGPBQoSVj0546mRd2XA/IphLAcJE2QBkFUqCYWmeW8wcew8erpkGP2yhyoCrsJP8q2H1QHFmrF/7pf6HoppRMSidDYFjHL1m/rgcEys8YlQBYjaygysN3BvaopY2UUAmfRiVIlbi6yJJJQRVP5woW18faOM3u9zi+snc+z1onn787wnV5/1EhVcurWKDdF8Kp7n4Vmr1sc1y/1mlu90u+ev5vdzTsu3pw1tjj6xD5KDwFUwKXnWZTqkXSvss7TlWdGgbXxTNh69IQv3wtGwmz+Vj2pUFuBRTHZvqqw0WBVszqJWBrbUhhOaD6muXeCYbzCbBoBQRioXsydjXeR7Fh/e/vnRdG/TebkF0d2rJKoOxftrhi/7tetm4uqH2fJbdZ9bgtFlOsY1sgOFhhrJBgHrTeotLts6RPz6gNeT0TCVsj0w+rAQr9Hff25tXFapflnA09vw7uw7oxJVAvSBBoJy/9ikfCnTD6G23IhJZp57HOO4wV5e8MvdM6j3Q59Z3Wrtn6hSWnuceHujNa2+S2v8fY5RuDbz3q0G15Nl8zRvtnSGdI4xfLk51KaXbsQ8nPJjAJ7LQkCDv0xl8SAsc+SJ/Cab+hQCUPfg2+slvA+L9ZMhdWJJm7zhbiJJb6F9oYq9IpA6O9gcTs8M6n5tYfNk1jNMxUGk1InEWuNItFKm0FX5jrOOp/zwrBv5SZL519qKvz3nvkkT0XmrD4dldPw1Tk+bnGKkWLb9rSVulhczJ8bfIybcrMyfksVpklm+D4nIoIv2Nt3iz7zW4vipc0kqRy8d6XtYPXtTcRWFp7XjwYP3S5jJeNP148sy7J136XBB7fBbahBPcn9s9WSU7tOi9jj0HdW51prtkJYz5QzD6dMsY076KWRravGaX4EI7oDy+5/8bq9c3F2vU71Vj/gqaCGHwYZWZuc3QfKK30EHPpjLn3TwREVJ4FXq4Q2lvAkmCP0HQESzIMy3qFjaejRJ4G/Fec4MvfVwze0uRvDXNDy1t5Hop9VDjYDLS+d3hac/+n2tEbM7YjxkHzozHe277aeUKtBVNJd+FLfs/ru9iGZx1cWzlt3WjRQHCcNgm3gl61yy0Wdl2HjT2dDjmQe+zuqMGuUwD5/DmJzZ76ffm4LMsEmSzpJ42SNGTPbHYJfNKI8EfES/j4ompNGH8MvVolw9rlbHlsJJY2/VgdWTW+b/tm58bJzEBato8U3OaDbk786UlZYMOvRLocMRyGpxW2RVrzvzMPgRen9zHth2A4Pjf5dtZey/VqwaE+/X5yfbTqEdFI8dD+j908dDi5lXxRn39hXyRFABVxy7MtNzwE11rtXMtExIkg/JyK0klkg3xspge3pwm9POgLndVX4JsgP3G6vOrBxbnLeazm6qU+8YYzcZB4L0baowbY9rZDttFlX59amIPchjvU87xTt4kc+Li2L491zQcZmb114P9nMNRK2pw3s27AtHKX3NIbpvaxfef9U2aUysTz8Sh0Ij5yAaQAhTfvOritNlrUTx0tfFijtypqY6pD0Pk1gyDWrzHQacuL+mkBSLj44vgE8kf47elcNa+hmJbcMhKzYrw60hSB9enRuHnKciXXtYfFOffP8tZCv16oGhWjk3PSFD75yKIAGJLNIpIRZd+7etCzGeWCQZWQE+sOsRzs7pY+huD8DGq76hjExne6/GOkfsXd9qTR2LG4m5b0/VMDl/QkX8/xe9Qt/R0p52J6mbayExlmIsFproJ8cT5ycWlxD6ewd6uMlor/qKfngUGRgvtGG5sL2NCRVmK4wmF11Ek4P29MrnLE9vbDWkCeggCIX39/RqrjmXhT9NO4/zVsZ4zYCkj5MgCAWrlap9ZLSzHRPcTHPgmhUncGSuAWEhHTnJdbHhBfOwlbydbOH+Ydrh5fYZaj3uiosXErIuDiGNDwdEfhn51bztzBRnqN5v8TPzl5ZMsI2pxU13tpqYZhq8//e2dWROXautdZk9DDMvnRt7trMcqbVHzHOP1nzcZSHctKqO9s3Zi4rrnNbwBTXO573IPvVdkjA8V5x9Yv9lBwBVMAlx75c99yryrpGSp4NgiXSu7aJwvb0VxrGuv5YxJRfi2PiffzDxisFslzDiBsdiXgv0p4+pzQaNdBTox8Lq+IuT62nOfHOOA/ZBlskLnvaZ68zqenYblVjU09GusvHhv26bUv28rJy3bTnvJqyeFk/cbKkFuS0HSbSiWQCvLk1u5iugtI9ZahsvK3jDGd/PfpBUmHmNJB8zbIqdTRPyKWEKsmfMzGuBwSvtJNnbizMCBwSUuftBBeNacNU9TchhekjvU3XaqE8JLMYCvG0v0y/l