<snapdata remixID="10204286"><project name="Modern Art with Polygons" 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="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" id="1"><pentrails>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAgAElEQVR4Xu2dd3yUVdbHz6QnkCCgQTJRdxVEkrn3CaAmAexl7WsXe11fzQTsrmLBCvaKCDYUu2JbXbGLChJElLl3EkBw10ZLIAGSzKTP+5k4unRmnnnanfn51/t+9p5zfud7HvgxT7nXRfgPBEAABEAABEDAcgIuyyuiIAiAAAiAAAiAAMGAcRGAAAiAAAiAgA0EYMA2QEdJEAABEAABEIAB4xoAARAAARAAARsIwIBtgI6SIAACIAACIAADxjUAAiAAAiAAAjYQgAHbAB0lQQAEQAAEQAAGjGsABEAABEAABGwgAAO2ATpKggAIgAAIgAAMGNcACIAACIAACNhAAAZsA3SUBAEQAAEQAAEYMK4BEAABEAABELCBAAzYBugoCQIgAAIgAAIwYFwDIAACIAACIGADARiwDdBREgRAAARAAARgwLgGQAAEQAAEQMAGAjBgG6CjJAiAAAiAAAjAgHENgAAIgAAIgIANBGDANkBHSRAAARAAARCAAeMaAAEQAAEQAAEbCMCAbYCOkiAAAiAAAiAAA8Y1AAIgAAIgAAI2EIAB2wAdJUEABEAABEAABoxrAARAAARAAARsIAADtgE6SoIACIAACIAADBjXAAiAAAiAAAjYQAAGbAN0lAQBEAABEAABGDCuARAAARAAARCwgQAM2AboKAkCIAACIAACMGBcAyAAAiAAAiBgAwEYsA3QURIEQAAEQAAEYMC4BkAABEAABEDABgIwYBugoyQIgAAIgAAIwIBxDYAACIAACICADQRgwDZAR0kQAAEQAAEQgAHjGgABEAABEAABGwjAgG2AjpIgAAIgAAIgAAPGNQACIAACIAACNhCAAdsAHSVBAAS2T4Axdp7L5VoohJi7/dVYAQLqEYABqzczKAaBhCbAGNvf5XKN89W6D9byl80RQgxP6IbRXNISgAEn7ejROAg4iwDnvJCIxhHRkb5at/sPdVr+sjOEEC87Sy3UgED8BGDA8TNEBhAAgTgJcM6vD5uvr9aduWkqLX/ZD0KIQXGWQDgIOI4ADNhxI4EgEEgeApqmnRYKhcLGO3hbXWv5y24UQtyZPGTQaTIQgAEnw5TRIwg4jEBxcfE+KSkp40Rd4dHRSNPyl3V0dHTsUVNT80s067EGBFQgAANWYUrQCAIJQqCoqKhPamrqLS6X60xfrbtPLG3xnX6bKqW8IJYYrAUBJxOAATt5OtAGAglEgHN+eeQ57w562tLyl/2SkpJy7oIFC2bqiUcMCDiNAAzYaROBHhBIMAKc82OJ6BZfrXtovK1p+cu+EEIcGG8exIOAEwjAgJ0wBWgAgQQkoGlacSgUChvvyUa2V9Jv+YU+n+8ZI3MiFwjYQQAGbAd11ASBBCZQXl6eHQgExoVCoTG+Wne20a1q+ct+TU9P32P+/PntRudGPhCwkgAM2EraqAUCCU6AMXZx+HazqCvsb2arWv6y8UKIG8ysgdwgYDYBGLDZhJEfBJKAAGPsUJfLFb7dPMKKdrX8ZeFfv0wIsdiKeqgBAmYQgAGbQRU5QSBJCDDGdo/s23yO1S1r+cteEUKcbnVd1AMBowjAgI0iiTwgkGQEOOfhfZvDv3pt65zv9NtRUsoZtglAYRCIgwAMOA54CAWBZCSgadrZke0j97C7fy1/2TdCiFK7daA+COghAAPWQw0xIJCEBEpKSkaEjXfBqoLDnNQ+3+m30VLKiU7SBC0gEA0BGHA0lLAGBJKYwLBhw/q3tbWNS0lJOW7BqgJT327Wg1nLX7Y6Ozt7j7lz567XE48YELCLAAzYLvKoCwIKEGCMXRt5ySrHyXJL+i1/0OfzXelkjdAGApsSgAHjmgABENiMAOc8vHtV+JhAjwp4+E6/rU9NTT1gwYIFC1TQC40gECYAA8Z1AAIg8CcBznl4v+aw8R6nGhYtf9k7QojjVdMNvclLAAacvLNH5yDwJ4GSkpIdurq6wp8Vne+rdfdSFY2Wv+xkIcQbquqH7uQiAANOrnmjWxDYjICmaaMjnxX1VR2Plr9MCiG46n1Af3IQgAEnx5zRJQhsRqCkpOTozs7OcaKucJ9EwqPlL7tWCHFvIvWEXhKTAAw4MeeKrkBgqwQ8Hs/glJSU8HPe0xIRk5a/rLmrq2sPv9+/KhH7Q0+JQwAGnDizRCcgsE0CAwYMyMzJyQk/573KV+vOSGRcWv6yyUKISxO5R/SmPgEYsPozRAcgsF0CnPOLIm