<snapdata remixID="14843219"><project name="U1L3-Pinwheel" app="Snap! 11.0.8, https://snap.berkeley.edu" 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egbFwHRTRZCSiBHCCgApx4J2+SPv3LEjeTkIVxBtatCVmIsXB1QdkZfT+2PwRknS8c2Gtmc81S6NZGoMp513V+2c+r3eWPUWCXMa5lbG3pt3klLPwGMKfAGDEGT8I2l/c1Luchvray+k/qCKhlJZCpBFSAE+wZA3xsifl6gma6XdxfUH6TEWzwhec/2G0jMRasLvDOMUYeYZsfp/geEWOxXpXNefvZnW7vzOp8733+Au8LFNjmKrd3C/dGBI9D5FJOye8HyKvkdJPLssZXhAMW40AyO8AXri11lgp8q2vvuyI8fyV0UwJKIGcJqAAn3vUrbOO8ezlxQ92yYMz5sPFYt8rGUcif711gDGZAzFWV4cBZ6MXbPe5ThvjdZWf5C8qqqtxltRTXdymy67m3W/JaX7aBGyEYC4NPDOQ+Ac7sj7WOwPb1hQP7MB7tC9ecTU63zlg1//lejEqblvEE1MFMJqACnGjvGHlTRIYnaqY75av2O2EMy7mtgX1mcp+SMGf4xD0oPCsoOIfZImN8TbV3pKSiNBilwE7yDy37qd9d/ihvKPw/mwAAEABJREFUMF73u72fMLZsxqaPAJkLY31bgP6AqaXYzoIlHoqri3F3jmid4xMrwzXX8PyxS8IvboRuSkAJKIE4CKgAxwErWlau6L3AD+i9o11LdZpEWm9kHcsqls9zfmOXh8kNfveUs6yteWFaXUOR2XtWU02PPejFOpMS7nRPKfIXlF9KYb232u19lvsm7jdxz5limU9R9bH/DgKkwRi53RirjG0Vxl04it3PF64dz/i9yubA73yrat6GbkpACWQNgUx3VAU40R7q27qAo6QBiZrpTnkDTOQNgPMCju4U77QMBYp27b8y0z984cBR3GdsqD74xN3mDPOeTp9vZXyqyu19m3Gd310esWEvgzHOA2ql5LXBCB7ijMV5ffI2D2a7+jAOYTzC+RpVZXPNTZXN84MZ21B1TAkogV5FQAU4we6c9f6i9/nBbvz5k45J0FRcxavyy6+l8LdUNtXeE1fBGDL73WV1zHYZjFRSnM7hcUYEv3vycdXu8h/53d6H/O6yVyiyH/kLvFvNxpbPLBt/oZPnwGB3wDwtMD9GpOUI+m8x7sp4MGN5ZVPgyplNNY9c/sHTa5lfgxJQAkogbQRSK8Bpa1bPVsxR1efGcpX0ZK0i5mIYmZfMOquHnrh3tdv7ASAjXbbrSI4K/ejh7c4DphxIHy6szi//LYW2nscfcL+Rkfc5VpDzxj8SI4cA4tz43CXGnERhdaaM+3Pv9jUHxlaGa6f7wrV3+f676A3opgSUgBLIUAIqwEnoGIrAastGj42Aby8oK6TbB7Yg8gPukxI4oj7XWC0fGMiHvnBgnxmrn3ozKYajGHkYU/tWFZSd7C8ov4kC+2+/u6yhusD7KUU2YlrsdwxQbcQ+3hi02sBjYqzv2Vu3uOlXHuPgiuaaQ7n/1qxw4GcV4dpAlCo0SQkoASWQ8QRUgJPSRbLciBTtYCplp3lGnDdPvfOD5gUrklGJP997N0fU98PgEV+4ZnQybDo27hg2ucBfUDapelj59X53eaPf7V3td5dvaXav3cJR7N+5NnuhgRnKepdSaK9vMZFjK8IBZ8p4kC9ce2Blc2BSZTgws6J5/gOzPq5vdmxqVAJKQAn0FgIqwEnoSRF5leuOw5JgKkYTZgoz/pYx4eB3e+shuJhCeAWnb8+L1+C9Q765qz9/yjHV7vKzaWs24wPVbu8S7j9z2dZSiuvPjG3Gks/eXLPO42zBg5HWfgf5woF+jEN94drRvubac7k2O+cHzQtfjLd+za8ElIASyFYCKsBJ6LkIzLOA7Ike2Krc3hkCcdY8b0ukul8NGe+mSDqvQhxhEDmsMlx7d2f2/MPKR1QXeL9RVeCdxRHzb6rdZbV+d/nK9X03ruZ08e8p4N+CEZflrEtb9hV239YDfOFAvs9581M4cLwvHNgTgpM5vbzBlbflVb+77FF/fvlpndWp15SAElACvZmACnASevfTpj1rOMLr+zDXNpNgrlMTAjPDGCzoNFMXF+cMnXxB/767vEtBDFMYh1aGF4acIlX7lO1bnV9WfKd7ykUU119Vu73/8Lu9bzJydtj8B5ArKP4HGDGvA/ilMWY8yw+sDAeO4v47vuaa/5vZXPPnilULXpj1/qJPmWe7UNEUeM7XHLi8f/7awRTiJ2AZH22v8Od7b6xyT/Jsl1lPlIASUAK9nIAKcBI6+Ho8shWQrU0Fa8uRws15ShkQj1iua9HNjYJ3r2VZcyniiymC/6p23mns9i5m+ieSZ70OkV/asMdTXNfC4H64rO/k77HnQK7HHlTRVHOSr6mmspKj5YpwbYBpH3THjUtefLGFNu71NQUm2iKn8uZlF4Grnj7MY/wusn/TFigBJaAEuiSgAtwlolgzmLUuyHGx5u5OPmO1VFE0V1Y0PcU15/gtOE8dC3A+SzaJhU8EMgCWLASsq1rQ6vGFa/apCAcmcDR7IcX15ormwKO+lfPfOHOZc4PBUikIztu1fM21V7HOfWj+fsZpFOEP/fnlt88pKD+S5xqUgBJQAr2SgApw0rpVVhljjkiauSiGjPNzdjBzo1zqNOmer3l393PNlf4d0ppnCil2wzj6PMPXVHMtR7V/9IXnP/uD8KKPOzXSAxfp118YTzSIFHNUvMky5jF/gXdRlbvsotmjpvbtARe0imQQUBtKQAnEREAFOCZMXWfi2mwDRePgrnN2L4d/aNn5AunPqdvZ8VioLvCO3bwZz3Hk3FgZDpx65Qe178ZTPh15nTVpX3PgJxTjA2CLX4BvDP507Sf+fO/dcwrKxqXDJ61TCSgBJZBsAirASSJqC140IkOTZG5nM5Y1yxg8s/OFjlOqC8ovYJnFtsivKsO113ScM3Ov+Jpr/uEL157OdhwCC02Wkbn+gvLnnafBb+bIPnM9V89ylIA2WwnETEAFOGZUnWcUOxIUg107z9W9qw8DLsAcngdrdqwWqt1lN3PK+YfGssZynfWP25ULeu5G0PPhdmkZfsI16Q84bf4LXzhQBNueLcC4XTbjE05Pz51TMGVyhruv7ikBJaAEdiKgArwTku4l+JoXvkhRkDnDJw7vnoWOS612e3/Dqx/OaO76l3ruGHb84Gq39zFOORdu6o9xlavmP8+yO4apMPLQjonZcu5rrv0Phfgcsfvki+B1y9i3V+V7X+Oo+Oq79p6YulmIbAGkfiqBdBHQeuMioAIcF67OM1P0NmJrXtJHY7T7bYg80HntgN895bg8O7KYU+Fv+jhte827gc92KlNXeBIEg1HaMHOna1mWULF63ke+pto7fOHAUfdd+clHAvG09slbUeX2PuisF2dZc6K6a0Z/fmjUC5qoBJRA1hNQAU5qF8pHYuTYZJqc457yLdrb3ddUcxX3HQZOxV4E2EFj5Ebm7fh7wiLXwcZLHRrKxgtBz6svf33jWN9fVz6Z19K6lxgM503G9/1u71YK8YLq/OOLkYWbGb1xBsT6g5lquASRhQ1Ql5VAbhGIu7UqwHEj67gA11zfh5hDOs4R/xXL2M7DU0s6K0mhuZXXZxnbjPM11zjfpeVph+HrFKdfdXg1my4sKhzDtexPYLAbVg8ewlH9o1d8tGi9rzkwlrMG9wBmCdu6l5FIHRk1VxeUJfT6zp5GI0sH/Jp1LsGKTXF/9YzlNCgBJZDhBFSAk9hBluANmjuAMXlBMEZg3xTN4D3uiUMoLI/DyPA+LZGxlatrl0TL91Va0HMLRelzlIT+9lVath4EPT+EJYth8DJKQwfizMWb2jelMhy4giK8mTdFD+WH9+wPyBOcHbiQvFq5Rv5stXvyKciCTZYMvAIGBWb0hmuzwF11UQkogTgI9CoBjqPdKclqG3legCHJMl5V4J1DW59WhBc8zv12oTq/rHgz8p4zBq9w1Dv1Co78tssQ/eRciDwa/VIWpQY9j0BwMz2eQ/H1ch89GJkuIlc05a892ReuudgXDgwWC2dyjdxlYP3T7/Z+XJVf/tvohTMo1cZ0CK4wYz4/PYO8UleUgBJIkIAKcIIA2xc3LZtreb4LY1KCGJxNAXlkR2PV+d7vUURqxZjZlc2Bn+54Per5s0XHMX0oWvOv4D57Q53ndTp/Imx8iyP5q9HJRjYfCEXYBfxhTr53pJO1YlXgUa6Rf51i7OJywZ8ZT6MQ24wv8abmHCdPpkV5ccAHsFzTAa4Hj93S1o5M81H9UQJKIH4CKsDxM+uwxJc/Gh+53T3ZEbsO88VywV9QNon59qloqrmU+6+CP997hxHMcBl7bEVzbbsno7/KEv2g1fycU5lvYtKizdEzZHhqHW8ggp41HAkOQHFoD458/xWLxxXNNfMNZDb/0OcasDT+t/maais5Vb0vRMoNzOdG5I8U4s/8+WX3zx0+cY//5Uz/kTzffz6XD2bDbmU7jEA3JaAEsp4AP5eyvg0Z1gBZ5wKKE3dKZtPGVz+60PZTgQXlT0JQ0B+7jJvRvOAlXo89CH2y4Expx14mU3IGi67lSLUeBks46j2IDFrjcY1T9H7mf7naXR71YSaOiGsrv/jd4j60fSfEmrhua95aivGy6gLvZSybEUGWDPJz5P8yxmyI2o6McFKdUAJKIGYCKsAxo4o1o2kWWEcj0c1gvDFyu2Omemh5qZUni40xL3Dq9DuXhB/f6KTHHJ/2/JTitZUjxz/EXCZTMtYXcc3a3Ej/b+Wo9/iO3Ooq3dccuIwiPpwi/KPO8vqanHdQ1+wHY43miPkDYzCHQryhKt/79zsPmHJgZ2