/75QfW3zwmEbz+7BA2y2rVYNlcWI1+U8nxi05/OL/klfWz4WT4JoAIun8+11Myqp2e4q0IqjIWt6emwLVwZUgb+aBD4jw9FBT3zBejsQUNEr2uwHfoLGGSNLohsW8IHVZJmpNRsmSiyWqmRE52LdZHtWf/rtgLHe577wrBDEoul4581/Xx3nFqjLcg4Sqpuq64hr0ojZI0ooQHw7rYdRNOSWqW8mZdYbkn1Ig+x2FpbksYlfq0OquSsMfZThQ8WSc1fpYBFFu9iPH/29pwsW8FgrWxlLfySmRG7QwrdZ0CIqPufHubEF2NeunZs+TPWxu83GdX2ubi0S4lK2d5lf3w+qND9ONiwY4NVf/OssAVCi65wUBQ2L+UEUAGX8gdUnobXF75kZQIZx1GhA2xNJ8CqeFWCWNhy4WFwclHMs6dPeCtXlj+nEZjuR6Mmf1+YPmypECVWyzSlweQO29MGCyNabsvWZK8sCE1Zp25M4p1kpfQr2Nocbm+74qr3Us/ZlWUp8jfkMXJ/SFQ/GBLV16BWlloUplRY7R6ErEH3IPLUuWsnllzrowoboSRkA7xauA3xuGVgOOW0OMadO89uzTz2+JFhBf7k7zZPt6zH6ipvCiYRFzL34ZeLspbYf9Wy79xW7jcrXz4ZGZTr997cOsN3e2p1bz6p7NIu9OetP9gvHWsigYITyPUPseCisAUSsI+AzfBGYSWBsCIeCqssCsE9voL8vusPRQTdtk+C/bUG+IdtZgTSAgyyHFIWYFTVD7anJ8hMlq48QwWNWLwnzpULt+Uxzm80UxqNXOyTop/7t69ry80/bb6eX/2iLLf5/cpjlR0hBGI9CBjST6TlXAXWKlgUlofUKNpp9NVFGjwt39w4HBKfeRw9VRvauhH+hEYgC10ZUo3niWx3VOC4zHUKe96585Q6VO19Hb6MWA+DSGLRc4v2Rwdm+ZGzTjVQiHNTzl9xb/vSwvbT8pVFI1wfum49/Sg4T0vqFTUGQ6ZLeqkkDbIKO0dsV7YIoAIuW8+rXI0WolcplCJuPCfQ6SJCvCG4x1UjFT76NjLIaW4Y3b3W+3mImV/1hC7+Vj053FGA41qMe7FKrHaYhLcEcRYrhfyy5+JcFN+s++3Tj/KSHVJ7iBrMhf+CCFnFGXuYtu4YMliqVtSEd7Z9WaOoCWtgOKvMYrByPOwICBcNVfS/XjkdciivsdsSc7hQeskg0M8ORgVOHeQfdlUkkGM71YGL8mpnb1nn+h/cYEwQkatqYgePP3zfgXRcI1OtfP2jMcF/p8sIVb0h/K7yHP/x9U8KHdykfbMV08XJ3NKzD6ZBF7kf0+uNnKhKSdsY7aacsPLe9jyfa+5SsAQJ5E8AFXD+jLBGMRB4TRX6JnwrjgXr6Y5WQhJhm3NlItVsOxs5J8HR7l9ThU2UEmFxIss2Ov1kktpReent59YdPkdqMk2F7WlPvYQzmqhoOfm75tIQEgL2RFkPMMjqDQZZR9SeilGhvzjH1SlrDzZXoJnVZLGu/SWJkucg4cAg2E72hYAXxCI3x8OKbp/J1fhA76U/eOP40r+yt83tuosqrJonIRet4Fq2LypwqK3eIFV4DGwCbNwdmXWVmpuMvO53brz8LJMm6WTz9T1/ecnFnpAO000nqCH++IW9kUEDbG1HtXivd+OI2CNX/CpV3nXjkywr87xkZy/rWG/1fPjRMen8vRne2cuyXz81yKJCO8hHLc5ehtdIwFkEUAE7iyTKcQqBnr7h9ZWsEAgrrGHwx8lYBLpLx5B1RyInO2QROlAVfgO04o196slOj7c7vd7oXm4GXdC/29MEYk/vTXaRrw+9tflyZihz6ww7IrFYO1xmPCoff5DVHzZzPXvPW3YN6SaPkjajZqY55dlurJ6V82LeYpGZ77Em0V6tv/YJrZy053IhfUoD3Ne7e8noaVi56x5SWc8b6nE629ggCpbBBFmzwG93lb1jzale5+aLjjGxLj0tqtR3zl8OyQhp2c8v9F0FpV9oCO0GuxZnpjYaOatKQtqKYPVeh76vukAYSojw1ffCnRnNchpP5ntBYJBV1WaQpZDugghZxZ5dK/NY8Lz8EnDoD7r8YsGZlTSB1lXWyVQCawt3OY0VqK9FEK4bGX7TwcjgzwozNts7TFfCn9YQ0uWoOvDHwsjIr83Y1mMb+Ufp3pHylhli2J7WcaJLSUrpnjX/+pWObjWhXs2oxNuJLrIvVv+2fVR+8jKXt311hos1SfmmIlKuEqT8W4xOVAd8b1mL3AJTEo5YpZbbWpX28vUTSy9kbufI+QBV+AFIsVhPaxYFHIubGJ0u621VGJ9GhDGH1UFb0+8V9LNTmwWb2AiP93hV4pfg6zske/s3/cPPQ3C16nvUgc8veH7oQlejMWRapINhKJ9f9yEVBOuZf6ZOzt5fTtfzXxj2jbtGP+BRZUXb8J+3F8nfTE794r2KQwAVcMV51mV2pq/5hr8hYXjb9nQXKyFJYD29UsvT7cejJ8cVZFIQ8GELmNe+BAZZ+a6ACiI3p7pz6o6YLTMZp8D2tBdsT5ssVLTsuI9hdRuNywLvFP2Mvyq7NP/kxic3c2pru/dy73n1lNHy3qI0SR3C8ANYLedBGUEAq2Q1NbO7DZV0j/XeaftuHVqlzk2GI/f7qcI2QXCM1xMY0t4WHCOzrHdVYQLsA7c/oQ68lPm+vecdmy7qLYp3OSJU1pw6c31B95za2bJwuQnCDYiQNa8Zc1XKMPyCmY9352k8lZOczPc6Nlx1g03lDp15/F8YyszlOZ2vqP6WWaDM93MellyErJzGhffKBwFUwOXjOVaIWdiMgWSEmcxRMgJWRywYbe3WMcLaY5HBz/h05gSka9UNKk8rDykLhfmwetuUUx1n35tRf1RnF71hBgT36MZTCtvTov2won/NxJDvlzz4smN6fy27LBqgiJTVg+3eLhA7uRVsJ0t4qdUErkHXIPrUCZ1Kc//K+ZCv0+sX5eer/mHzIQXlNB2lAYfUk29l7quLz7pGfix7+6ZHkuTOnRDYiS7Y0alNSAc2yuUC+PpeyO7rm13SAL+wzRJKh9Yht/YwctObCx58JctepyDX8A7Y9oMt/Py96VksrPOSMaP+iMl+yZqwSFeXsWt+L7vBVPKaI5aVHAFUwCXHHnsuJIEGDULEdRLdJ4opnQoBPlSgiG2xhD8EZbEtP5Gv+oUFyimZl2oWNcq8rZpfO0fLhzUf06BWrP5NsWCdC8kImCcyT/I3rbLXSEUtwRWoCgXtDKtbSDDE7DcpTX+YvNNOXj2x3OluWfnNow9kulIydJNWEIYdjgral71+Hwg16kbJjq/Ukwu8Gv3X1/d7eE/98OydWbWyy85+3Ve1Wa4khgh/5i9XpTT+WsiDnU9TCGavZ+91l1prjUZ3w7zvr89dbW8bW70Pqg8+z1PSZs7DXWAniAcScB4B8P7AAwmULQK2lRcEGV4Po14Psadfh2XRaBcqfArGQWvMhFmVbLFuPxsbFJPTrA5FBYZBMvkRUpE5BMrH51TH2fdadZ3f9p9YRfsnEvY5sErWQihHF8HAE6lUM/A5XRxJ9hL+ivLh2l04tjrjPauzx2CPvD7+61u7CHQjvFQOyUn52mRwRPABYzZ4C1Cwo1PPSTXpQ7fj4A5lIr7xrxM7okQfBqOv/v5hwVJp6mduOtPJgvX4bG1qYjiz0lyg1xY2KXHusvmq+LTv59Ud9vnS3z8f9qxkvIMECkegwL9iC9cNtkICRUPgUNTk/XuiJveKI0x90ArgM8Iv9BHRCEgY/2Uvv3U5vuuF1d1kWD0P7eUT2tLZo2rQYKC4dYfFQzvWXju/Y/1Vt7o8v9bseq/SJXAJWkAY6i6I+Q8S6yf2Ov1wCq3q8qRFJUni143jY57rdi/iyey6w7aNbvlerhmcnD3WzPL6qjbUdRGYw3pB2HpYHbgmc1nmc46hcngPX/CQmo9UX8G7axeLb2K3s2fX2L2yPxAZ+LncahKe0CrvZB5HYc4ZK6UWJblb0La2FIXJCulBMMgaOhHyBxe0PdZHArkRwC3o3Mjg/TJJIICEiDz9PN8XUWEqGG35Q5StX4yE//BbdfCnmSc0QBW2FSJkNdobFdgi8/2Cntsy2EhiZP1EyZKaYCQ1kNVxlW0Z+iwKcyw1071mT9PfaZ7mAz+fCHmYm+x3m471q6o1jZCbTbMlJl6hkXLfJSilWz+8tWVHbm2ceb+bam1Vd0F00UrJZYibnaeiAwvohWZBGLg3KqihvWPo/OLSs0yKrJPF7/++vva2S6+3qupbQhSpTh7xftP2RwZlyWKUXie/z5d7z2pa+We/6ycjk8AO71k/7fzaN206lhsYl6rnGeY7NMjKjxaW20sAFbC9pLBemSPQV7W+HxhtjRQT0htWbakWgaxJNfPbTsYHR/X0D68CVra3wcd41qGIQLuTLLTosqC3Ilr5IrHStpCooCPkypXxYqsFUvTdJlb2oM5X8/AqFXaRCyEF3qa1AZ708qhxHqnmiWA93UgvZRO1EumqKH+PjUWVyKGLxwdu7lLZKYjXYUq1mnqcipme5+r2HVX4Gl7gK++KCrJrK7Zzi0VHmBiX3lbvpBHnri35rDB/ROv8Bwl/ip/XJxv9COwf1z2jDnxcUDktOoYMdfvL/bPTj4MKves3q96IYJ8UzbooD9fhq+5s/bygY8D6SCA7AVTA2Yngdbkj0Mt/Yx2lYH0flj6j4Q9eDIkgvtYwJAyCfbSTCXRmvEVolNs7YxuMztXXdhQU1s2wun2eWij43prT4F3uQYvMclfvk/bdtVPLnO4jCiEvm1VONk5VGI2DIKcwn8ZJvop340K3XNtil8W3vQ9xgF/oPpYyDZNYfcfTT2bm69I0SBV6SUzo6S/tCEPZq9Xs3eYo7zcF36RdZ64uLnQwC1sYyrvePnNTY1+YYSH8qW/UQYPsnV96vXbNl02VJElXnH0wFX6PFf5YWm3wVcrQxnMf7nTIIrvwI8CW5YkAGmGVp6eJc8mRwLHI9+9DgS34QmA/v7DJ4NoyxYOn4OAp3IGVn9xNRBdC2YQcG8NNhlJe0LFf6f008cmV9d/8dmh5jgZeubUvzP1/kzYMHtJmfKB/snGU3GiaXTvaMGxBrXd/SHCTb4EcxQ6vwPqrwjbCNn27VGpub4/yfToPgdY0U+FU9jm91Wp8DV+d+Q13jcmfsPy7WkFW6ZeoypR6pp057YDyHd5qfAB9HAfuW8YvjIREywn99FXv9W0PxQYXKFMRpxHLBQ7ihzh4pLhLpvklaL+DqGZblt3/fIyD4rB5BSeAK+AK/gdQUaffRxXeV0H4keDG9CowoDpC5qTppR+dSRqXUlqZTGoyZoyH1vCeUm9+ySBhk9KkklVqpWLTV1c3pBZ0zK/5h82V8sLMNMJ3OhY15bq97cHSXG8hNMS12r3bPimGphAL+2XIatVLarBKLPDiXS9mHyVxyn9+19fuyMvNF87cmd3RXtk51ZvaZNSMKrEpK4PV3zz9rnrTP+yKIBB3SIVYN6f6ud3rUgPCUCpM/S/cmdkktzr23l9Qe8ghV72x7z8+7q3gh9BVe9thPSSQnUCh34dkF4TXSKAsETiinnx4jzqofyxD6sLL2tWwL/leJZnhIaQvDO2hCn2hNM5lw89btiz+c8fL/3grmxlZ0YlKGv3ShtHxibNfGP7F+Gbj7U63aPPlhbzMs3UMHW2P8h0YMEE5seno9xZBSMjn5L9ImnKXV9R/kngMtsfnC4RK9CLJ0rt+rq/NerSbua5SDf3dXDOAKExxnFHdw1GOLhqLlKf/fU3pBH4ChCetDVHNJhVENuQv9mCM3E8FaZNb3b883d+1MqzVP0GzPLc6eB8J2EMAV8D2UMI6FYJAb9/QgXLGlqeYNgOlfBFSI244HBl0pLROfnDAWK/qseYxMqNplsxkdQXr6auJLpLNG29+uj23Mdtcr9wYelpD6bLD6skrc6o3vPXYupU0ln4uWnMtyvKDZAaLC2wSCDopm5Ri9PU0uhjDDB7W8G2XPvo7c/uenSfVt6r9bhCeEUuqxrY9fGbdlczlhTlfUeXtkOxhKAeoQrdLCB2UyljrHImYEmmP3I4NVl1h07jjBQlDmZfcOXWHTa2cqlsT6aF4Z82dz3bmVRfLkEBuBFAB50YG71dYAt1VG192EfixsKP6Dk+EaIiyFZYo0n916fHspNIK5f2XRo/y1BrHw/Z0M4OYTdFKJR888ZBs3nnpo4wx21b27oReMhJh5wF1UGD6XMY0G/OWT5q5NstbuomtfCup0SoycYxVL2LvMoT9JspdGrn5+uatvfzX1qkkiP5IJlKFLUhGevv0zy71Vn7HmJj2rCox4Pj3Ky6m33fkc7VqUIhBJpo9/6+dGVGoelfb5OFqMT+ECGjHvlEHDrZHPvhkx4Dl+sbzf9gfhjI/uctqvA0ZuoTacx/ukudXF8uRQE4EUAHnRAXvIQEgAKkRK0sZMlxMhIlw6Q5f+F/oefoxJIG4W1oBjW069uVKGtMUV4PxLdsYU6WS3QlK8Tp1zEsxct50kefMT/w8fv/WK9noDUZJw2VGqy/DC1QvYSEGB7NfK+HuxbvKLm67uumZRAt9IGezG2F25RSGsuuLS8/TFFmAUFkbcPraAqcoX9v4V1UdtE4rE3VedH/ni7br9AO2oEdLCflEx1tbHYyeku/Wcudaaw0md+OC76/PWZUuw9HP6fWHt/dL0X4Xr5BtWn7/C9vfCB5IoEAEUAEXCBdWrqgE+vqFDgDr6UCwGm4O29OXdITfcFQddKi08ni73XseVZOM41x0xoUSs0WaIpOaON4qlhvBkQdyDILCjSIW9rMEN3FcNCfevffapuj85tLPLzxIRoXVu9SAIdPRvdmCM3yce2fGJ2nmyZ+WOE3B2bpYWOedJ+4a41YwwgrJ1OXTU4h2dp0KVAqR0PINCtK1+npeUz11zOXvFm7NLseR6wW1hx5x1Rt6/+3n1mLTtS3XHJGFbSseAXRDqnjPHGdcCAL/xkbe18t/fRMZz4xTUvolKIBYI6HhBsby5cmIKYmFEOvUJgPJ12y1+qdmeqdqxIbo1CCFweIm4q3EzLCQ0ZBnwYV54QM/xR+br23eU5iOIQ60godY1pnb9mo1Z7s5yqMz65Nw4sRPS52qfG39iC2Cr4Xk/DWlFcg4dyr8NMA//L19kZM/yjyu7Ofgv01NbqY/st939PqfyvKRDSNMUao47Qcgq7Oj8rB9xSKQ8192xWKAs0UCdhP4N/XhewGqNfNdqWgYWBMHy6zsEghtuSPNSj4+FRP4m93CHKw4qtn4Fv7Jup6cxfoCLGrflJv2MiSZEAMnEsDrNND2AAAVhklEQVRz+VutWPLzH3y9CcQkc9dp+fb2bNXmNSRIAymC0J4ZK+WOzZe/Yo6WDqeVUs+D8u2ZV9vClnFmXmQRQciUHI6jUYE3IGXhV/CKYHWvyh8eyC27VbPecxrSW5SkWFKdvkLd8ePHsUuqvNtZ4Gi7HIaIt5BAngRQAeeJBwuRQM4ELqinxUOJLS7xWshT/LqMspM8WeE6ZFr60UCY8MPqSQdzbln4u++/OG6Sf5LW0yQi/WVmy4tidTzYFTFEIxXrxHrrkmg3V8tjV+WWXVfDYmy9wHvSLTJCvLSE9jwYHZTve9L8RgZKXgZr6aeRuLq2nv8KjRFf4BXGC6dvLuyUX9vClot4nqQo2BwVsE2miZqncITrL+MstmeRYxxrSITxIi8ShAfHN0AsD+cf8yO+vABSbf/wQAIFIoAKuEC4sDISeJbA0ajg/XB3f48qoY2VPB2nEPjP3/QLizcQYaOGEX1xNvL9hGdb5X1nYIv3n6uZpnm3UoqB1ctEsxQGk4SNSyDg/wuGt8x3VioK+b2ya/THv3yyOUOSOuOMvKYKmwXKd5RW4OcejAp+JnLVfzXtPzMLpCVHrRd7vxLc3hylPE9kpkTi97CfPakF7e8la01G4Emqkss10Mhh+CEEq+CpUko+6usbGno4OuiZVa5IJ/bhOR5e3eOBBEoXAVTApet54GjKMIETEUG2NHsTO/tvXODC80OkkFtBylsWwfb0l1pG+Pjf8hxnOK7JuK5VkrVtwN22GcfzvSUR0RSCXBC9hLMyVv6LZJns4WNX+dHPb350I0PA44yzLCf9VaFd5YQs0xOyDZTviiyFDlwIlNY2yU0R5tjKMygVBM43sc+RM58UWeSwt1uObkqfJJEEOZensdu+qMBP3lSFTZAz9FOYXhZradt0RVqxHBJmZHl37QAGbIoEnEYAFbDTUKIgJPB/Av+ueEPhKrQnZGRSEmaSO09+GghhFHU8H25bMQc1GjvDJ0kjN0qY8Qqj2YeLTSAWMJZKk3LxYjNdHOHhblh751ObYU+Bjn6+61rAyvcI7LUe3q8OHF2gxvlUhnhUnsmUDiYmjmXA1/fI2TWX82niULG3UegIRl8EfJmzBPzISaheYEa7UP7q637h4/ZHTf5vVwAqi7Qca1WY7ArYkZNsvIcEiooAKuCiIotykQAQOK4OPjjkpfcjvJLJDMbC9vUQx+/rrBpIaEIiMXKcwAr8cYOI++kfT/ebm25uPpwBLSLjzO4T8FuuL2WEU5B68ToEqOhnd0M7K6a66yS8TsIIlTVOC7SRV9cQhlKeOQxlXnUPRU26/oYqbJeECmuAw37w1Y5Lry8Iggs1sjfTr/ETCZQWAqiAS8uTwHGUGwLjX5wwrnpSqq+FFdqJrdYukpjop8ZSWilnkeiti+JclfwjN5ddO6+G/5kx6YcZZ4U66ebzkbcrYzwK29YpaWbRgEIJyaNRj+bzT5tjpQy4G60Gi2enBdrIo0siNcHuO8vkaoCVvW2SRZjqLaL9YCU8Bsoy4jRblZZW4jTuTPb6eI0ESpoAKuCSfgLYf5km0L11sGej5LSJldM0rF4imuliMEvZuFhiAmMpA8M9EFuFkAdelbQbb29ekzHRTMZSGfccPHFnbT5I1DPVamp7LC4ww1XIQbFPm/doPWezNdKzi8w9jZgfeC91hkx7ZIgtJmIE82Z76trq2HI6Q7rJV4wiJjlLG4E+b5Va+Sz38AIJlAICqIBLwUPAIZQdAqOajG9bLVXXhRK+CRhLvSZ9FPE0mpxeDL6qAjmokUh+iXBVnt7y86YfM2aVi7FURrmDJ+D6tB/+R26l42n7ozHTneqH3LX54lesauVYxlWb6BLv5vlV4uRcLZIdnMYzzSEWtyiNIQ+fKcjjxkHwDc5ezJqph1lpLhIXpOx94TUSKAgBVMAFoYV1KxyBSY3HTq+SrJHrOHa40mSuwcXGE4goBb63nJ6x8IvVHu6W34