83F253cQIs0PKXrerq6jrR7/d/nQDtoIUEJQADTtDBoi0QCBPgnB8cMd79k40I3+m3j6SUf0u2vtGvOgRgwOrMCkpBIGoCJSUlfwm/2RwKhQ7y1bp3izowwRaW9Ft+ts/neyHB2kI7CUIABpwgg0QbIPAHAU3Tbop8VpSa7FRK+i1f6vP5BiY7B/TvTAIwYGfOBapAIGYCjLEzI/s2w3A2oFfSb/k4n893W8xAEQACJhOAAZsMGOlBwGwCjLHyiPHieecWYGv5y7qIaIAQ4r9mzwL5QSAWAjDgWGhhLQg4iIDH4+kX/p6XiE7y1brzHSTNcVK0/GXPCSHOc5wwCEpqAjDgpB4/mleVAOf86sjbzT1V7cFK3Vr+svCv338IIT61si5qgcC2CMCAcX2AgEIENE07MfKCFfY7jnFuWv6yr4gofFhDbYyhWA4CphCAAZuCFUlBwFgCJSUlJWHjXbCqAMft6UC7LKWDjuy7sisUCv3b7/crd9SijpYRogABGLACQ4LE5CUwYMCAvOzs7HEul+sfvlp3bvKS0N/5Rb3q6JuM1lDWh+RqPcLVIYRI158NkSBgHAEYsHEskQkEDCXAGPNG3m7eydDESZLsnp5r6YXsplCOoD//nmt/gKjjOdd7QohjkwQD2nQwARiwg4cDaclJgDF2ZMR4S5OTQHxdf5gZoFtz11KXDH99tPl/wX2J1tc19v7pp5/WxlcJ0SAQHwEYcHz8EA0ChhHQNG3PUCh0i6/WfbphSZMoURN10Rl9aqm2umObXXe8RdR+i+sHIcSgJMKDVh1IAAbswKFAUnIROPDAA9Pq6+tvIaJ/+mrdacnVvTHdjslbTTMzWza63bytzC2nEXXWhEb5/f5XjVGALCAQOwEYcOzMEAEChhHQNO38yK/eXQ1LmkSJHstZR1N6NEZtvH+g6fyeqPVcWi+l7JVEuNCqwwjAgB02EMhJDgKMsQOI6BZRV3hgcnRsbJdV6S10ba96atvKc95oqrVdS9Q+I/Sw3++/PJr1WAMCRhOAARtNFPlAYBsEPB7PLi6X6xaXy3WYr9a9C2DFTuCU3qtocVp7zL96N60UWksU3J+6pJRJf2pU7FNAhBEEYMBGUEQOEIiCAOd8bPhXr6/Wje9Qo+C16ZJ/5q2hGZnBuI13w7ztk4naJ9FMKeVBOiQhBATiIgADjgsfgkFg+wQ456Mixou3brePa7MV07Ib6ZGe6ylNhHREbz8keABRx+rOgTU1NUu3vxorQMA4AjBg41giEwhsREDTtH0jL1gdCTSxE1iY1kaVvdZQs78z9uAYIjo+IGq7ln6RUu4WQxiWgkDcBGDAcSNEAhDYmMCwYcN27OjoGBcKhUb5at07gk/sBM7eoZZ86W2G3m7elorWc4k6v6dLpJRTYleLCBDQRwAGrI8bokBgiwQYY1dE3m7OA6LYCdya20BvZDVbZrx/KOxaRNR6misohMiJXTUiQEAfARiwPm6IAoGNCDDG/h7ZPnII0MRO4K3MZrordx254visKPaqG0e0jSPqeIumSikviDcX4kEgGgIw4GgoYQ0IbIUAY4xFjPckQIqdQPiYwIt6r6YG/7a3j4w9c+wRoVai4D4UklKmxB6NCBCInQAMOHZmiAAB4pz3IKJxRFThq3WH/2/8FyOBi3vVUVVGq+W3m7cls/05oo4HXN8IIXAQRozzxPLYCcCAY2eGiCQnoGnaJaFQaJyv1r1zkqPQ1f69PdbR8zmxbx+pq5iOoJa/EbX/1llWU1MzV0c4QkAgagIw4KhRYWGyE9A07fDwr94FqwqGJzsLPf1/khGkcXkN1Gnjc95odHd+QdQ6mlZKKftHsx5rQEAvARiwXnKISxoCRUVFA1JTU8eJusKzkqZpAxttok46q08drdzOMYEGlow7VeslRJ1f03VSyrvjToYEILAVAjBgXBogsHUCKYyxcS6X6yZfrRt/VnRcKWf3qiWR2R7K9oWU4tf1M1HLsdQmpczU0TZCQCAqAkr9oYiqIywCAQMIcM7PDd9u9tW6/2pAuqRLMTujhSp2WNO+yleV3k8r68iYGkpLHaoWhra7iDpeoulSylPUUg61qhCAAasyKei0hADnfL+I8R5iScEEKxL+rGh87lp6Y9EXG3W288mllDVdvWaDJUTC1/1ZkjkbUauHBIoNJAADNhAmUqlLQNM0d/jNZiI62lfrLlC3E/uU39cz/HZzU8cqX1XallQUvlFKaYp9Ld3xKlHbneSXUjL7yKJyohKAASfqZNFX1AQ0Tbsu8llRVtRBWPgngTeymunW3IZQrZi7zb9P+g0rpez56oFrOZ6o6z90tJTyffXUQ7GTCcCAnTwdaDOVgMfjOTW8i5WoKywytVCCJp+f3tp9u3l29ayoO3TfV0rpV0e93BELO78har2I6qWUfR0hCCIShgAMOGFGiUaiJeDxePZOSUkJv2B1TLQxWPc/AvWuzm7jfWHxTF1Ydl1WSiluXaG2BbVeQdT1mWuCEGKsbSJQOOEIwIATbqRoaGsEioqK+qSlpYWf857tq3X3BqnYCTzWYz1NyVnfVSvm6t4vuX9lKWVOjL22nRGhWqKWw1ydQogtPt+2Uxtqq0sABqzu7KA8BgKc88sibzfDeGPg9sfSf2cG6Pq8+riMd8Oyu8wupdQROoTYGNL+EFH7MzRDSnmUjTJQOoEIwIATaJhoZXMCnPNjI8Y7DHxiJ1CT1tZ9u/mTmq9iD95GxM5Hl1LWvw1NaUmyYBkRBV39hBC1lhREkYQmAANO6PEmb3OaphVH9m3GJgo6LoOAq4vG91xHT/3wmY7o6EIKXyilNMU29+z4F1HbjbRUSjkwui6xCgS2TgAGjKsjoQiUl5dnBwKBcaFQ6DJfrRufFemY7jM5jfRQj3Xb/axIR+rNQnbrKCWXYk9VW04n6qqms6SULxrBADmSlwAMOHlnn3CdM8YuDn9WhI009I32s4wgXbFDfecqX1WqvgyxRxXcXkoZN8UeZ2dElyRqOZMapZR5dupAbfUJwIDVn2HSd8AYOzRivCOTHoYOAP9Jbe9+zvvewi91RMcfsuvSUkoZEH8eKzO0jSVqfzc0ye/3e62si1qJRQAGnFjzTKpuGGO7h42XiPbDoQmxjz5Eoe7nvK/lNLet8lVlxJ7BmIj+F5ZS5tPG5LIqS2g9UXAkhTo6Ov66cOHCn62qizqJRQAGnFjzTJpuOOdh4w3fbsY1rGPqL2c30V2560KrfFWO4LfLJ6WUeqiORmwK6XiZqP0uolCI3pZSnmCTDJRVnIAj/vApzhDyLSSgadrZkX2b97CwbMKU+jqjhSb0XEvzqmc7qqd+B5dStnkvXBvWa+fXRO0TiFKGE2Vc/3vaNQOD+UuXLq0zrAgSJQ0BGHDSjFrtRktKSoaHQqFbFqwqOEztTuxRv6L7mMB19PoifdtHWqHa/VQppV9kRaXYa3StIGofT0TtROnXE6Xs9r8cAU6vSylPjT0rIpKdAAw42a8Ah/dfVFS0c2pq6i0ul+vvvlr3zg6X60h5D/RYR8/1aLL07Wa9IHZrKiVXT73R5sS130/U+RFR+lii1AO2XCOoufYXQhi7W4k57SCrgwjAgB00DEjZmABj7NrI2805YBM7gbeymmlcFMcExp7ZvIiCsaWUEf6l6YD/Ot76/VdvWiVR+rnbFhTgJKWU3AGyIUEhAjBghYaVLFI55+Fj22/x1bo9ydKzkX1+n95KE3quoy8N3j7SSI3byrWrLKUUZlW1zet0fh95zjv491+9rszotAQ11z+EEE9FtxqrQIAIBoyrwDEENE0bEn7O66t1H+cYUQoJaXB10oTcdTRt8ecKqd5c6s5nlFLWS9a3EGr43XhDqyLPefeKTUOAU5uUMkq7ji03VicmARhwYs5Vqa6GDRvWq729/RYiOt9X6+6llHiHiJ3UYz1NjvOYQIe00i2j8N1SSgsfo2HRf+2TiDpe/d14047QXzTA6QEp5VX6MyAymQjAgJNp2g7sVdO0ysiv3r4OlOd4SR9kBuhaA48JdErD/YaXUvbX5qvpmBF5znsmUfolxtRbN7j9r4sWLfrJmGzIksgEYMCJPF0H98YYC5+peouoK9zHwTIdK21hWhvd1XMdfWjT9pFWgHE/UkrpY8yp1LXw99vNrv6R57wG3ncJcHpfSnm0OcqRNZEIwIATaZoK9MIY28vlcoWf856mgFzHSWyhEE3IXUtTTDwm0ElN71ZXSq6djFMUCv5uvF2Lf7/dnFpiXO4NMzV5uo6orq7+0JzsyJooBGDAiTJJh/dRVFSUkZaWFt4+8mpfrdu2fYcdjmmb8p7NaaQHLDom0Cmc+l9RSpkPGqOmfSpRx+TIc97jjcm5tSwBTj9KKRU7YsJcJsi+OQEYMK4K0wlwzi+MfFZUaHqxBCwwMyNIl+1Q37HKV6XYybnGDGOXb0opdV/9uTo///1Xb+qRROlX6M8Ta2RQc10uhHg41jisTx4CMODkmbXlnWqadlBk3+at7B9kuSSlCv6U2t79WdE7C79QSrfRYnc+sZSy3ow9a9dPke0jsyOfFdmwj9pclwz/o6kzdvWISAYCMOBkmLLFPQ4ZMmS3rq6ucaFQ6GBfrXuDXXMtFqJwufCBCa/kNLev8lWlK9yGYdILXy+ltFOiT9cWfs47J7J9ZFn0cUavDHCaIqU06P1qo9Uhn90EYMB2TyDB6jPGboy8ZJWaYK1Z0s4r2U00vufaUK2Yiz+bGxDvN6SUsr/f/gh+PybQRenXhSjt9O2vt2JFY3FncU1NTY0VtVBDLQL4Q67WvByrljF2RmTf5j0dK9LBwuamt3SfVjS3epaDVdorreDuUsr455Y1dFb9frs5pfx/xwTaq/Z/1QOcZkopD3KKHuhwDgEYsHNmoaQSznn4Bt84X607jv2DlGzdENGrUsLbR66lVxx8TKAhjRqUZNdfSill