V74posHXgZ6xlujt3YaTuYR4MSUAIZTsDKcP+y0b236XQhY7dDVf7kG1h4Y2VzzZ/9BeWXGsv8h1Ok11J8f8b0+IONi1joCcbsCsGiN2FMOePJFF/n61gJ+W9H8i4wMLMoqKd2ZcjXPP/FynDgBDLvTxG+QSwcabfY73IJ4B2/u+yHXZVP6XWX6wIymWVGb+iyHSn1Q40rASWQEAEV4ITwRS38CkdOw6JeiTFRRJwP2H/5C8qq+EF7iS0yzheufTDG4ttnCx48igkHwMKV3GdHqBtRgqBnLWD35ZTzrihtfDIZjs9a/Z/3bdueTltzq9yTPNzHFCqbAzdzZHyQuPocDBEuC8hsivhmxnlz8icnPtsRkxf/yyTP7fI+ZwSmc0Q/14xe5wH+d02PlIASyB4CKsBJ7iuOsJ4RYPfumq12e48CxBHwAjGyjwzo4/yYwivo7iaumyFoxIRQuLsmerScM10u1kIYLEZJ44hk1z1r9YJ5RnCDIC/u6fiKlfPe8YVrTveFAwPZz84NzQGWWC/63WUrq/O9zqxFst3t0B6noudBrBsg8bejQ6N6QQkogR4loAKcZNyV4doamuxzr+ebu3IffxD5LQWzRcRaVBEOfLdi+bwt8RtpV8LAC8Fv2qVk7mGd5zHYuJ7i+0tOOZ+UKkcrmwJzKKBvcgR7b3frYD/fTSEeFbE27EV/F1HUK2ivxV/gXcSZC+cJ9u6ajrmcvDBgDmDeNMdu6HY7Yq4sgzOqa0ogWwmoAKem57as27CxvDumjTF7M/6pIlzz8+6U365M0FMJDsc5+q3aLj0TT+o9b9HXSTByAsX3J6l2sTIc+D7rGFHl9nb6XWLm6TRcuWrxGl9z7TSK8e7GyHQY7A4jtRTj1V++SKXT8olelCUDv89lihFm9PqE2pGoH1peCSiB+AmoAMfPLJYSaywb42LJ2D5PtbvMy/XjtZXh2ovbp3f7WOA8MRvodvmeKLigsIzrvZ/BwOJ6724obZjfE9U6dYjLni6Qq6sKyk52zhONzkNzFOKjGC0R+adlMM3v9kb8+eXP37lf249qICWbncf1YLmaI+GktCMlPqrRFBFQs9lMQAU4Fb1nZKUAh8Vt2sg0rvv+Ke5y0QoER+ZT1AphItdEu5wRaU8XXY8+QsGVIMXX09M+Vaxc8I6ImU7mc+8advzByazfeYEKlxCGCOxvQYxtR+y/UYw/4Xrx72Zjdl4y65IX+7/D2QNn9D3XjNuc1EP2lI0AABAASURBVHYk00+1pQSUwPYEeo0A88MtxPjW9s1L05ngLRs4KJ7a795/wp5GMC3isrr6NaMYzdpz+KG8AiXLl8VYoGezBYse59TpT2DkRpQ0pO2HESqaAs7Xs37VakfmpgJARXjB475wYBxjHkT+KJCTB7uf2VrtLn/FP7Ts/GTVKS8MZDvMrxBJTTuS5afaUQLJJJDttnqNAPMDzsPp24Jqt/exdHeKQWSpAPvE40dra79pEPz5ylVPrYmnXCd5v0F7mflwTtATAkwJ/fNSfGd30oYeucS/ndsA4Q1c2e+Qws3XVHMVR8X5LmNN5Dr/GljyO940ruM69F+qh564d6JVy5JBt8FGyIzZkNJ2JOqnllcCSuALAr1GgJ3m2EbOMMAp1e7y/3PO0xUlkrcIkEGIY7Mh0/ihnJzRb73nQopbX0wI3RCHC6nPGiw6nuu96+ibjZLQ7vRvYeorja0GX7jGWXcf5S8oc75eFFuhbuaa0Tw/6GsOTKbw9zUwc2hmgrFaPvS7yxr8bu9Mnnc7yNKBbe0wx25MeTu67aQWVAJKoI1AYgLcZiJz/rmyuWY+P9xv4ofa7Kr8KSXp8sz33/lvgHOrd8f4soc57vLx9HVg5RdfYeJhgsGgEgb1yKQtWPgLMplHlxagOJSZv+hjWRfAyHX+YeUp+woU279dYJ/PrgwH9hdxHcm63+HMyS0U4Y2M/7y9oKxwu8yxnlgutsNcZ0Zv6LF2xOqa5lMCSuB/BKz/HfaOI19T4CdG5Cmx7HRPRW9olbyJsVAVrv3CIDkPXy2c2J91Hoo8SessAH34X6j3PAnINbAwmyPfbyFDN9+qmrcNZLqxzdw79in7Wk+6WdH01KscFX+DU9S7sN7/E8gheUZCVe6y96ryy69lWsxBnu//NgymQzDXjP60R9sRs5OaUQkoAX4k9kIIlU01JxmDjzmKeDOFzQOe8xzeoX2DD+nDmA6vf3lh9vCJ/cWYabbLTs70c17zXTS9Gsc1PMt9egPVDMFCRwzGwTITOeWcWVPiUehUhmv+RfG73dVH/hDlco8kcWr6topwzYgWYw8XYy0VMddynXhLlbt8ftWwKV+PxQlORf8LIrdD+qatHbH4qXmUQC4T6HUj4G2dyWm9ETze3+8uf5T75Ic3Rg3CVrzaoWHBu5wKd97D3GEW58KeW/KmwciTV65a0OScJxyNOR02/pywnUQNBEd8A/WedYC1laPePTGhMbOmxDtpH9eDb+F6/HtVBeW/7SRbyi/9oHnBCl9zzVQK8iCIqbAM3GLbz/nd3qYqt/eXXTkgLwy4BbDfM8duSGs7uvJTryuBXCXQawW4rUNt+Q5gvhXvFF5b2a7+OXTZeghasGhk1DdeGcEbAuzflRln+pl5kzP6DXrOAGRXTAyl/td60MlW77kZsB7njUUNShoO6SRnxl6qDNdO58zEEdX53spMcLKyqfaeiuaaQ2VAn905sxLg395lFOIWxvrq/PIpHfkoSwZNh8ERZvT6jGhHR35quhLIRQK9WoB9q2ueNJBbOIV3g989+bikd7CNzyAR5wGqnUwLsJhxr50utEv44pd0zH7OtGe75EQOHeF9PhEDCZcNFj3FD/yrYcl1KG04PWF7aTRgwZrOm6Pb/Pnlib8WNEntqFg+b11lc+D8yqbAHoA1TYAB9HGe313+YbXbe2fUauwI14PlZnPsprjWkqPa0kQloASSRqBXC7BDieJ2DfcBwPVv7pMbLKyCyJHRjG6AqTWA80BUtMttaWJZ05gnOQ9fORYFx8CYXziHPR4fRl8EPe9wxmEMbJmACQ1dTpH2uI9xVjgzPL9BgI84/Xudf/sbuDgtpSa7Lzz/wYpw4BhfuMZF7o/wb+ksv9sbqXZ7l9xZMHnqtlrlxd0aAJkDY99gxmxM/o0odFMCSqA7BHq9ADtQuIZ2PIxZ68/3vu6cJy3aaOQHn7PWvJPJa5tqP2Fi653DvB0+CS0G02wrL0nTz0XVHHmuQWnjk6y3Z0PQcyqGetaw/o0oCQ3GxIbFPetASmtzvqvM5YQU3MAl0W3+jV/BuDdvfk4xMFttY/31LveU/bZVIUsG/JjHNfx7Tf6NKA1rUAJKIH4COSHADpY1zeM9EBzozy9/xDlPUnwJkHx0vH0WiWBCtMtclz6Xo6vnrlz11PJo1+NPM2exTDLbRnMxhLqi28j1H8w5D6Whw7jvVYGjykaB+aeBWVOVX/ZGpjfOWXbxhWvH+8KBvCvC81e291eWDDwBkDVmzPrE2gHdlIASSAaBnBHg63F9awQ4R8R8u8o9+UfJgIdWcZ7s3a0jW8YgzGtHMe4U6Mc0GyY5o1/nQTDBXhx9Xr5TRalMCHoCnJ6t5Mj3Gtb91ZRnKqtMg+1GA6twTXh8kYgMT/INXM83Z8kuRYAMN8du7PmbNeimBJRAewI5I8BOo68MBx7jiOZ2gfWLqv1O6PI7uuhqK2v7rq0Lzi8PRcnLES6nqLHTFPWcfK/zJqgjKsO1D0UpFn+Sy/4pRfCV+At2s8RThw9E0PMeSx8FC2MpvrfwuFcGy4gzAi50buAE9tm8cfp2dbw3cM8WFqC+8DzUF/0awaJFqPe8T34bsKgo7p+sTBSyQFoB19lckvm2OWZ9cm5EE3Uqu8qrt0ogaQSspFnKEkOcmruaIrxIIq3/SZLLmwC7rANbL4vAveM1yxLn6dXkPXxlwA9yc+uO9aTk3Pmq04AtH9L2OgrvXpgQWsrjXhvMljyOgFHoNLAivOBx/u3czhHxL+4YdvyxTtp28Yt3Xf+c4voY4zIEC9ci6GlFRFYC8hveJDm/+iTcPwnLXI4BLauQhk2W9H8ckNthyS/M6I07twO6KQEl0BMEck6AHaiV4YCXa3rr/G7vq855gvFjQKK+nShi5GkAuzNuHwymtVpIzvRzsPAmGt+AksYHuU9tCHqcHw54BAaPU3yPSG1lmWG9Ys28dfRk3bYHmnyPrrz/430iyyN9W4Oo87xAgW1m3MJIbTYUNlwKyH6AeZX7myD2eBSHLMaBKGk4gLEUJaHLMaHxPhz7DoUZadlkyYCr6eNCiJmXFge00uwkoF4nlUBOCrBDcJfwp84LIg6udnsTFa4V/CA71LG5Y7xydU0d0/Juc58yhPu2UJXv/bYAjVeuCiTpiWw5n9OJqX/vdb1nARswgx/YV1FAnAe+eNpLw9JjhiBYeBYFtoqx9t3CLYOrr13diKDHRgtevqE6nL9xYMT6qS+/CIL7SOFMDBg0kFz6Mu6DkoajeUN0NkpCt6L47fR+L5vOdRRkySDnJTKfmWM38Gaho1yargSUQKoI5KwAX4IXN4oF53u436kuKL+q24AFzvumh3dSfnMeNn41Rc0paed3f5Mz+n2m0FnHdmODPbOT+hO7tHD4HhSeFRz1HoaIPQbFjXckZjCDSi/yTGLbfoq6okcptK/z+BPGFmxc/xEgcyH4NmP/zQPt94+tH/goNlsejmRdFNbdR76+ZfchH+a5/N/Z70CeP4bRL25ENm55aw5h3x5sxqxPzvMI2chAfVYCsRFIeq6cFWCHZMWqwKNGUGWMuZkj4ahPKzv5uogv8PrejB2FTyAy1rk4Z+gJw7mfVN+0R3IEOGLdCJhlOGm5M01K00kOzijQ1S/MD+g1FJm9MentV5JcQ+rNLSwsoqheinrPvQgWPcvjJsZNjFzKxXy2zcdR/UEQOC+ruB2G6/klIWF7d2Hcj3H8yFcG/P6Ypwd+iClvvb3N4TOxeJNzA8fzMxO6gaOBdAZZvN8mQKYxnmnGbOz+jSh0UwJKIF4CVrwFelv+yqbALH4I13MBr6ZbbcsTZ2p2QMdlZYUYHOZct1wtbQ9fPYJHIs554tFMhLGqE7cTxUKwiHblrxSmf6A01N2bkyiGU5D05MG7cRR7OkX1Vo5kn4LzC0xBzzqKbgQuWcYab2Ufl3K/AZCH2KbzIJsGU1z7sG1DuD+CcSpKGm5C6dtB7LTZIbG/eBCr/SXnBo625iR4A9feZFqOuR78KESc9f2bzegNmd3XaSGklSqB1BDIKgFODQLA1xyYLMB6v9v7ctx1jGt4n2UMFhQdw3208BYEB7ZdMBxp2HZyRr/BomtpswWlDfdwn9wQLOLatbmMolXJKddzkms8AWt1RcehbuSPKLIPIeh5hfuPKLJbMcj1GUexf6HlcyDiPPT2NIz5MVpbHWG1UBLalfFglDSUM17JNj2C4g/WMn9MIQ9oFNlZgJ3CvqbAleRUb4Aa5zxbo7wwgO2w6yHZ3Y5s5a9+5yYBFeBt/T6gj/Pbvh6K8APbkuLYf448uyRqfrFf4Af0Pv5h5SdR5D+uWL3AmbKOmjW+RHMx889jTF4IHrU3he0DTmuPhBU5EqUhf/KMx2ipznMgRfVCxt/Sl3rGDxg3MhqKbBBi/wiWOYTWeONj7gKsk/DFlHF/7t0oaRiLksbpKG28C5PeeYP5Eg4zmmqdryJ97Z5jjukTzVhCN3DRDKYpTZYOmkwBXm/GbIj/RjRNPmu1SiCbCagAf9l7zq/MGJjpPP2uP7/cx308YTUgUUfArcAiAANhYxo/3BIY/dLKtlBf5Hwv9UC0bP3BtqSE90HPucBGii8+REloH0xY7jxclrDZqAYeRl8sHHEygoU3cV323wh6Ghg/ZYyQ0Tu8YalmPJ5lW2HkMVj4HoXWTb/yGAejuPFQ7r9Fkf0Zit8KMF9PhMaWpiEO9+h1fXkDV+X2OiPx6HmyIXXNgLYbUXPs+uxuRzawVh9znoAKcLs/gcov3kx1J8Tc5t93yqHtLnVxKM77nIuiZbqKoyemG4r7Ga6trckRYGNu4Sj1HZS9t4K2Ew9Bz9004vj2CIVtNI+TE5w3QD3tmYSni66nuDaivnA16j1bMJQxz/o7xfZCtmMoK1vK/fVolWNZvzNlPIj7AxknobRhJiaEHkDJW83Ml7ZgOA0dEbtDAXZu4NieCwQ4e06BtzJtjiZYsSyXdYBcwBufs43+hjB0UwKpJKACvANdXzhQQbF8Fi7jPFy1w9WOTu1XKdrDOroqwFaCXnLFR4vWd5QnvnQzBcb6bXxlOshd76nnlYvp/xUUvPN4HF942rMr6rn+XV90NuoLZ6Pe8wDjEsbP0CJLYZufMY6l0b35oc7lVHkQYh/Eddh+HMkOZZ2jGc/ltPEcTG54kfmihnQnsg8bpYN14G2++ZoCD/P4Tsvg1jv29R7G46wMsmTAwzA2b0TlVnPM+qxtR1bCV6dzigB1IafaG1NjORIupQhv5nRijIJgngVkT3Swcfi7AGI938Hl+JKDhTMAEY4Mb0Mi29MeN0VyFUeeI9CKwyiGzii4Y4t1I0cgOPIbCBbOQtDzG8ZaxpWcWl9Ngf0947cosC4YzIMxV6B1lwNQGsqnsJZSYI9n3BOWdTKvbeDNw6sU7UdRX3gasmRjH3Id2HQ4At7WDOcGDoJnXC6p3ZaWjXtZumsF/zaegZXd7cgPERYTAAAQAElEQVRG9upz7hBQAe6gr1uxy9Ec9Yzy53v/1EGW/yWvfruGwtMXztrm/1K/OjJAvW3slq8SEjoQCjAWJGQiWHQBbLxLn8MU3qGYHAq12Xvu0H3xdGExnvZchHrPryiw/0Cw6E3uWzhq/Q/jFRA5AGJeh9i/hLjGU1gHUmiPYvwOj/+P8c8U3Rcw6ZVP22y2/2fCW8/x+uUYMGgwBfsJGPHR9grWdSPr9LTPmmnHlhHnhzW6FGDHb46EJxqYzdVub4w3cE6pzmJ6rsmSQRNZ82YzZkNWt4Nt0KAEMpKAlZFeZYBTPwg//rEYw6lZTPO7y67o1KUzsRXCOHSE82q/nbISciPFPKYP750Kt08IHrw3Tz0Q43wFiYfdCHWeezmymcuSi2HwL45E72NcTBH8BFtbXoctv4SN8cyzFpbcD5d8B4NdAymczrTxSZw6rqRo343itwMoXuY8tEVTcYbRL7ZQsO+lzYmI2KfCyC6ss55iPI/rxd+N01qPZI/0s+Lqw41ijuKNF2/gypy19R7xMSWVSMT5XvAoM2ZjdrcjJXDUqBJIjAC1ITEDvbl0RXOt85UkTs3KnDvdU4o6b6tZC8hxiLIZ24p59BSl+P+SxFXFk5UobnyV+/iD89Sx4HzeLDSx8CcQGQCDhRS/q9BqPBTEfRgnMF7IOm7GhIZHMf6tN3Dosq3Mn5ow6e1XUNJwFZwnrw0F3zbTKMQfcuR9O54ZcWRqKo3f6qwVTzVTUPv+uqBsr1hKX9tU+wnzXUTG51a5J8/gcVYGeWG3T2BbF/GG7Fxz7Ma0tCMrwanTSiAGAirAXUDimp4z+n3ehr2o06xGVgHWEdHyrNlr9+QIsMEpcN5RjDi3pV/bnaPcR2HkEEjfQo5ih1HwzkBJw7WMf0Rpw7OY1PhxnFaTn7204S8oCZ3INelirhVvQsR6jGK8CHWcEn94VN/kVxinRU5DtwAxz2Twb+cvgNwlsO7o+gYOGbvJi7u0tYN9coc5Zl0XN6IZ2wx1TAlkHAEV4Bi6hB+kxczW6i/wvsB9R6GBo4SDo128ftkjzgjyfY6eYv7w3slOXeH5TOuPkobZ3MceFo4ciw19ngNMI0pDp6L49XdjL5ymnM6adGnoJygJHcC1Yj8g38DQyCcU47uxqGgc0rVZdiP/w8TVh75wzQyOnJ+PwK5Ll9vJqFeWDJgBg+dhubK6Hclg0bM2tLbeTICfJ725eclrW15L62h+AB1e5S5z1k+jGDbOgyrOd1qjXANnIqWxFbGPnrDjJjKLSc8wxh6CRRfAZS9m5b/iqPea2AtmUM6Jjf9AacPpENch5N8Ey8ylED/PKeoZqOHIvmddbZRu9GFlOFAskK1Vbu+SnnU3ubXJ0oG8EZWtZsyGrG5HcqmoNSXQfQIqwDGyu+KjRas5GruEH6QX+AvKL92pmFhBpu3KGDUY2N368G4z9jBc3B8OY8/mPrZQ77kZMD+E2GNR0vDH2AplcC7nga/S0C9QEiqCYDaMGYd+fTgqLpzLKerJ6IHNGDRyPT+uEfA2t/JaWsYIcJjfXZblfWGPgcFhZsz6LG/Htp7RfSYT6O2+qQDH0cO+1bX3icg9/ADy37Lf5IO2K1rc9hIJweKi4dulf3nyxYd3N0fAQwt/Q8H5EFF/qefLCrbtnj1kMEeIj8GWQmxpGYfit5Pz/eNt9jNhXxz6D0pD5wCRfIrx63Tpdrb5NcarsXBUh7MQzJdQsCCNENMtAd52AwfI+XdGu4FDdmyyZNBqWJFLwHaYYzbsfCMK3ZSAEoiVgBVrRs33BYGKphrnQ2dp/4j19Bcp2/27Ea0m6miMoDkCpihulz3GE5FvQyzniezOC9QVHYfW1sUc+b4JZ9q2/N3POi+Q5VdLln+E4sY7UBo6CpCZFGMPXJEVFOIHsajt9ZpI5rYlktjT7G03cEbusY2pvmvY8VGfF0imv6myJS/sdh9vQu+BhWoz7rOsbUeq+KhdJRArAepCJ1n1UlQCvnDNeAPY/nzvcztk+IjnxzLuFGwjjaaLVxnuVMhJWFj4LX7Y7Q7nqzrOeUfReVJYTJAjtBtR0tj97wl3ZD/T00sa6rjOfTEirr0AGU5x+D6FeCunpxfAebkIEt+u/u/8DbTy4Z37TjmQ+26FimbnBk6WROyI8wrQbtnIhEJcD3ZuRJegNS+r25EJLNWH3CWgAtzNvm+FNZaCepTfXf77dibep1ge0u78q8PK5sAHAuxRPfjE3b5KjOXAZV0DI50/9BL03ErhncU1ak45N+b2CxMmLVvPm5WxMHB+J3kJR8V7cTq+jmLcjPqi22JB3kWexojV8Y8ydFG27fL/buDKd7yBa7ueLf/IkoHj6attRm/M6nawDRqUQFoIqAB3jL3TK1eF56+0YF0GmIvudE+56IvM8gb3BzB2FBqlX2thRxejp5sxsFpvinptaeEQ1Bc+zmvDEckbi4mNS3iswSFQGnK+v70ZkIewOtSfQvwE19EvpBC3Mj6LRQefgm5sYhAWQZx9uHNFrZutsbxpOtLv9t6789VsStnMduBIc+yGLG9HNjFXX3sLARXgBHqyIjz/DwZybwT23VX53v0B4zzwNKQjkxwBN9rxPMRT55lDW5+ieLkjsjxsFxYVFmOjcOQhr6AkNBXOyK/dZT0kAXFNp8hdgX1HnNw2PV0SGgwjZ/KKC5brnxTijzlF/VuexxyMiLPG/6OYC3SQ8ao181cKcDkvX+jPL7+Y+6wMsmSvlbyxuRwGF1KEs7YdWQlfnc56AlbWtyDNDagM11zMD5+XOSpaDFjOL+Ds0pFLxkgjr8U+erLM2Ry5PcIy24dg4ffg/EqNwWwKy0+3v5iks95gxvnqki3TIdYfUDdiZFuTShse5Q3L1xldZPtnxtMoxDaCRS9RjM9py9PBP3ftPXEob7LyDdBhH3dQNGpyRTjwB9r7vRFz1235kzubOYlaPlMSuR7MduD3MLjLHLU2a9uRKTzVj9whoAKchL7m+u5YmrGqzir4O/cR1BYdx/1OgbAb+eEdmwAv8kyCkX0osM7DLv+zFSy6A3B+EYlTmKWhrp+MRo5vpQ3z4dyoiGsu97IdjeJQJYV4X8Dl/IjG5xTjP1KMP2O8HwuH77FdXp5E+uRNY56nBNiNp0kJvnDt92jvpT5i8QYuKSbTYoTrwd8D5