zS8OMPCp6T1xkwX/cP2ywWyGtanu9zMDrYYV/fzGPq2n72KzRSfoFXGi9IE10PQGKKdZnLi/o8ScEN9tAYdzjaD2NmxRZXXUZSCkflYXsk4CwCqICdRRLllHkCg5sHN6iRkjzAXauXgtftDLnRzLLxYCwlEhERT87AtvJnf1byiPzk549s7i7/PyLST4r/E3x9p0EkrjFaShaC8j3uzBH0DZjazqh2t/n6pgjKv98SJzYYzRPmmQxIzuwzuyyJhVa1ELC9dvCAMJSMQW564KAYbI4EnE4AFbDTkaLAskJgzIsTB9VISalnpUJrMc93l0Q+gV1khugkHM9Y6JYkmTzqoZv74S9vhJY6C9r+/hs6yQV+Jfj6fnYwMnCJM5n37fb+c8bISidsvr6Md2zvU+c/jXlLFSbiKYl1Zj/5yRKZrZxJJM6vWp7lTfrMq01vUmLxMlzNsyIWIoESIIAKuASgY5clQ2BKw9FzfZJ1HBhLBSmNRjdRXMzTRAVpUnEcZxYWPfL0MIb+tsVpgSuKapYQ8am5VOCPmQg9sl89eaSz+9E/qbKNMYoUvH9CwMnzoT/Y5HMC4UxE+NXZfeUlzxaGUiNjHTKe4gyil3hWEG7vWIOBOPKCjWUlQgAVcIlgx06LmsCIphNbVk1J68FZ+doQw3iwzGhiaGLyU99bCG94XA++t49dXH/Y8uuW/9xTSnA72V4eEHe6HmRiOgVa6ee96smv2dvO3npdmyw5T5PFkNdXE3D6+xUZ7kYmSppDNqQiDbyRfYxPw1AqOIcUpzhNpBLAFyy7bLxGAqWBACrg0vAUcAwOE+jtH9ZRxpNWIkqaeIij+r4Q9UD2b6ICsxQSFcSA7+0TF/cvd15bn29UJYcHU0QC+qrWeCkE5gg4xmoSWeZ1Z3fTvfn8U3yMMoDxj19z4vKyDOVr6wf6rGsl7NPVsLP7zUneqNYTajGPYkiiQnQyp3J773FaTsGL+GJ9d23v2LAeEkAFjH8DZY5AX9VmOUMMb8qJUNUq0IGgdOtCuAaRhRKtQMmJFFax4r6Xd+qm25vCMiZXBL63GbKL6URGua8pESqnMHzb008CnTqjHq3mhFujPLuyvgmnQPlOzz4l8LXyMguCOfv9orqW6Yx9bbGwId2fQ25VIo1YZFWao4pqnCgXCThCABWwI/SwbbEQ6Fk1vKaM5/txPKlNKB0AIS4q2cIjWSmNAkOhr8H/9VMdtew/pZ76pFgGVAKdvOEXug88jdtpraT9MfUUp76Ltfn68tHKScRDcwGiXHXPaXosIRIDJcXmA+ymt7jYG4Yyp/Gm36M8kVEz/SX9Gj+RQGkigAq4ND0NHMtTAr1UYa+5UNIQ9j0DILpTO9YqSK2EmsEK9yascMNTBfrgsHryroqCq79f2EcSSvrpKX3125hAp1rzZvj6ykwXzvw8v2NuTMEZCOJZCI9yK3f2faXBSi2M4y5IZjf9FaqXOtVFy9lzRXkVlwAq4Ir77EvFzCFwfmUJS96QEcEfggW+zVFSncIyF7Y7U2G79QDseS5MFcjZozlEOCoVEyjiQfTzWx8kp2QcWCItPhg5+agzu+vZcXpba6T7eUFq0ii8IoaSezlL7+az2hu2oGHHgf8vulfOVZ12V2SxUJOUsTsMZW4dX/h1zsHcyvA+EihpAqiAS/oJVLD++/iGt5AyfEdWIPVB0faDcIOuvEBtZqoPGUq+TKNErSXM3sIksS9vKPv7hr8ih+w+BkK+OKgODHHm/AZ2CvZPifZ4ujIU+ST1+Pb8ply37xmWa2Xb8j8ZMSXRmWPIS5aIWIiGlTr1PXde/WEZEigJAqiAS4J6Beqzn03hskJ3cOnsa7NQBpcgDraTDbCd/J2VklUagd4+op78Xxq+CsQmr6m+6rehmYwKJ0yEHNunDhyeV93ClCVF+XwJvr4uAvj6Hj+/Ok/rZikh1cDtqVhdeVIU4jeUeuOewswN2yCBskIAFXBZeVJldJxiKnQWBDIJVrffGCnZbbDwB4/GBJdZV6DieAw9VKEvyAkPeX2F3/aqg4rN1ze3uYHxlyv8YIKFePEdEH6jNuEpug8VH3LsqQQIoAIuAegVqcuvowJXwHxt//Cwg0D3Kus8XXli8/XVpVKmPzSx7f467RjSauLh6Bh5AOMX/+GJy8sv2iOYo4wIfgxkJLi3p42jdSRm3uEwlI6OAdsjgaImgAq4qAmjfCRQAAJuPLsHXH58kxih7YmIwIgCNM236tQGo+b5P47tE+eqObLi8ufv59vg3wossTK8wNy1t74z6rFWWP46GIbSGeNAGUigKAmgAi5KuigbCRSAwAC/0G84Ql5JpbQDKN/bBWiab9XFtYa8okxOXaKRSs6t+P3zvvk2yFTBTJim8CrheqZbRX5qC0OZouQg1wQeSKD8EnDc0a78ssGZIYFiI9BfFbZRSml/LeEHHY6cfMWZHc+sN6yD3Gg6bxKJLiz4+8vOBZZNSX1IC1hsRlhD242tBsZ6JFUkKja3pwIzwQZIwAkEUAE7ASKKQAKOEHhVFfq+jJAJEEdz+UF1sFP9Vic0H9PcQ286Y2DZpBsqt3cLNU6BeFsF3mGfXHv7dtULr9nCUG69/nGe1tn2ysN6SKC0EkAFXFqfDI6rQhCAlW87F0JDDQL58mDU5PnOnPTwJkHuqnj9IQIvcCM95b33Xv44sjDy4Z20zERpWmHaFqaNq8bs7owwlIXpG9sggeIkgO+Ai5M29oUEMhHo7RfWFFa+p8HX9/j+qMChmYqccvpCUswByMTnk+jiEvDRzU8Lva0NUbBYI+FzDdThlMFmEqLQWxhnhKHMJBJPkUCpJIAr4FL5WHBQ5Z1AL/+1dVyoAL6+9G6cOsnmbuTUY1HNd89ILJYArUjScdm9rd8VVnhAjfXuti8Ji0n0U2FlFLSdGMJQWkTF9865oOPD+kjAWQRQATuLJMpBAnYS6OKx2c1FEEH0L2pMIEL/CyTEqe9XZ9YbfsBVb+wc6eGydsHDHXb5+uY2dJmBtLY5Ip+On1RsYSFtYShNHI3NbUx4HwmUFwK4BV1eniTOo8wQ8JQZdoOVr38aZdqeiZz82JkDn15/2DSfZG2/eDfZsbW/bZvmqGwRQ5+DMJTwX/EdyXJpb7nevK/4esSekEDJEMAVcMlwx14rKIE3VOFfiwShi5EyXY5ETnZqntrFtUa84puiW60FX99l977o7QzEEoG6gf9RsYahFAl8I8YqJDhj/CgDCZRmAqiAS/PTwbGVKwL9VaFhYiK8oWPoO/ud7Os7vf7w9jKj7ryZEV2YXxhf31xIc5Ry4BJUrMpQbObFFgY353J5JHi7HBFABVyOHiZOpfQSeNVv3Xg5oZMgtNPKg5GBXztzpO+9PLqpp8541siKUm5X9RzuTNm2MJQCEe47U2Z+skRWgerFkAICDyRQzgngz8xy/oBxeiVP4A1VWBsxIRtB+e48oA6c7cwR9W06Vq5K0ByyBWuOqCTptfPHDx85U75ZYBqKGVJsFtC2sTOClehcuGLd9nYmM5SFBOwlgCtge0lhPSRQCAJ9VRtfBuV7xkzIif3qwMJFosqj3zbxaUdlFosqVaHo9OGtbZfzqFqoIkhD2BjSSRoL1bgQjQa3HO1jC0MZLxY59f14IYaCTZBAkRNABVzkiLGDikqge5UPaymI9SQYMd2/6+H3urM5hNT+v69vMst2dsTXN69xsQLxMQvgF1RMh6eFvG4LQ/nZtc0niqlL7AYJlBgBVMAlhh47Ls8E2nqtdHHnLYfhRaY1hef73bkzCAJeOe+YVX/4N65aY2e1h0v40ke7zjlPclZJlBI5rN41We8W3ZWbzuLFE/xaKjrCKLk0EcB3wKXpaeBYyg0BlUSyB6yXqqZQvt2J6OCHzpzY9HojJ3onpw1IcJEfX/PbtkBnys4uC1ShyCwIxRaEQ2bkGQuLCjj7c8Dr8kkAwrzigQSQgDMJDFCF7ZEIwut6RuhwIDLYqe9lbXl9FXrDBa1EfH7B3191cua4s8uyreKfF0tTo6x8zTMxwX9nL8drJIAEHCOAPzUd44etkUAWAv39w9ZJCXlDS+kwZyvf//v6Ql5flvuhqJWvbVJKsaylzRcIlW+WR4wXSMBpBFABOw0lCqroBPqpQkfJBBKkIcLab9WBO53JY2zTsS976IxnjCI27c9qbkOdKTs3WWKBrwkKuFjDUOY2FryPBMojAVTA5fGp4pyKncBr4OsLgTY+NhJh97fqoBnOHEBAQICoaqL2AMsLbKybpOe2Sx8Vy3awmFIPsOB2qvGYM7mgLCRQ1gmgEVZZf4I4/hIn0Fe1/mUFJAyyCOTUvqigt509oG7/+J8WW83VEpSKgPCft//obPm5yRMRQQwuQYm5leN9JIAEHCOACtgxfti6ghPoWTW8psIqnABH2b+esNY3igKHWcSIDJyix4rftzuUWrCgY+OIwJgIfVDQdlgfCSAB+wigAraPE9ZCAs8Q6KvaLJdb9d9CgZBoFfpdVk+BaJPOPxb+taO986XmL9FI2HgiCKfyr4k1kAASKAwBdEMqDDVsgwSAwCD/sKOQMiBAQ2i7Q+rJtxAKEkACSKAgBHAFXBBaWBcJ/EvgdVXYLlC+3fSU7XAo8n1UvviXgQSQQIEJoAIuMDJsUNEJgLvRGvD1fVNPyYgDke