CXk9c3qdkA3JdCDBKgJPVhbL67K6mMdxw/SY87+7eBW5JniaE01rkijIMbvkVoymx/2r35lJ3Dovqj3PMnpvgJ89vk4lLz10lfX9KBzAqUhP2BeRrBwbtSMJctqUdJQipJQH4r0nQAmwtVvLYKeZYxc5/+ylME0Y1u/4lneHcPGDeY+KcEXDjiv15Qqt/fZpBhMkxFZMqCtHWbMhqxuR5rwabU5SEAFOEmdPnPF/Pc4lVgxdtHAfuWP7XZ6NLORPJtT0DIi2rWd08x4isHtbenBolL0beHIQl5Aaeg7OCW8sS1d/4mdQEnoMogM501M5+u3pW3voN6PeUfTuPNzi3MowhuO/tXRwa19jauyeX5QgM19zC5lvJ60sO0G7s4Cr/P0dtLs9rghaXFmf44xYzZldzt6HJxWmIsEVICT2OuVTbX3vHn05g9O/NtuY+4Zcnz+jqZnvb/oU47ENlYXTBy247Xtzus8N/B8I0dkf+aHP6egzX9Y7loUN/yM6Rq6S6CPXADbzCLTU7s04bzZrCR0AvugP4zccPgL/Y/891mfjWLZdzbvYrZGYDmjvS7NxJrBuYGDmJm2wferh06+INZyKcmXgFF5YY/3YDATsL9PEc7adiSAQIsqgZgJqADHjCq2jP/v6o/nNu/XEtncNxL1K0FcA26MoG9hF9YugIV/cbRWxQ+zSxCxx6Gk8cEuyujlrgiMa3ifPKcz21ws8Hi4jyncM33Yb45ePGBAy67WGI6MX13t3jro7UM2+yjG8xAceXRMRmLI5Guq/X/MNtdY1m/v2GtyAY+zMsjSgW3toAj/1oz7OGvbkZXw1emsIqACnOzuMvLMrb/8L3UWeX63d6e3BAnQaHW2Dlw36igIhiECfnCZfbAhMhaT3n4l2W7mrL2JjfMAcwPy4Dy5GxOGLZsxjR364DM/eWEpZyFOP+Cdfn/c792+a1j4AMB+kUK8kjdLzqwFkxILXA++UERedfWznk/MUnpLy5KBFwLyKlp3ybZ2QDcl0FMEVICTTXriWzU02ee9g7acxP3X/fneu7n/KhhII6dBC79K2PFAIr9lUgunIxehuPG7OGn5Fp5rSCaBksY5gHmTohnbyyNEplkG929zQQRLd9lo9ef09CjkbdgLFhZxZF1BIW5BsGgRnvZMQgJbRVPN11k8r8rtjfa+cV7KjiBLBrS1w4zekNXtyA7a6mU2ElABTk2vbam68aPhBqYSgsuq86ecs60aZwTMtI4F2GBvXv8Tp5x/vq2M7lNAoKTx+7Q6gqJ5Nfcdhl8XlI2DMbvNbA48tS1TxMYiAAMZgeNWrcGE0DSK8e48n84bp91hoxb1hatpm0LP1G6EVjEl/Fs5tirf+5tuFM+cIhIp4d/zsWb059ndjswhmlpP1HqPElABTg1uTk+acZXh2rs5MrrfiP376qEn7u1UZRs08oM1+pPQ9SO8/LBai+LQxU5ejSkmYEWms4arUV90MvdRg23LNBj5avTrZJrVHHgLVFr/vlMORfutJPRn9t1RFGP+v5J/8tI0inCE8Xk8O/JbPI85XNVU2+jcwHG0fWlVfvm5MRfMsIzywm6NdKkSYl1qxqzP2nawDRqUQNIJ8IMi6TbVILCSQnqYA8LXHDgPkDdhtbwIbp82jw8ZoHA2JubxdPtgu5wXPfxp+0Q9SxmB8cvfAazpHOHOxbOH7PSzeg+PmtrXCKa5ZHsBdvyhOG6AK1LqHEeNxaFLKcRDIJFvUcBttNp/Q73nE4rx72C4Ah210PaJzg2cGPxJxPxu2w3c9jmy40yWDLyb/x/4dy2/M0eZthvR7PBcvcwxAj3eXKvHa0xVhUFPiB9wHJmkqoJ47Jq3+KF+0LYSvnDNaIpu/yp3Wd31uN5meuNeQ13bT0PXH7YnxEyDK2+70RbzakglgZK3noCRX6G1de6O1fz30zXTRDD/ivD8lTte43+c/zJtDGPnwXmPd2nDOIpxHuv5IzOfzL/TrYyvoK7wfJ53GiqaA8wjbxpra1a/eEVeGHg+DN5E3sasbkennaUXlUCcBPg5EmeJTM1eEvLwP3gBRxiPZYCLS2HJPu39cNmRSQI5rtrtdd601BixUNj+OrDVGf3+Gce9yenr7a/oWYoJlDbcxhFaiH87v2tfky0yTYyJekPEG6p3YaSoff4uj53fdC4J5cPYE5l3DUR+xzrXIVj4FwSP6nBk6NzAAdLP7y6vQxZvsnTgaMD041R0Vrcji7tAXc8wAhklwPGyqRpaNsaf733dv+3XZIycQRun8APt/7hPX3C5nId0BrV3YMbqhW8KbFmLKQAAEABJREFUrKv4wT0DgBD89gJsgwJsRf2wh26pJ/DFuvso1Bde6VR2V0H5kZz+HT4zXPtP5zxKfA2C/aOkd51U+naQa8WTOSruC8gcxgnAxg8R9DQgOGImomxiG4q22XYDFyVHliRZTjvkOHPsxjuzxGN1UwmkjAB1IGW2U27YuLiWJljNqdu7/G7v5/6zh1007P1+/I8ts1E3oiTlDnRUwfi33oDhx/PT27/soSI8v1qAB1hsiogcwv0XIegZz9wDMaHtK0xfpOm/PU/AWBfAyHWcGj6p1bkhMujwhoh3UIvp4GDGxEJJw2wK8f78Gz4SBs6a9C0U4o2M/0R90Vc3aRWra5fJlzdwc9zlZyNLN3l+12WAfRWMmWFGr8/admQpfnU7wwhYGeZPXO7Maqpd7AsHyhn7GYNfAXLs1dfsU/Hzy92byh7f4z9I77YBEeGoZXsnKsKBc5nyPv11fpeWhwyCaTDmTzzSkE4CpW+9TRGcDpG5tstcYFmmQwFG/z4ButqPMTmhuPFVlIa+QTHeBUY4g2MOoUiFUOd5D8Gia51Ktt3AWTD33r3/hD2dtGyMsmTXakAeIOd7zYRPs7Yd0E0JJEggqwW4fdsrmwM3cq3sQNtg1B5rXLUnPbJb/9v3L7M5Mn58p6+LtC+YuuMPYZmoD+nwhqFQgDr6NhsLh/enC9PQp+PRFq9r6CkCpaF/ffPPeyxYMWILZjTVOl+hiVpzxfJ56yBoqXKXlUfNkEiisyZd0jgCLVuHs46lFOJrOSLegrqi+RV/XsEZHjS0tPZ/JZEq0l1WlgxwbkQbsKVPVrcj3Ry1/uwm0GsEeFs3ON/R5Cjz1KtW1Fr/PuuzrZ8OjkyEy36dYreCcfa2fKnfy7uwMaqjeiJ9XNN57cLTH9jXD4MncVxjE89zNmRSw8v+veserx+z6Q3Ue5y3knXoGmcxPuNKw/gOMyR6oey9FRwRT+XIeBCMVMCy3ciznvM9uHLfrf3svavyvQsTrSKd5WXJQOc92gM4FZ3V7UgnQ607uwn0OgFu3x0Lv7nu9Nl3hwfectvqXwLi/EbpVRThrRy11PLDawJSuRnzBizs31EVs1Y81cx1vwuOq9n14glPDdrpndEdldP01BKocp/g4ezE0bW3LS2FbY7gyLOyoxoF0sT/QEd2dD2p6aUN96C48VCsj+zOEXHAf/1HrcaFieecNa6JI+MpSa2rJ42J8UJkghmzvqonq9W6lEAmEODnRya4kSIfJjQ+CYNbmoa1/Mj315V3cup3N9Z0CT84h1iCIMW4mfFWpqUiLGbde3Vm2PfX8GdPnPXp2jPm7nn+7FFT+3aWV6/1DAGR1mkUuC/Wfm1MZx/eRhHu4LWgJkSvor/VjBdiD3HkPGn5OpQ2nr/qvNd3e+uojX8+NjjQfeQL/efRxw8RLHKmp6MaO/MI86upxxjndZlRr6crUV4Y9CrE/AgQn/n6xjOgmxLIIQK9W4CdjiwNXcMP0QD/k//bOaUIz2U8Ymh4z/6APMF4EUW4tcrtfbaqoKzDVxIi3q1lfS2LsA7+22Gwpy38xvq7BHhm8Kdr/9BhNr3QYwSMwXmwvnwZyqTGBgg+YuXXcZR5HPfbBeZ9mQn5jGkJ/+/xZ51faXrowjlDNg9Yb/0TMGdx2jyCOs8S7qdu55RBmRXBV09Vb3ctzScU4Tvo+0OwcZ8ZZQal2R2tXgn0GAGrx2pKZ0WloeNZ/Vp+KL3OfVs4E49s9YVrLmYcLBbOFEGeGHmMYvyxP7/8N22ZEvnH2/QJi7diYdFE7jsK0xBpuZ83BBXMsG91gfcn3GtIEwH2+2mWwTsVTU+9+pULYpz1yTcgpu0G7qt0Hrgk4iwdOLMqPEtPqAwHzuI69Nu/vHhYOdeL9+a0+Sn0ZCvF7K+oO2g/Hm8LjchQAXYclCWDzqIIv42BG7/6P+qka1QCvZlAbgiw04PFIQ9Hwgdyqu4R57R9rFgVeNTXFDiWQugSmAdEzOkUYucJ6pe4/277vHEefwbLRF9rDnrOBeQ5THpnObiJtE43Ri6pLijTaTjySEcwYs7jiPf+7eu2GgH5J9PXIFj4BtptM8MLn+Gpa86Q4rSNglk/fOGaI/l3uyv/VgOcnn4SpaHxjHkofaf9KzTZDmTkCNhpgxNlyUBnPX1XM2ZjwDnXqAR6O4HcEWBBKzvT+VnAb6POwzUnnkUJFeFaX0U4sC8/0KYA8jmA+zgy/dSf7/3TnOET9+B57MEgDEuO6qAA1xrt+7ddq2hatEpgOyI8N01fm9rmSk7uq/K9+wtQ1i+89qs+aQMh+EK4JoSKYGQ4gp4db+A2SZ++ZW150/iPMRFnlmcib+Bui+aGMWg0gowW4Da/LbAdZiJFOGo72vL0qn+0MblMIHcE2OnlktBj3N0OwS/wTGHU7+jyeluoCNcGOLIo5ai4D2DuYpnJ1ta8tRxlLLuzoPzStkxd/eN8eBuz80M6dSNGwpgjOFp5qL0Jp04Bfow8+w8PY6qr/TU9TjEBC+exhvsvwYst3LcLhgJsCtn/rbAizpubeAM38qsbOAE+hsjX2xVIy6GveeGLNsy1Lcblj+aAiwLM9ELGjA7y/MAX+X/jWmBT1HZktPPqnBKIk0BuCbADpyR0NQwWISL/QYxbRVPtdRTiYZaRMfzA/cA2popCvJ6jpr/fecCUAzs0I3Ae0nHvdF2cnx2UqG++qggHfg2DJc0Fa+fuVE4TUkZADJxfPtp+9OvUlhehAH85cnR+2QjgDZz9CwQLj3UuG2AF++tQ5zjdcVa49parovxyk+OXayD+1w4nIYOjLB10iyzZq/30eQZ7q64lQiDXy+aeADs9Xhry8kNzHYKeV53TWOPM5pqlFMgTKMb9LYMbRXCU3WK/W+32Lve7y364kx0TeZppUb76YTj9LDt/2DOzE2j/CjGmoCq/jCMBJ0VjKgn488tv59/D2oqmwHM71TN2+TqmrfvqgSbnBg6yEJB5cDbBMhEZ7hxmcnzgeWlrx1mHmvYPZmWyy+qbEuj1BHJTgJ1uHTjI+TGEgynCDzqn8caZzYGbKZRfy7NcI2zgdUBmc1S8mXFetdv7xbpvyXLnZ9fysLBwCLZtwaJv87ARpQ0sw6MOgm1kuojMoDic1kEWTU4CAfbVhRBzJZcZpBNzjZB2v99c0lDOvJ/xb+dVy1gvsOzePM/4YAxHwRYyfho640Gqg0ogKQSA3BXg0S9uhJFp5Pgd1BVexX23whWrnlpeGQ6cRjEeyA9ix85wTku+5HeXrazO995Ao5vRB2XcfxkM6+x49PtlJlQ2Bz4QIxcYmLlz8r0jt6XrPnkEeLN0K/uqbZYhstWc3qFl46wDy/bCtXpw2w3czb9sPl2AAR2WzaQLFhojUAHOpC5RX3KbQO4KsNPvpQ2PwqAKIjejbtQXo1Z0f/OFa+/yhQMjXWKG0G6dEVTMOWdYv2sr3bf5C8omYWGRM1U5CasbOpx+bl97RXPNfOHImp3krAdL+2t63H0Ct7knDqH4Pg7BgcZIIy29feUnCzp5F7fl5NlegM9cvAm8gWs6cOtJ7Gf48ycdQzsZHfgH1Mi4fTsy2mN1Tgn0bgL8bO/dDeykdV9cKg3NgkE9EKn5IiHxf2c01X7ia649l2K8+6Pnfbqc68W7w0jtrRcVvH7x7UPexZngQCS2enzNNc7ToC9Xu8v/EFsJzdUZgap874S+yFssBq/4mgJniJiJFNDfdFaG80TOKyd3Fi7nBg4yZ/Mutqw6qO0J6U7NpPsixTd6O9LtmNavBHKUgAqw0/Glocn8kF2POo/z1LKTkrRYP2V98MY5zR9RjPNeHbMxcshLu3yNo68I13afu9M95VuxVORrDlxmxBxY7S7/USz5NU90AhTf74mFBTDmZxXNgZ9yar+SOaWyKTCH+84CR8A7TEFvy13ScOWmAWbjR/tEZmxLyuB9I7Lhu8AZDFBdUwLJJKACvI1mn8jh/HDyoN7zwLakpOwteYF29kFd4Ql/vmLNslkrA7sbyGkQY2zYf6MYf+J3l/1uNibmMV+HwWq1phuYWcx/aoeZ4rmQY3l5w3M7mzzTZdtjK5pr2/rYElzGtK7fulTc0Mj1/a9h6TF9mH+nsOdHrkX7hl3Cv52k38DtVFkCCQ+9Ko0w+Nr3jzFR25GAaS2qBJRANwhY3SjTO4s4XzcxZjo/oL6LOo8viY1cRFsDIdY07tvWfivDNf/iiHgcYx5E/gjIKYPdeVur3eWv+IeWnY8o28z/zn/Psu3pvPSHKvckD/caYiBQtU/Zvv587xO84Rm2i+wydkbzgpecYl++PrIQkdYfO+ddRucJ4s2bdp6GZkEjeC1/Zd9P+bfjQbDwL0zK2GCAxs9bEbUdGeu0OqYEeikBFeD2HVva+BBHOndCcBueGZmclys4oyfhRzPMGYi42gS4fZW+ppqrKMRDxZZJtjFrYcnvqtxl66rc3r9UDz1xu6+3zFy9YB4/7G8U5Ol6cHuIHRxXDy0vlTxZzOn7pWT8nUvCj2/8Miukb785PP7A999F273fmWkdBY4eW6MKlwX7Wa4p7wGDCwA5G0GPM7WNTNyEAtyqT0JnYteoTzlIQAV4x04vaayAkWcRsRfseCmB860suwSTlq3nPmqoWF1TV9kcmESh6MsMjjhMMFbLh353WYPf7Z3JtLbgrFdyKvpNpt3blqD/RCVQXVB+ibHMU4B1bWW4dvaOmQT4hkBiZyjgNLREFeBPwrbzAF/f75eW/gMwd7KuW1FXdBj3mRgaxdYRcCZ2jPqUewRUgKP1eWlDKZM3cyTzIveJBxsLYOH5WA05glEZDuwv4jqSNwPvCHALBXcj4z9vLygr5LXv09YIjpKv5l7DDgT8BWVVxphLbZGxvvD8nV60Uu32Xsgi/SrCNT/nPsbgfBc4unBdj0WbaaTlkKHvlcO5gYM8wynvWqZlXnCm0nUEnHn9oh7lJAEV4I66PWKO5qVRFOGo72zmtTiCqYeNHV7y33XxiqanXvU1B75REQ7swtz/x3honpEQp6jfM0ach7t+WFVQdjLTNZDAnAOOz6e4/gfG2lcG9Bk7q6nmFSbvFGyDSs4i1O90odMEi1PQ0QXYKWaAteKyxzvHKGmYyH3ybuBoLFmBfjZCn4ROFk61owQSIqAC3BG+SY0fw+BiXp6GusIruE8g8MM7wVEHp6ZvYzy4xdjDxVhLRcylMNhDjDxaNczrvN4SubzNKZg82dUSWQzIs75wzdkVy+dtQZRtNib2twSHwkRmR7ncSZI08mLUKWimc4IDq4yRI5zjtrh1vfNiF+cGbqd1/7brafon0upMpXd8I5Emt3qyWq1LCWQMARXgzrqiNPQARwt3Q2QOFhYWdZa102t5nX94d1p2h4s/aF6wwtdcM5ViPAiWmcHLa7imd19Vgffvc9xlMX2vmGV6VeCMwOUuYz1uBD/salp5sDvvLuZbXdm8yPmhjNg5lLzVzMx9EWrnZqUAABAASURBVCjai/udAkeWDVwqOOirC96mT2DJRTw/F8FCp594mP7w6FvS1o7TikzUdqTfQ/VACeQOARXgrvq6OOSMfp9HHpyvE6Fb2+6OAJsOR0/dsslClU2191CIh3K6dS+xZZ4Fy/me8PtV+d4bnLViZun1gevi1RbkIrEw1tcUeLirBovzHWyDB7rK18H1Rv4dRO1HI/KSLcjfrtyEhr/w5u0uQO7AswncwCHpW2NeHx0FJ51qNhhUHzOKgJVR3mSqMyWhYtjSiqDHWXeN38tDl23lB/H7qC+K+uEdv8HtSzjTrRwV/55Tr6UCnMY4kGvFz3B9+Mk57vKzt8/dO86qCyYO87vL57Otg/uF146duSrQ6a9LOa2eU1B2Btd+d+NNS3cfXmtER+unlh0Ug12deraLxQ3O6Pd5tErddunpPDFolI7akU6/tG4lkGMEVIBj7XDbNZprrocjWOj8MEKspdrna+RJSgSYdr8KFeHAy77mwJUUmb0tGw+4YM6vcnv/W5VfdlvVsLLDv8qYxQfV7jKvMS7n+71BtvfcS/BiTA+4WZAfAhLz0+jYeWuE2FH7sHJl7RIB5NcHTj4AO27ODRywFXWeJTteSsu5hUbWG7UdTNegBHorgYxrl5VxHmWqQ5OWrQbMJYBcgKDnUsS/8UMv+od3/KZiK+G8cpECdYILVqllWVssW/7N6emFfrd3+mx0/urL2Gro+VzVbu8MA/mHsaSysilwY1weGBwDG7+Iq0z7zMb5KpJ0KFwG2BTZYk1uX+Sr44hrDI8PQ13hH7lPa6Cf/FvUKei0doJWrgRIwGLUECuB0sb7OAV5D6Mfzxz6vwduYirf+Yd3TCa6mWlmeH5DRVPNdRXhwP7s8DsF+Oaebtcav7v811XDpny9m2Z7vJjf7XUeoDovYkfGVq4K/D0eB1i2mvnX+lbXPMl9N4PdlXB9BCPHRjW+7QZO5Pxu3sBFNdudRBto5N9AYXfKahkloASSR4Cfx8kz1pWlXnG9OHQpDJYi0hLfU7SgANvpH3VUNAcepRCflmfMYSJmtWXbf6I4LXaeJL53yDd3XsNMU6fdMez4g/3Dyk+qzvdW+t1lj/rd5Wt447PrmqbxY69cvfDNbrh1Fvuty4e0OrW7eUDnAix4H2IOQUfbths4oBoLDzm4o2ypTh9g0MhRsApwqkGrfSXQBQEV4C4ARb1cEnJeuGAjWPRc1OtRE/t0/uEdtUzqEmc0L1hRwSlcirHHsq2fW5AJ6/tt/MTv9t575zCv8yKJ1FX+peXf7DtlH06JT6h2ey/kDcDNfgpttbv8DX+Bd6vLjsw3tqmwBWcCcipgv+trCpx3Pa7nAA5xbbRdzgJDuDZ+OffdD8e/toGFP0Sd50Dudw5G3mDizmvATPwqODdwwBK4WuN8EchXFhI+uP81aWvH1MNN9HYkXIMaUAJKIBYCViyZNE8UAqZ1LGCOQr3n91Gu7pxUvOwDjuD2wHMH77bzxfSmzFw9fx6F+Lt9W61hIrLMtuH3u8tfqS4ov8oRyUS8mzt8Yv+qYWWHVxeUnVGdX34t7f6x2u191u/2fkyVXUYmtxhICUen6yi2fxHLnC279NnVFw58TSAb+Qc6ltdv9YVrR3fXD9r5Kcu+wpiEII0QiT56NHAe8Nq7y0q6dQPXpdV4MzSKPgkdLzPNrwSSSoCfb0m1lzvGSt9ZCcFlFI6L8PRI54ULMbSdH96trugf3jGUTnWWy/47/0OuFd/uCweOsCxTCWNGbXHZTRTMv9w5dMqJndU/Z+gJwymwU5h3BsW1mvv/ML67bmveOjHyACBnGzGc4jZ1Arla7D4jWc+QynDgOF+45oLK5tqbZjXV/s35OpHztSra4DSzKbcsObkyXHMNEtvGsc5bEzPxZWmDMI+i9mHfrf2cH/BwXhvKLF2ETW03cEfyBu7eLnKm6nKjAFHbkaoK1a4SUALbE1AB3p5HfGfFoT9QgO+Fbd+N+q/t33VhrgNHOhg9dV24R3NQCBdxVHzRrlsHDBaYpyNiz3YElcL4T39B2ZX+Au+N/vyyR3j+KuMmy2qtg5irDTASRt4R2/LDZZdTZPty6vgwTnd/m8c/Zpw7M1zzTMXqeR9Fa1BV/pQS2l4rkL7Mu9uMVYk8NAX4C8pv4khvQ0W45q/R6os7Tcxk3pj8KFq5yz75dxPTI3MKysZx33k4vu0G7nIYXIjgyIs7z5z8q8Ygn3X3eL3Jb4laVALZS0AFONG+Kw3xQ0xeBvosjsFUI/Nk9KhjLib2r3ZPPoXrpjdXFZQ/ub7vxqU25JcUsTEU1+Ec9Z8EWEdx+n2LJfibABdsjVhDKJYHVIQDjuBe4Wuu8bdNa69c8A7bG3O4c2jZT0XshQJZTMEcwYKskv8mEow5DzYeS8TEV2UXjhrK43xY6HCUS9/XWQbFzNd1cG7gAC5h2Heh9sDO1467thZXDgFetg0K4iqkmZWAEkgqASup1nLVWEnDWH7IW6jzPNsFgkaInRECfMew44/1u70/qHJ7/8L9Sxzd/pf7revceZtsWH+zIOdz5DtEnHVNI/9nixxDkbU4muWItmaar6n2hpnh2ocoui9f/d/5zkM9XTS988us+5+2JdeLmJs5DU6R7zx/LFer9isbw3wFGNhnJveJB1dkGo08xZFjJ+v4ptlAnF/SYtZtoZN9Seh7MPIS+vSN5QauE0NxXrLwtAh2j7OUZlcCSiCJBKwk2sp1U8dxZHQM6grv6RgEp6DRc1PQtw+esp9/aNn5FLe7OKKt434F4waKre2yI8/Sz+s4EjoSkFUw+H8w5psUVBfXZftxn+9rChxb0Rw4zxnRdvTTfkjCRp/eMsBkToueWNFUe10STLaZkIg4L+pYxjXldW0Jif8zDcb6Fc3k4dlhg7mPFpaTqSfahQ7TShvGkb8g2OUNXIcm4r3w8KuykGXypo4zHbWDlzUoASWQSgIqwMmiWxp6D7ZUQOT7CI64IKrZyFaOgDEi6rXuJ1pciz2hKn/yDX53+b/8bu8yxrWMrX362yvEkrtp+mRGzhrjCdjmchesAziazWPck3GUL1zzTQrtT33Ntf+heNhteXvgnzkFkyfTz89YlUXR362yOfAUj5MZSkWkOikG6zyTKZIRlL4VpL3NiAws436nYMO8Akh3pnaPg+AY1Hd2A4dkb5ut9YjajmRWpLaUgBKITsCKnqyp3SJQ2nAPP0TnAtZvERy5/S/jOAYnvf8pbGzEwoOHOafxxOqC44+odk+p8Od7/+Qv8L7AUWwzp4+3UMAiEPmXiHUJFZZ2zau0+wtjWeM5irUYB1JkD6gM15b6mgOX+1bX3ndFeP5K5klrqHKXXW8ZVw2dCNK/+EaMLNRV4E3Jj5mnldPZ93CfeBAzDWL+9KWhNTAy7svj7XaWsZ5hP+yxXWIsJ84NHGQm7fIGrij6DVwsduLLs8YAUdsRnxnNrQSUQHcIqAB3h1pnZYpDF/LyaxB7CfdRAqehrehfRaoeeuLefveUs/wFZVUUqFqK67tVbu967m1jIi8Z2DdA8HWBfGxD7rOBM/tjrSOwzhPD+1DIjvaFa8/2hQO3Va6a73wnNUr96U9iex4XWD9he26kr6cgFZvI92Dwn6SYXvo1rpXKNERwf5s9Ix9wfxjjTqGiuWY+E/vMHjV1EPfxheKG/8f+5Q2c+S1qC7szio6vPuAD1he1HfEa0vwdEdB0JdAxARXgjtl0/0pJ6FjA5HFNb+e3HYk0Tn5i11O4NvtTv7v8UY5oX/e7vZ8wthir5UPAngtjfVuA/owBisisPAo2hcrFuDujh6O6kyrDNddcGQ48dkn4xY3dd7TnS7KdIdZaYkuknKPy2TxOevAPK3em+Q909bevSorxjX2n0c6DmNT4MfeAZZYB5sC24+j/bBm89lPn7VvRr3aW+sUN3KvoK6m/gRKwHeisHZ15qteUgBJIkIAKcIIAOyr+rT8Nnl48f9C4y6dMeIuis5jReaHFJv9Z+138zQf2qIAlPn6IHwRIgzFyuxjXZIqrMO7CNdn9fOFaZwr5+1wX/d0Vq55ajizf7sgvn8JRvfMwlO0LB3af1bTAeWlFSloltrmFht+Z8d6CFdwnIXD6GfLF6NexZrCUu30ZOwprRcy4ji52mV4S+jr/NpwbuDjfN96l5e0ymK7bsV1+PVEC8RLQ/J0TUAHunE+nV6sPPnG36mHe0ymutzI+xXXZt7lf53eXRyY9MeiJ0/60Z+teH+UVrR3SOggiD9pin3frr/57buVfP5hHEXK+O3uEr7lmamVzzU0VzU/Vd1pZFl/kmvWNLjH/sSAL2e6RPdCUKazjt4yJh2eKxkGwG0oa/veAmLEX0fBAxqhBRD6wgcOjXow50Sph1mM5i/Ib7lMSrDx02g7opgSUQEoJWCm13kuM3+WefFxVvvcav9v7kN9d/grXZT9ibDEbWz4zNv7CZp4Dg91tmKcNzDUuu/VwCo115QeB/jf4w/f/7NfNB/t+997NlU0LHlm1/+aXAHGmSJELm/MyD7L5sWXL7Ipw4NRUt9nvLrvCAM50/W1JqSvC0a9pN/p1jJa+/RZF2WDhQYc6pztF2zQI8LWd0uNJKG5ohJhKFrmUInwu90kPD70kb9Go+c7hJno7eFGDElAC3SXQdTkV4E4Y+QvKb/K7vaYVVlAEPxQjhwjMe/xw/XWeyAkUWWfKuD/3bl9zYCzXNKcz3j2j/c/llTSexyrexCDXi9wDJW87a6CFWDgxr+28F//Dm5S3yWucMdakmatrbuiZpsoMGKlNSl1vjOpLO9NgWv43/cyEtmCwAZartO14h3+MdDlFvUOJDk6LG++GaXvy+ncIHrV3B7kSTd4gBlHbkahhLa8ElEDnBFSAO+FD8Xgmr6U1nwLrfGd2cEVzzaEcxZ3G8+tnNNXE/iFfEnJ+yac/gkV1HDlxdhKNcK0q7KTqrL7kH1p+Em9cPueNylZfU2DPyub5zndnU96m29ynDGElRbaF5LzM49PINIjMh/PDGzS8fTD/5bnzpi3utg+m1dQxZRBj4qG08XwaeRNmI2dOeJTsIPivLYjajmRXpfaUgBLYnkBvFuDtW9qNs4qmwBNXfLRodTeK7lzEikwCzHEU4Tu5bwSsXinAVe6ym2GZfwNSwxuVQ9CDW19sqhJg5aymmleSUq0Njn7tnUe/jnEj70KsIudwx1j5Ye1rTJMq96TkfL/ZuYET9OPfjiPsNJ28wCWUdw0QtR3Jq0UtKQElEI2AFS0xa9IWFY5Bved1pOHXZOJmNGH5mxBcRfGdwbICW3qdAHPU+5RArjZGfuIL15zOdvZooJCcwnX4uUmp9JkRR7K/hqOk8Z9R7Qkosmb/qNe+SNxAgZ74xWEy/o3Q1rYbuGTY+8KGsB2MnbXji4z6rxJQAkknkN0CDCsPRlZD7LsQ9HxOMX4Iz/bICwy61xHFoWpYeACQKXBJakeH6LltNmbn+fO97wBQof8KAAAQAElEQVQyxhYzobK55ib08ObPL5/GKnfhGvxs7hMPtsuxF33061g34vx4wmDnMGoUfCjGSt7UbsnyZbwh+OIGbtGIs6PW2Y1Eiu9iGHTcjm7Y1CJKQAnERiC7BXhiw2KUNJSjONSPHyK/YjwWrbKKYtyI+sIrY0PQw7kmhM4F5H0YcyZ6wXaH23vqYPczn7IpGznqHTyrqdYRJp72cODsgjF4Jmm12uY8tP/uL3bY+rUGmNKPMXoweI8XkvuVK+cGDngAlnUv6vffk/YTDus2oPN2JFyDGlACSqAjAtktwO1bVRq6ESWhA2HsUUx+C0ZupBBvQn3R43hmZGZ9zaKkwZl+rkNdYXJGa2xwOgKnnG/NA/4BI/N8zYG0vdKQU8/8OzaHW0Z+9iWHxHZPF30XFpbA+SpQR5bGLl/HEWkLFo2M+sYrjixfB8wBHRXvdnpJ2w1cA8yAV7pto13BectlnQAtU480UdvRLqseKgElkGQC/OBKssV0m3O+o1kSOpViPAAG18CYQkRsrhMXrcgswbOmQ+RCPO3JypEwxbcGwCwDc42vuWYqj9MWqgu8zssqPqxYXZOch5SM4fTzDt/9jdY6g88gkfHRLokxzzF9L8bkh5KGoynuA3iD6fykYML2eQPzmdiI2o6EjasBJaAEOiTQ+wS4fVNLQ34KsQcRl/PLRM9C5Cp+aG1lrMXCwgnts/b4cclbzRxlXQAbc+lPgm9N6jnv73EfM6DKXeZMrx5tXGacL1zrvPax5xyIVpPBGUbgvBAl2tX40p72OE8uH83R719jKNjEv6kjo+XriwG1vHZ3tGtJSRPjpZ0JqPdUcb99iPfMoIkiHLUd8ZrS/EpACcROoHcL8DYOk5atRknD2SgJ7QbBJUweApcEUedppvjdyvP0hAmhhRBzNSufi4fbXvrAw8wNzms3N2PPjwSyzhcO7FW5sraDX3zquTY4a9CsbY/KpkBy1vwNpnF02fHDV6zsqyAIMe+Ir87bHVwSfvxjX1PNVe2SkntY3Pgq/3Z+BAMf/4bPSNB4SAyitiNBu1pcCSiBTgjkhgC3B1AcmkshPgKDXf05An2Cly7iB1grxfhZLBxxMs97NjhvO4J5BkMjf+jZiuOrrarAO8fY+DtHSo9TfI+Ir3TqclsGPzYGybsRMOY8ehubANvyMiDO7ArSshU33gGDh3hTeR8WjhrUXR+MhZdpI33t6K7j0ctpqhLIGgJW1niabEcPXbYVxaGLKcaDYYmzDpsHl/UYxfhjRmdNMdk1dmyvpLECkH15E/ATZODmz/cuEIMZRuQHleHAWZnkoghG24JfJsWn+sLTAHkHzugSMWxi6plrN8b0hdKQ0x9vwxV5vbtOkGH629Fd57WcEshiArkrwO07bULDoygNHUsxdnEk8AAvnU4RthEsegnOE7FMSHmItE5n3Zew3kSnE5Pm6s1f8+5e7fa+T78Os0XGVDbV3J4040kwxFH5HTTzmfO7yNwnHoycx7bGNvp1aisJOV97ciE4Mr2jx+KQs367K/92nK8UOZ7FFR9+RdracfpIk952xOW1Zo5KQBOzioAK8I7dVRzyUYj3hVhTeOlz2OY+frB9yvgnLBy+B9NSEyYtXwWxp8NgLham/2tTVe6y7+yyGc2ccl7LKee9k/Z6xyTS46j8uxTMvyXFZP2o/WmnDLsMil2AWYBhE2CXcZ/eIHI8HZiI+qLbuO9O2JTnQvrb0R3PtYwSyFICKsAddVzxWwGUNJSiJNQHMHfBYDJc/dZSiJfhac+lHRVLKL347QBEfgyX/Qc8DFdCthIo7Hd7qwXyIE38g+J7FPcZF+YM9U6kU/v4mgKXcZ94sCPnsY/vx+gXW+I09jGMfD3OMsnPXtzwImxcC7vF303jHxtB+tvRTee1mBIAkHUQVIBj6bKSxus4RT0MFpxXC37AD7oqCvF6jjb+znXbA2MxEXOekoZfw3moaKhnbsxlkpiRI1/nu7SXwUglxfecJJpOqikRzAbMazRqMyYeBNNgW/d3w9AKiDm0G+WSX2Ri6Jbov9wUU1UrmCsz2kFHNCiBXCCgAhxPL08ILeWI+ATG/nDetGXMURC8i3rPcgryD+Mx1Wne0tAVvF6AYNG13PdIcH7Kj+u9H3DkOxIR6yhfc013R1I94i8FeDyMlZw16WAh7chaTHrrubidN2YZywxnzOpAnssYs74dWd0J6nzOEUiqAOcUvdKGmynEX0MkbwQMXqcQz+ZoeDOFeB6eHXVUwizENZ0jvBloezI3YWudGqjOLzunDzatNJAPOerdx/ff+W90WiDNF+fkl/2cLmziTUJ3Rqws2i7Uey4E5EoYI+jWJi+w2N6MWR3EoFe0I6s7QZ3POQIqwIl2+aQ3l1OIT0NxaCAF8yqK8XC0Rl6iGK9EveeGbpsvXvYBXHIBjMxF3YiR3bbTRUGu995lRP4Mg0d84ZrRXWTPiMsukQvE4PGEnanz3Mp2fzHL0GpO75a9/ljAcgMYszr0Qe9oR1Z3gjqfcwRUgJPW5TRU2ngX14pHYuv6IRwRO2upFRThrZxKXoSnPZOYI74wvmE+BWI2xDWXe4mvcNe5Kb71zPU9G2aGrzlwHo8zPswpKD/SAPutt4yv284uLByCYOHj7KMDybWRdt5GWWMT9/GHr4ec13IaLCg6Jv7CmVPi/tekrR1TDzNZ3Y7MIaqeKIGuCagAd80o/hzepk84Kj6Xo+LdETEXQczusFGL+sLVCHrmxGXQeZ81zMssm7Q3Zc0ZUpxP8V1FP0YYRA6bFa69i8dZEcTGTXS04dqm2k+4jz/UF06Ay1oMkVfYR2dAMBEwv0Fi2+fIs0sSM5ERpT8XC72hHRkBU51QAl0RUAHuilCi1yc23k8hPgq1oTzYeIzmzqMIRzgqfg7Bkd/iedehJHQZIAei3vMjJLj5h5adb/Xt9x4EYa73Dq0MLwwlaLKteE/9Y4nhTIL5dbfqCxZ+D5AFXO/9GYpDP2U/VAIkUdIY300RdtpWA9IbRo6rxUZvaAd0UwLZQEAFuKd66XrKb2njJRx17QULp3HqkzOp9t8oqp9gked3mI28Tl0xmA7ILIrGqejmVl1Q/ltY8kcD81dfU+DYbppJW7Eqt/dqVm77ujNiDxbdDshMGGsslwmct52Bm3NjE+A+0fAOBJ5EjWRA+d7SjgxAqS4oga4JqAB3zSj5OSaE/oXShnEUY4qu/JFT1KegzLMV9Z5XUFd4ftQKS7nW6LwpS/AHLPB4oubpJNHvLn/GUMSNmEsrw7UU804yZ+glAZxfspofl3uBA/flTcsTZDwMAwaNRclbL7WV/+L1kYWItPy47TyRf8S8xmns/RIxkQll+ffxGu8Ks74dmcBSfVACsRBQAY6FUirzFDdchdLGoUBkEgzWQuR3FIx1CBb+BcGjtv96y4TGeZw+vZFj5T/E6tJd7in7+d3eJgrE1yJ59sjKptp7Yi2bSfl+feDkA+jPQS7L5YyCeRhDCBaVom/fxYAs5ZTzdzD6xY3YthnbmXb+AJPeSfwrVxH7WRjZc5vpbN2L4Fn6nvXtYBs0KIGsIKACnCndVLK8jiPiSYx9AaE4yARg44cIehoQHDET27a29Up5E3Wee7cldbS/0z3lohbYy2Gw0hcO5F/5Qe27HeXN9PTIZotTyHjvilVPLY/J16eLOFo2TwHWtShpmL1TGcE3ANMlw53KRUsww2qY3BdL0Yf7rA0fDkZbO74PE1c7srbB6rgSSDMBFeA0d0DU6h3BKAntz2lT51du3qGI3IJg4UYEPf9EfVEhBeX7sDCC5x2OBv3u8t/bsH8vkPt9zYGxUevJpkTBCRz9/y4ml+s8Vcx7KSL2WE45O++03r5Y28s30A8ljT/f/kI3zyYt2sySLdhcWM591oZFi6StHZ8ehqxuR9Z2gDqecwRUgDO5y53fpS0JfQMloV1grP/jiO1QCkuIo9/3gLY3MP2Qgnwydtj8+d7nDMw0C9bFvnDNxTtczrrT6oLyS+h0nq+59pfcdxycdd2g5z+cxt8XQyNjMentV6JmNqjkrIDzHWgkcVsLG+OTaC9dptba0iva0UP8tBol0H0CKsDdZ9ezJUsbbuOI7WC0bB0O4WSnMZdSRPagID/KKepvO87csX/Z1/xubzOv79cH1sEzw/OTM8XqGE9jNMZUsPo6xo5DnWcyxF7Mm5RnUdJwNkYs3xI188KJ/Zl+KGwzm/tkhlWAdUQyDabJ1iox6A3tSBM+rVYJxE5ABTh2VpmRs+y9FSgJTWUcBMgMiFnDD/77UFf490UnfT6Nae9yvbfgivD8legFW/XBJ+7GZoyyjFzHffSwqPByWPI4R6A/5E1K59PKec3OS0dWY1Lj09GNdTNV0MC+OKibpTOmmAANliDr25ExQHu5I9q8xAioACfGL72lSxvuQXHjUKyP7MVR77x/fXfdZN+DHxSgznMDp6YL0+tckmrf0HInLTXNbK5Zyv3OIVhYTfG9CC6MRWno4Z0z7JBi4HwHe9v3gHe4mMCpbV7iDUB+AhYyomhE8JIBsr4dGQFTnVACXRBQAe4CUFZcPonTrSWNv0dJQymM6zSIDOTU9DMU4iexqOjsrGhDR05aOFXE3LfT5YUHD+NNxnxABrd9v/e4htfR1Rb0nMEsu1GoO3x4jde7FwyCEOzavcKZU8puZTuQ/e3IHKLqSe8lkHjLVIATZ5hZFkqXvUwhvhIlIec7xA/AMucj6Pkv6gpv4/7wzHK2a29sY66taKq9bruc9SO8cLkWwzZBtvNcjH6xZbvrHZ/8kJeeZ0x+mNi4hEYFzxx4APdZGx59U9ra8d2jTFa3I2s7QB3PKQIqwL25u0tDD1CgTkCeKeXozHko6d8U4YWo90zHwol52dD0ynDt3dv5GSyaAWP9A5BKjmRvRHzbMbwh+UV8ReLKvQl238lxlcjMzJsiNnpDOzKTrnqlBL4kkM0C/GUTdNclgeMaG1DSeB3FeH9YcicMvglX8xpO4f4a9SO+3mX5TMlQ57kLMOfBco1FScPf43LLWSs2WIsJjU/GVS6+zB/BIOvesb1jEwX4iOvAWd+OHdul50og0wioAGdaj6TanwkNj6IkdBpc1mEUs9UcTf6JQrwY9YWX42lP5qxhLjzoYE6bn8QReyXqih7lfg1H8buiODQWE5a9GT8mOYvlu35IK37D7UrI+6zjkHYJWXlI8X3fGGR9O7ISvjqdUwRUgLO1uxP1e/xbKyhmN1KMPRDb+erOBI7ePkG9514K8sREzcdU/pmD9kF94QQ4b6aq99zMeh9FfeEbFNutcOXNh4jz/d8zOW18KiDv0tfzILAR77ZoZDmLDGH5y7lPXTB4A5ADkO2b4A0Bsr8d2d4P6n+vJ6AC3Ou7OIYGTmich+LG78JqHQbIMhjjh/PLTPVFV8ERSSSwLRzen4J6OOMZCBZdy/hHHj/L+DFa85bBlltgmxJEZB3r/QtH5mcjiKaY9wAADDJJREFUP7IrxfJrMOL8eILzGs1bUdIwutteiP1T2n6l2+VjLWjZz7Me5+G3WEtkZD4LcB5Uy/p2ZCRcdUoJtCPA/2vtzvQwtwmMf+dDFDfcjpLQEXAecoIZhUheE+oL/4KnC09EZ9viouGcKp5CgZ0BZ73VeSVk0PMuXP3WcdT6AETOhvM1HTF1NHM1EBmJ0tAQxuNQ2ngBJjbcxHr/BufrRM5brIJFb0JMOUe/J6M4dA3LtA/xHQvGwbJuja9QN3K7sICldmHM+HDO4YY3W9HdjCB72hG9BZqqBLKDgApwdvRTz3tZ3LCIwncRLAxm5U/DtmbDEdQ6zz8pyFei3nMjzx9hfJVxE1oorBaupmiOhMg7FE4/XJFyimpf2jkMxQ3fZvwxikNzmfYMSpZ/RLs7h7oRJbS3FrD7Mt9uCT80FSy8iZVsQHHDX7lPbTiusYkVRLCoaBz3GR1agdvOPMJcGs3JR16VtnZMPcxkfDui+a9pSiBbCKgAZ0tP9ZSfCyf2R/3Bp6COa7J1nidhO++dll9SWMfQBec91CdxavgoGGzhdOvfYFwXYPd+QyiWB1DkylEcuoLRT+Gch/HL32GZ2MPTnp9CrIW0vRgljSNY0DAmFkTOo5+PJWYkjtKCdbz5KI6jRPxZEywxdZQZSrCn9TO4vxNT6wTI6HZ04rteUgJZQUAFOCu6KQVOBguP5ZTxD+BMLwcLX+Ko87+MW+Fq3kRR/RsE5zMOYeS6Jv4PrfYxFFmL0RmZTuP+Bk4dPwTnxR9HvLYBiW5BjqxtXA+YmzktfVKi5trKLyocA4MC9LNntp33yD/SzGqOZszYYOVhGgX4/vtfk477zaBZBBndjowFrI4pgRgJqADHCCorsz110H6oKzwfzvdn64rqKLArUO/ZwGgD8izEvg5GjoTIKgj+H+M3OXp1UVz7MeYzHsvz8yiIfnT0035IwlbveYtWJgNyIke+27/1CglsIjdS0Jdh7PJ1CViJr6gxy2Hgia9Qz+am+E4Tgz91VqsRLGe+TGxHZ27rNSWQVQRUgLOqu6I4OxsWFnpOoMjewPgviuwyBAvXIuhpxYC8FbDkboicDGkr+wRsczns1gMornkUuz25H0WRdYT3p9z/h/kozuiZzfkJwaDnMwqWM7LeDSUNTyW1YkEpjFWdVJtdGbPkFTIs6Cpbuq5PPdzwRgeRh1+XYGc+WIJXAM4e8B8NSkAJpIaACnBquCbfan3hERy5ViBY+CcEPS8wNjNuQZknAhf+xQ/9SyAyjCO+V2FZv+DodjwF1WIcSGE7gLEUJaHLOW18H0rfWYl0b8Gi62Ghhj4H6VfyR1rBoh+zia1wfjGKBz0WBM+wrj0YMzJQWKehi9Hvl45ndDu+9DH3dtriXkVABTiTujN41N4IFp6Fek8Vgp5axnc5ql3PPUel8hI/OG8A5Ovcf8zo/ELQmRgwiAIbctZl90FJw9Ec1Z6NCQ23ofjt55GpW7DocYj5CcX3RhQ3nJIaN833aPc/jD0bxjfMZ4V98MaoQdxnVJh6jNmd08rTXH1xf1eOPfSqtLVj6iiTce3oyne9rgSyhYAKcDp66mnPJDhP/DqvWKzzvE6B/YSxBdj4ISBzKa7fZuzP0WyAIjULkbxCFIdcKAntzuhBaegkxmt4/BhGv+i8rAJZswU9IbarBDbKeaMwOyV+zx85gnYPhGvrVdynI2zBWuO8fSsddXdYp9WKabz44F9flI+5jyVsQR9kXDticVzz9EoCva5RKsCp6tJnC4sospdyNHsv6ooWU2CbGDcxGorPfETg4yjwIAgaALkdFtfmSkJCUd2FcT8K7HiOZr+PkobfYdKby5Ht2zNFU9j2dWyvDedGojS0IGVN6m/fQtvvYPx7K7jv+WCwFsYe1/MVd16jMXAEuMvRbzsray2DjGtHO//0UAlkNQErq71Pt/NPHrwbxfV0CsutnCp+CsHCtxH0rKPoRtAqyyi0t8KglGudnwPyIM/Pw7pNgylAfSiwzndnj+DxVJQ03IQJjfXorVud50ZEjDMdvJAj+ZEpb6ZgCiz5bcrr6agCwQcwOLyjy+lId16qIcBuD78q8Tzo9gGnrDOqHelgp3UqgVQRiEuAU+VExtt9tug4Cu01FNaHKLCvMH7E2IJBrs84iv0L/T8HIrtz/zTPr4FEDkdJyHmyd1fuD0ZxwxSUNFyFiaFHcPIHa5kvd0Kd50kIfgwLs1ESOjXlDa8rvAI2XJzevi3ldXVUgTENbPPXOrqcjnTn4SsDxDP6ddxsYJmMaofjlEYl0FsIqAB31pPOawyDHoNWE6Sw/hAwh/CD9T0e/xp5rhMoKM6UcX/u3ShpGMsp4+kobrwbE5a/2ZnZnLnmzAgIxnE6dhImhG7okXZbMoN9VNsjdXVUiVhL6cO+HV3u6fSpo0xfCuk0y45PgEWwVAwyph09zU3rUwKpJqAC3Clh8wwiLueFFHkoCQ2muB6K4tBp3F+P45al90O+U7/TfPHpwpM4Q8Bpd2xFSWhPlL4d7BGPFhYOgUERIvZ1PVJfh5UY5wcnBnV4uYcvuL5489X8B9+QlfFU3RpBHQQZ0454fNe8SiAbCKgAd9ZLJW8/gUnLVneWRa/tQMB5h7Qt/4ZIDWcEDtnhampPXVLFClam9K1drKDLUBJ6jTcCggUeT5d5eyCDDThvvop3+hl/f0Neo3sy9XCTEe2gLxqUQK8ioALcq7ozdY2JyXKd5ykIrgbkJyhuOB09vQlOgSVze7raDurbAJdM7OBajyVPPdIcKcDwh1+Xf3az0g2WQdrbAd2UQC8koALcCzu1x5tkkMcp53covmNgywQ4T3X3tBP1hdM46twFExpm93TVUesTfAiYMVGv9WAixXOaEcQ9+t3mogAf2oK0t2ObP7pXAr2JgApwb+rNdLQl6DkV9Z5PKX4bURIajIkNi9PhBow4L91wXp+Yguq7YdLgPd6QpP4rV124ZgzOo4h2W4A5ff2eJUh7O7popl5WAllJQAU4K7stQ5wOem6lyPyD3sxDaegw7tMTDJy/48MB+RkyZ3sdBgek052ph5nvGmDJQ69KY3f9EOB1inha29Fd37WcEsh0As4HV6b7qP5lIoH6ohq6NQsG13DkO5XH6QtPF/4GYj5ESUNd+pzYoWbLPMebk712SO3RUxFMo4B2e/TrOMvp6+e4T2s7WL8GJdArCagA98puTWGjlh4zAHWe92DM0bDNOJSEbklhbbGZNnIGjOW8ECW2/D2Rqz9qAbkbadq+fHL56Idfk78m4sLmPNSKQdrakYjvWlYJZDoBFeBM76FM8q+u6HRsXP8RR3brKLx7YWLjkrS756xBA3ugpOFKZNI2uvFj+uSsS6fFK/7Hjve9z1H9fPxF+fih19vW16Ne7/2J2kIlkDoC/H+aOuNquRcRqPPM4TTv39mix1ESOoL7DAnyY0DSfyOAzNq49nueRLr/9HNmtUa9UQK9k4AKcO/s1+S2qt6zgKPeGZx2/gHF96zkGk/UmhkNmF8maqU3lZ96hDnNGLzz0Jvyam9ql7al5wlojakloAKcWr7ZbX3p13ZHved9GByGiD0GpY23Z1SDgkV30J/PeFPwGPcaviQgNs4TS0e/X+LQnRLIWAIqwBnbNWl2rK7wO9jYpxk21lLg9k776x2j4RD7u5wW/1u0S7maNnWU2Z+zFWV75KkA5+rfgLY7WQRSb0cFOPWMs6+GYGE1RB6E4B8oDR2VkQ2oL5oII/tgQuNlGelfmpwSF85j1ff/vxelhXsNSkAJZDABFeAM7py0uFZXVAfIZTCoRHHoHGTqZsxsuvYabxJs7jVsIyBI+Lu/20zpXgkogdQSyGQBTm3L1fr2BJyf8gt6PuCU7khEWo/iyNe/fYaMOxsP22TWmnSaEU09zMwwwNqHXpPn0uyKVq8ElEAMBFSAY4DU67PUec6BS1ZyNPkh13v3waR33sjoNgc9P6evmzCxMaG3PGV0G7vhnCX4gRis6EZRLaIElEAaCKgApwF6TFX2VKZ6z10Q/Bkwj3DKeXRPVZtgPRdwivzxBG30quJTjzKjOPo9wGxBZr2QpFdR1sYogeQSUAFOLs/sshb01FPIvgdjZqCk0Xl4J/P9XzjiSDq5H7au93Gv4UsCEsHNFOC3H2mUpi+TdKcElECGE/j/AAAA//9CoFwBAAAABklEQVQDAN+imVTeLO8RAAAAAElFTkSuQmCC</pentrails><costumes><list struct="atomic" id="122"></list></costumes><sounds><list struct="atomic" id="123"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-8.1620570684197" y="-595.9999999999994" heading="141.42857142856985" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="86,46,255,1" pen="tip" id="128"><costumes><list struct="atomic" id="129"></list></costumes><sounds><list struct="atomic" id="130"></list></sounds><blocks></blocks><variables></variables><scripts><comment x="231.33333333333337" y="56.833333333333485" 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><script x="367.33333333333337" y="171.83333333333348"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="clear"></block></script><script x="108" y="211.16666666666663"><block s="receiveGo"></block><custom-block s="pinwheel, branches: %s"><l>12</l></custom-block></script><script x="122" y="309.16666666666663"><block s="down"></block><block s="setColor"><color>0,194,39,1</color></block><custom-block s="pinwheel, branches: %s"><l>12</l></custom-block><block s="up"></block><block s="changeYPosition"><l>150</l></block><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><custom-block s="pinwheel, branches: %s"><l>12</l></custom-block><block s="up"></block><block s="changeXPosition"><l>150</l></block><block s="down"></block><block s="setColor"><color>255,53,245,1</color></block><custom-block s="pinwheel, branches: %s"><l>12</l></custom-block><block s="up"></block><block s="changeYPosition"><l>-150</l></block><block s="down"></block><block s="setColor"><color>86,46,255,1</color></block><custom-block s="pinwheel, branches: %s"><l>12</l></custom-block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U1L3-Pinwheel" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"></media></snapdata>