87NdBGRWeL80cCSAAJIAEkkCOB13xDh76tCuP7+YWtzbEC3kQCSAAJ2EkA3wHbCQqrIYFuqg11vQj/KySq/QZSCw5GIkgACSABJIAEkEAxEejnFx5UTF1hN0gACSABJIAEkAASQAJIAAkgASSABJAAEkACSAAJIAEkgASQABJAAkgACSABJIAEkAASQAJIAAkgASSABJAAEkACSAAJIAEkgASQABJAAkgACSABJIAEkAASQAJIAAkgASSABJAAEkACSAAJIAEkgASQABJAAkgACSABJIAEkAASQAJIAAkgASSABJAAEkACSAAJIAEkgASQABJAAkgACSABJIAEkAASQAJIAAkgASSABJAAEkACSAAJIAEkgASQABJAAkgACSABJIAEkAASQAJIAAkgASSABJAAEkACSAAJIAEkgASQABJAAkgACSABJIAEkAASQAJIAAkgASSABJAAEkACSAAJIAEkgASQABJAAkgACSABJIAEkAASQAJIAAkgASSABJAAEkACSAAJIAEkgASQABJAAkgACSABJIAEkAASQAJIAAkgASSABJAAEkACSAAJIAEkgASQABJAAkgACSABJIAEkAASQAJIAAkgASSABJAAEkACSAAJIAEkgASQABJAAkgACSABJIAEkAASQAJIAAkgASSABJAAEkACSAAJIAEkgASQABJAAkgACSABJIAEkEAFIvA/0KzwnZnS8cEAAAAASUVORK5CYII=</pentrails><costumes><list id="2"><item><costume name="Untitled" center-x="240" center-y="180" image="data:image/png;base64,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" id="3"/></item></list></costumes><sounds><list struct="atomic" id="4"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="-10" y="2.842170943040401e-14" heading="41.14285714285984" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="71.21999999999997,25.999999999999986,145,1" pen="tip" id="9"><costumes><list struct="atomic" id="10"></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables></variables><scripts><script x="52.33333333333337" y="38.83333333333334"><block s="receiveGo"></block><block s="gotoXY"><l>-10</l><l>0</l></block><block s="setPenHSVA"><l><option>hue</option></l><block s="reportRandom"><l>1</l><l>1000</l></block></block><block s="down"></block><custom-block s="Pinwheelbranches %s"><l>10</l></custom-block></script></scripts></sprite><watcher var="number of sides" style="normal" x="10" y="10" color="243,118,29"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Pinwheelbranches %&apos;number of sides&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 sides"/><script><block s="forward"><l>100</l></block><block s="doWait"><l>.1</l></block><block s="forward"><l>-70</l></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of sides"/></block></block></script></block></script></block-definition></blocks><variables><variable name="number of sides"><l>0</l></variable></variables></project><media name="U1L3-Pinwheel" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>