1/8l61oZec7b8vvt5pS/GFTI4DTNLHSS3+/X8STbYCFI5ygCMGBHjUMdMZzz/LDxEtHJvlp3+P/GfzESeKjHOpqqyDGBMbZm2vL+l5RS5uTf07c/SNQ5I/Kc90DTShqSOMBppZSyvyHJkCRhCMCAE2aU1jWiadpVkbebc62rmjiV3slqppsUOybQMfTr66nfNUcS+YnSLiFKP98xyrYrJKi5bhBCOOSwxe3KxQILCMCALYCcKCUYY/92uVx74xevvomKtDYan7uWZip6TKC+ro2LShd+6n3WhW0uF2VkVRG5so3LbVWmtXu15S1evLjRqnqo42wCMGBnz8cR6kpKSnbo7Ox8THjdZ5ROXE5zV7sdoUsVEetdXd3G+6zixwTaxdu1fj3ljr+P8h+5908JzRdxynzELkX66wY11/NCiHP0Z0BkIhGAASfSNE3ohTF2k/C6b9sw9R33raUbm3qbUC3xUk7JWU+P9ViPz4p0jrbHlGeo/xXeLUa3reaUkqMzsY1hTZ6ufaurq+fZKAGlHUIABuyQQThNBmPsFJfL9ZivomCzrfD5Y8tCoq4Q1842hvZRZpCuzlvTVSvmpjhttiroyfzwE8qbcD/1+mbmVuU2HcYp6x0VutlYY4DTPCllHJtrqtczFG+ZAP4SxZWxEQHGGIsY737bQnPuQ3X03Fq8/Lwpox9S27tvN3+QwMcEmvlHJu2HpZQ7/l7q+9q0qMq0vMMp7bColjpqUTMLneP3+593lCiIsZwADNhy5M4sGD6tKDU1daLwuv8RjcLwr+A31uS7BnbhYKMwr3YKdRvv40lyTGA010hMa9raKHfCfdTv7ttjCmss4ZT9dUwhjlgc4LReSmngKcSOaAsiYiQAA44RWCIuZ4xdKbzu+2Pt7bBHV9LHa/Bp47TsRrqv5zo85431Aoqsz5n2EhVcEj4wS99/wVs5pV+jL9bOqKDmGi+EuMFODahtLwEYsL38ba3OGDsqcrtZ9/5BL97dTGcGe9rah13Fv8xoodE7rEnaYwLj5Z7x5WzKm3Af7fDFB3GlatyTU/aCuFLYFtxY3Nm/pqZmpW0CUNhWAjBgW/HbU9zj8eyRkpIy0VdREPf2kfs8tpzm1SXXZ0m/pnaED0ygtxYl9zGBeq/e1F9+7f6saMdpT+hNsVlc85mcMp80LJ1liYKa600hxEmWFUQhRxGAATtqHOaL4Zw/5KsouMzIStff30ATGvsYmdKxue7puZZezGnGr16dE8q9+wHqd6s5d13blnBKUfDfgs0sdJDf79/66946WSPM+QRgwM6fkSEKGWP/F7ndbPgxgcnwWdLrWc10O7aP1H0tZr/+Zvev3rzFUZwpqLNK0/6csuK7m62zcnxhQc1VLYTwxJcF0SoSgAGrOLUYNDPGDogYb3EMYTEvPe3hWnq1oV/McU4PmJfe2n1a0dc4JlDXqNK/mU95E+6l3h9a88Fuywuc0k7UJdXWoACnS6SUU2wVgeKWE4ABW47cmoJFRUU7p6WlhTfSsOSvo/Cv4KcbdnTt05FlTYMmV6lL6ex+zvvyYtwZ1IM6pW519y/enaY8rCdcd0wj45Q9V3e4bYFBzdUphEizTQAK20IABmwLdnOLcs7v9FUUjDW3yubZD5i4gr5YXWB1WcPrPdJjHT2V04hdrHSS7fnwJNr5+qt0RscfFriWU8Yt8eexOkNQcz0shLjc6rqoZx8BGLB97A2v7PF4zgrfbhZed57hyaNMOPmeRrokYFv5KFVuedl7mQEam1eP73l1Usx69/3uX729fHN0ZjAmrHEgp2yfMbmsztLMQgP8fv+PVtdFPXsIwIDt4W5o1eLi4n3Cu1j5Kgps319WxRey3s5spnF5aylEod9qxdxCQ4eTBMnSZHX397x93n7FMd02ncgp6wXHyIlaSFBzfSCEODLqACxUmgAMWOHxDRo0KDczMzP8nPdsJ7Vx2QP19PD6vk6StEUtK1I66MLeq+lV/3fd//uwG66j9XeOc7xupwh0NTZR7oR7Kf+he5wiaSMdbfM4pZj66qE5bQc4HS2lfN+c7MjqJAIwYCdNIwYtHo/nellZOD6GEMuWhn8Fz60rcGWTcw8C+r9eq2lORktothAb/RkY7J9PHZ4iy1ipWqjHk1Op/2UVjpbfWM4p+1NHS9yiuKDm+kkI8Vf1lENxrARgwLESs3m9x+M50eVyhQ9NcPQmzMc/sorert/ZZlqbl3+gxzp6NqdxM+P9Y2XpmadT/YvPOE63UwRlfvxZ92lFO8xV4+3w4CRO6ec5hV70OgKcrpJSPhB9BFaqSAAGrMjUioqKilJTU8MvWB2oiGT6ZHwLHdqW7Qi5n2UE6ea8Bpoht79pMHvvTWo5Bo/h/hxcewel/PIr9brzHur7yrOOmGe0IhqLOGV/G+1qZ63r2DsjY/78+e3OUgU1RhKAARtJ04RcgwcPHpienh4+o83jqyhQ6onWiIkraLbNnyW1UBeN6lNHz1fPj3o6w4eXU93Xn0W9PhkW9tPKOnKX+JT8TrXZyynzXvWmFOD0pJTyYvWUQ3G0BGDA0ZKycR1jbJXwuvNtlKC79P33rqermu059vTyvDX0eVZLaJbPF/N1XvLog9Q8+hLdfSdKYD+trDMUCnmJ6Nu8pULR35JEHQGu5EgCnLiUUiopHqK3SyDmv5i2mxELDCfg8XgOl5WFHxqe2IKEdnyW9ETOeprYY/1Wn/NG2/ag1b9R147Of5s72n5iXZfPSx+SUl7xRxzn/LncJb5zYs3jhPVNR3HKmu4EJbFpCGqur4QQ+8cWhdWqEIABKzIpzvm7voqCYxSRu5HMix9cTU+s28l06fPTWumqXvX0rt+YDf/3vvIyWvfAXabrdlqBflrZB+FfvVLK/2yoraioqGfv/1Y3Ok1vtHpaPuaUNiLa1c5ZF+B0qpTydecoghKjCMCAjSJpcp6ioqJdq8fs+rPJZUxJH/4VPGPNzi53l3mPEEf1rqWatLa4f/VuCqBo3mxq32eoKVyclrSfVvZTxHi3+g0qY+y6vKVigtO0R6OncW9O2V9Gs9JZa4Kaq1YIkXgnnTgLsy1qYMC2YNdXlHN+n6+iwL5NdvXJ7o468tFVNGON8Z8l3ZBbT+9mBQw33j9aLTvxBFrz5ktxdK5GaD4vvVJK+WA0ajnny3KX+JTc9Dt4N6f00dF06aw1AU43SSnvcJYqqImXAAw4XoIWxzPGWoTXnWlxWUPKvTUhQCe09jAk10vZTfRgz3X0mTB/01/++ksUPOUEQ3Q7LUk+L30yIyPDG8vnLoyx4/OWirec1ks0ehoHcco25glFNOUMXdM6JLX3ggUL1hqaFMlsJQADthV/7MU9Hs+FsrLwqdgj7Y8onbiC5sb5WdKPKW10Se819KZBz3mjoTJi6FCq/W52NEuVWdNPK/sqcrtZ1xu2nPNPc5f4Dlam4Q2ENl/AKXOiesoDnF6SUp6pnnIo3hoBGLCC1wZjbIHwujUFpdOt96+lcY29dUk/b4c6+i691bTbzdsSNeSe8dR07Z8vBOvS74SgflpZLRF5hRBxvRPs8XgG9/pR1jihJz0a2pZzStlBT6S9MUHNVS6EqLJXBaobRQAGbBRJC/MUFxeP8I/eZZaFJQ0rpeezpDt7NtCr2c22GO+Gje/16xLq3EXdw5LyeamhzxE555Nyl/guNezisDBR0yGcst61sKBBpQKc5ksp9zYoHdLYTAAGbPMA9JZnjL0qvO5T9cbbGXf2Q3X0/Nrt7yvyXmYz3ZG7jj6OYvtIKxRniN0AACAASURBVPrZp+ISWjspqveUrJATdY18XvpSamqq14Tnh64R2aGuqIU4bGHLdE5pRzlMVBRygprrPCHEc1EsxRKHE4ABO3xAW5O355577rj4yt3rVJQf/hX8akO+a3BHxhbl11MHndNnNb1c/fsxgU76r/irT6ltv+FOkrRVLfm8dL7L5Qrfbp5rlmCPxzO614/yEbPym5m3sYRT9tdmVjAnd1BzNQshepqTHVmtJAADtpK2wbUYY7cKr/tmg9Naku6QR1fSp2s2P9Dp0l6rafYWjgm0RFQURcqPPIJWz3D2C8D9tLLmyHNeS34lcc5/yF3iGxgFPsctCdzMKeM6x8narqAAp7ullAoq325rSbUABqz4uBlja4TX3UfFNqbd3UTnBHO7pT/cYx09vY1jAp3UnzbtaQqcc4aTJP2pJZ+XWv4Xs8fjOazXj/IjRwLZjqjGPTllb/+ALEe21lKSUujz+ZY5UhxERUUABhwVJucuKi4uHuUfvcvLzlW4dWXhW9GPre3rGturgd53yHPeaDkObF9PlJ4e7XLT1+Xz0rfb2tq8ixcvXm56sS0UCG+VmrvEp+RWqU2jOGUpeAR0gNPbUsrE/EDdjovYhpowYBugG12SMfa18LrLjc5rdr6z36gj30rjt480W3c4/9DbbqbGm6+3otQ2a+Tz0kWR57y2np8Y3iq193+rldwqNQy4rYZTyl9sH2fMAoKa6xAhhK2zj1k0Av4kAANOgIuhqKhoSPWYXZ33xtJ22M7+JUj8zpnKTmDwEkkdAwfYpr+fVhZ+wWqSbQI2Kcw5vzd3ie9qp+iJRUfTfpyyFDxvLMBpkZRycCy9Yq1zCMCAnTOLuJQwxp4RXvf5cSWxIfjKD9bQrW99Y0Pl+Evue/651DB1cvyJYsyQz0sflVKOiTHMkuWMsWDeUpFlSTGDiwSf5ZSu4Id9Qa37TXfH/EPM4LEkdDoYcIKMt7CwMPvXGz0BFdsZNnk5zfze/D2dzWDj+eg9aj38EDNSb5Yzn5d+3NHR4V24cOESSwrqKOLxeC7o9aN8Wkeo7SGNHk7Zav5bkOa6JP4ut/0Kil0AhhY7M8dGcM6v8VUU3ONYgVsR9tT8RjrtCSU39qLhBx5IdTNnmIo8n5f+4nK5KoUQSuzdxDn/PneJr8RUKCYlD1zFKeN2k5KbmDbAybF3RUxsW/nUMGDlR7hxA4yxX4XXrdx+iQdNXUn/qlLzmJqSJyZR88Xm3P3vp5VdI4S4T6XL1OPxDO/1o1Ty9IrGgZyy1bwZQ+uLOvZ08t0Rla5hq7TCgK0ibVEdzvlxvoqCdywqZ1iZ71e00oBb1H2Zc8/1tRTK+/2bZiP+y+elzzQ2Nnp/+umnFiPyWZ2Dc/5K7hLfaVbXNaJe0/GcshQ8AjrA6WMp5eFGMEAOawjAgK3hbGkVxtjHwus+1NKiBhQ7/fVaeuKT+QZksj7FsOuvpfUTbo27cD+tbHZHR0dlTU2NottD/I5gr7326tv354Wr4wZiU4LWOZxSFTxvLKi5jlPlUYVNo3VUWRiwo8ZhjBhN0/ZccGn/xcZkszaLNmk5zfKpeQ+wSMyjdu7RBSyfl64Jn8/r9/tf1ZXAgUGc81tyl/jGOVDadiU1lnLK/ny7yxy3IMDpVynlro4TBkFbJAADTtALgzH2qPC6K1Vr76ZPG+ja19Q87rR01KlU/0rs2y/308puFULcotqsotHLGFudt1T0jWat09YEH+GUfpHTVG1fT1BzKffewPa7SswVMODEnGt3V6HJR4RUbG+fKcvps+/U/BXM/jWdWo47Oirs/bSyV9ra2ioXLVq0JqoABRd5PJ7Tev0oX1FQOjUO5pSt5hMRWvXXxmxV3x9Q8VrRqxkGrJecAnGMMa/wuicqIHUjia/6m+ioR79STXa33uFlZVRXte17l/20sgVdXV3h280KHoYX+1g457Nyl/hGxB5pf0TzpZwy77dfR6wKApyekVJeGGsc1ltLAAZsLW/LqzHGFgmve5DlheMs+LdpK2n6bDU/Sxry0H3UdLl3MwL9tLJgV1dXpd/vV3Drf/0DLSoqKun932o1hxneJ7qJU0qK/v7timws7hyi+st8drGzqi4M2CrSNtXhnB/iqyj4xKbyusv+1NBOfa9TTvaf/Q5a9TN19cv/8//fie17r9/vv1Y3EMUDGWNP5y0VF6jYRtMRnLLeVE95gNPXUkol7zyoR1ufYhiwPm5KRTHG3hZe99+VEk1EF7xVRw9/8K1qsrv1juB8Va2Y26+fVvZu5Hbzr0o2YpDov/zlL1nuVf8NGpTO8jQtMzilHWB52bgLNrPQqER6sz5uIA5LAAN22EDMkMM5L/RVFChpACp/ljScsaT+1bvptcw5vzp3ie9eM65xs3M2DuOUreBrCQFOa6SUO5rNB/n1EYAB6+OmXBRj7G7hdSt3C3TCV2up8oU5yvGO/ApeKKUsUlK8SaIZYz/nLRVKfqcanMAp/TKTwJiYNqi5EvYzNxOxWZIaBmwJZmcU4Zw3+yoKcpyhJnoV5U+uoI++VXNjqJGaViGEeDz6bhN7pcfjOabXj1KJQyU2nUTjIE7Zir5Ktm5w+46J/Lmbqn9qYMCqTk6HbsbYecLrnqoj1NaQ938I0H73f2GrhniK57lc+HO2AUDG2Id5S4WSexY3n8spU8F/TgU116tCiFHxXMeINZ4A/mIwnqmjM3LO5/sqCoY6WuQWxB374ip66cvvVJPdrXcE5zgqboPJDR48eGCfn2p+UHKY4c+SfuGUouBT1WYWGpEs356rcm3BgFWZlEE6GWPlwutWbgOIhmAnpV3+kUEUrE9TVlw8sKamZqn1lZ1ZkTH2SN5SMdqZ6ratqulgTlnvqac8qLkWCCGGqKc8cRXDgBN3tlvtjHP+kq+i4HTVWve+t4buevcb1WT/8Sv4Iynl35QUb5LoEdkhJbdKDeNoeY1T2jEmgTExbTMLXZhsG8GYiDPu1DDguBGql4Ax1lt43fXqKSca8vhy+nKBmvtED2fsWL/fr+BvJ3OuFM75pblLfJPMyW5u1kbOKVvBM0MCnFqklNnm0kH2aAnAgKMllWDrGGM3Ca/7NtXaerRqPZ03dbZqsv/4FfyLlHI3JcWbJJoxVpO3VAw2Kb2paQM3cMq4wdQSpiQPaq77hBDXmJIcSWMiAAOOCVdiLeac1/kqCpR7nWT/p1fQv79R9rMkHBW3wR+j4uLig3b4j/8zFf9kNQ7klK3mzRhqZqFd/X6/kpvzqHitbE0zDDiRphljLx6P51RZWajcAfCzf24hPl7B09Ij8xk6cGDW0qVLW2McV8IuZ4y9lbdUHK9ig02ncsp6Vj3lQc31rhDiOPWUJ5ZiGHBizTPmbjjnX/kqCkbGHGhzwMmv1NLUz9U8rHWkpj0thFDwqHdzhj5o0KCCHX9ZtMyc7OZnbZOcUvYwv47RFZpZ6HC/3/+x0XmRL3oCMODoWSXkSo/Hw2VloZI30hr/b4ayMyn3eEqqq6uV5G4GdMbYhLyl4jozcpuds3EEp2wFbSyouZYIIfY0mw/yb50ADBhXB3HOn/RVFCj3i+yaD+vp5jfnKjnBkZo2Wwih3J0HM2EzxhrzloqeZtYwK3fwKU7pZ5iV3by8zSw0xu/3P2peBWTeFgEYMK4PGjBgQOaSqwe0qIhi78nL6fPv1fwhOZwxHBW3wUXHOT8nd4nvORWvw8ZiTtnzVFRONNcl4QM2jQ7gbQLvtLIej+cqWVl4n9N0bU/P1O8a6eQps7a3zJH/+0hNWy2E2MmR4mwSxRibl7dU7G1T+bjKBq7glHFnXClsCW5moUl+v99rS/EkLwoDTvILYMP2Oec/+SoKlPtO9eCpK+mdKjWPqRnB+TgppXLfY5v1x4ZzXpq7xKfgFhdEKn+WFOA0WEq5yKy5Iu+WCcCAcWX8ScDj8RwtKwuV26nJv6qNdrv5U2UnWVZc3LempkbJncnMgM4YeyFvqTjTjNxm52w6jlPWK2ZXMT5/UHN9JoQ4xPjMyLgtAjBgXB8bEeCcf+CrKFBuz+KzptfR4x9/q+Q0R2raK0II5fbmNgv27rvv3qv/ih/XmpXf7LytX3FKHWZ2FePzBzidIKV82/jMyLg1AjBgXBsbESgqKhpQPWbXJSpi0SYtp1k+ZV/IwlFxG1x0nPMbcpf47lDxOmzcl1P2TPWUBzXXMiFEoXrK1VUMA1Z3dqYp55w/7KsoGGNaAZMSj/usga5+VcnHhzRS074XQih3TrNJo+xOyxhbmbdU9DOzhlm5gw9xSr/YrOzm5Q1wuk5Kebd5FZB5QwIwYFwPWyTAGOsUXneKanj2nbKcPv1OzV/BIzi/QEo5VTXmZunlnJ+e/eszL6W1qHc/t3EvTtnfmUXG3LxBzdVTCNFsbhVkDxOAAeM62CIBj8dziawsfFw1PNOrm+lvj3ypmuxuvSM1LSiEyFFSvMGiCwoKcvr27fuYy+U6K/vXZ9JUNOHmizllPmQwGAvSBTg9J6U8z4JSSV8CBpz0l8DWATDGqoXXXaQaoiOeX0Wvz1Lz58dwxu71+/3XqsbcSL2MsWunLxR/3gY9bY+Tqccv040sYVmutnpOKVmWlTOsUIDT3lJKNTdbN4yC+YlgwOYzVrZC+Kg4/+hdlDsqbtm6Dsq7VsHNeSNXynDGkvKoOMbY310u12Ov1/jcm/6hOavvG5Sx/iTl/iw1Hc4pS8H3igOcqqSU5coBV0wwDFixgVktlzH2pvC6T7C6brz1Lnp7NT04Q829AUdw/i8p5d/jZaBKPOd8UCgUemz6wq1/h3rK4GGUu1TNH2Qt73FKO1iVafxPZ4DTmVLKl9RTro5iGLA6s7JF6eDBg/vXXLbbcluKx1m0ZNJy+krRz5JGcH6YlPKTOBE4PpwxNnH6QhHVNohn9L+PslZf7fieNhXYOJRTtoK7pQY111ohRG/lgCskGAas0LDskso5H++rKLjervp6694zax1d+vzXesNtjRupaT8IIQbZKsLE4oyxyukLRcyn8JyXvYxSOja7Q22iUmNSB+/glH6lMbmszBLgdIeU8iYrayZTLRhwMk07jl4ZY+uF150bRwpbQoc/uYI+/HaBLbXjLTqC89FSyonx5nFSPGPs0MhzXl3n0I7azUs5yx9zUktRaWnck1O2mpchBTVXPyFEbVSNYlFMBGDAMeFK3sXho+J8FQXKHRX38dIgld2r4LZEkUstz+VKiD+jHo9nF5fLFb7dfFy8f4rO6TWL0gLqHaXcfDanzCnxdm99fIDT61LKU62vnPgVE+IPd+KPyRkdho+KE163ckfFHffSKnrxCzU/SxrB+WNSykpnXAH6VHg8nnveWCSv0Re9edSpA4+inj+9b1Q6S/O0/ZdTioJ7ewU11/5CiK8shZUExWDASTBko1osKirat3rMrnONymdVnqa2LgqN/tCqcobXGalpewkhFhue2OSEjLHzI7ebs40uddZOL1DG2rOMTmt6vqYDOWUp+G+HACcppeSmA0qyAjDgJBt4vO0yxp4XXrdyf/ON+fcauvNf38Tbvi3xIzj/VEp5qC3FdRT1eDzDU1JSJr5e4xuiIzzqkPPTO8hFaVGvd8rClpc4pR3vFDXR6whwulhK+WT0EVi5PQIw4O0Rwv++EYEBAwbkLbl6wDoVsQx9fDl9sUDZfaKPl1K+42TuRUVFfdLS0sIbaYyyQucZ7tspq1a9F3QbGads5e4jEQU4tUkpM62YbbLUgAEny6QN7DN8VJyvokC5o+ImfbOezn56toEkrEs1UtMcfVQcY+zm6QvFrdYR+b3SuT2WUmrbAKvLxl0vcB2njJvjTmN5ggCnB6SUV1leOEELwoATdLBmtxU+Kk543cq9TrL/Myvo33PV/B5kBOf/lFLeY/ZsY8nv8XhOi9xu3jGWOKPWjvrLBZSz7Bmj0lmWp3Egp2w1b8bQusHtf120aNFPlsFK4EIw4AQerpmtcc5P8lUUKLdDftVvLVR8++dmojE1915ud4/ly5cHTC0SRfLi4mItNTU1fLt5RBTLTV1ydu+PKb3pMFNrmJG8cRinbAXfKw5wel9KebQZTJItJww42SZuYL+MsZnC6z7AwJSWpDr11Vp6+jM19xUewfmzUsrzLQG1hSIDBgzIzMnJCRvvhXZp2LTuqXseRD3/q9Y/qlo9GrW2hEJZc8mVYvg74uZPJqi5jhRCfGB+pcSuAANO7Pma2l1RUVFx9Zhd/aYWMSm5Nmk5zVJ0n+iRmjZMCGH5h82c86tfr/Hda9JI4kp7Zv6TlNnwj7hyWBHcOFCjo47LoJtu70ETHwzQm1e0WFHW8BoBTj9KKdV7+G44ifgSwoDj45f00YyxKcLrvlg1ENd9VE83vKHgq6hENILzOVLK4VYx93g8x4S/552+UOxqVU09dc7PbCRXl3N3Sy08fig981LeRq0dNnItdc7q0tOu7TFBzXW5EOJh24UoLAAGrPDwHCI9LTT5iHaHaIlJxt6Tl9Pn36v5JsxITTtDCPFyTA3HuLioqGhA+Dnv9IXi8BhDbVl+euFYyl413pba2yqaVlpCdz/Uk5i2+TfLX37WRrcc3OQ4zdEKmuuS4aY6o12PdRsTgAHjioibAOf8cl9FwYNxJ7I4wbQFTXTC4wq+BfP7r+AGKWUfs5Axxh6ZvlCMNiu/WXnP7SkptZWZlT6mvMHBGv3Dm0XnXLDth7ynn7COVr2lpocFOE2RUl4SExgs/pMADBgXgyEEGGM/Cq97d0OSWZjk0GdX0ltzvrewonGlRnB+u5TS0K9JOeeXvl7jm2ScSmsznbb76dTjV1NvDETV0N6X7k3j7+8Z1dq2ti46ImNtVGuduKixuNNTU1NT7URtTtcEA3b6hBTRxzk/wldRMEMRuX/KXFTXRu4bP1VN9p96hw4cmL906dK6eBsoLi4+KCUlJXy7eXC8ueyOP7vPvyi9Me5Dl3S1sdORQ+j513MpJSUlpvjrrmiibx5siynGKYsDnGZKKQ9yih6VdMCAVZqWw7Uyxt4XXveRDpe5mbxz3qijxz76VjXZ3XpHcP6alPI0veIHDRpUkJGRETZeBXcn3nLXp+xVRrk/VulFoi9uWAmNG59DI/bL0BdPRCOHNlDGdyHd8XYGNrPQSX6//007NahYGwas4tQcqplz/ldfRcF/HCpvm7JU/iyprLh4v5qamlmxcmeMTZi+UFwXa5wK68/c+SHKXHO56VKbB2l05nmZVHFZTty1pj4RpOcvDsadx44EAU4rpZT97aitck0YsMrTc6B2xtgDwuu+woHStinptplr6YqX56gm+49fwUJKqUUrnnN+TigUCv/qje4hZbSJHbbuvKxaSunMN01V8XnD6MFJxn72dOSBa6l1prKfJd0ghHDea+imXQHxJ4YBx88QGTYhwDlv81UUpKsGpvSJFfTJfDX3iR6paf8QQjy1Leac89KI8Q5TbTZ69J6+6xWUvcL4l/PzDh5CT0zLpT59YnvOG00Pvu/a6YqhjdEsdeSaNQODvZYuXbrekeIcKAoG7MChqC6JMfYP4XU/oVofby9spkMe+lI12X/8Ct7qUXG77757rx49eoR/8Z6pZHNxiD4n7xtKC+4bR4b/hXZoGl17Qw4dcYy5J/KdN2o9/fJKhyGarU4S1FzPCyHOsbquqvVgwKpOzuG6OefSV1HgcbjMzeQd9fwqenWW5bs8GoJppKbdL4S4esNk4aMjX6/xKXd0pCFAiOi0AcdTj5/fjitdePvIk07LpKvHxv+cN1oh5VoDZfvUfCGrydO1b3V19bxoe03mdTDgZJ6+ib0zxvYXXvcXJpYwJfWKxg7qefXHpuS2ImlpUdFfFi5c+DPn/GQiCh+aYN5DUCsaMqDGWTu+Shnr9L0ovvupQ2nysxtvH2mApO2muPWGZvriztbtrnPiggCnsPn+TUrZ4ER9TtIEA3bSNBJMC2PsdeF1h41Aqf/+71+r6b5/q/kP+BGch7+nCkxfKPZXCrrJYi+I8Y2E7JEl9PDknvSX3TffPtJkqX+mP2CfBkqdp96v4ACnX0Oh0Hi/3z/ZKlaq1oEBqzo5BXRzzvN9FQWrFJC6mcSSScvpK8VOSxrB+cKd2gsG3/DLJCpsU25TMlMvkzMKJlBW3fXbrdFarNHoq7Lp5FFZ211r9oLpr7TQpFG2H/0cU5sBTtLlcnmFEGru8RpTt/EvhgHHzxAZtkGAMXa78LpvVA3SA7PX0T+mfa2M7AP5MLpwxVg6dO1Jymi2Wuh5OT9TSvtuWywbfs575LEZdPMdPayWtc16xx22lpo+dv5nSQFObRHj3eab+I6C6wAxMGAHDCHRJXDO1/oqCnqp1ufIp1bQjHnO/yzprsL76NxVG717pRpqS/SO2u0Sylm++V3RguOG0rOvWP+cN5qm//NjB120h7O/6glwekBKeVU0/WDNxgRgwLgiTCfAGDtTeN0vmF7I4AKf/SdI+9w90+CsxqUbs3slXbjyespvdxuXNMEznbPDF5TWfEB3l+FjAifc34O0oTE+ILaY0SXnracfnnXeZ0kBTv9ub2+vXLRo0U8WI0mYcjDghBmlsxvhnFf5KgpKna1yc3XHv1RLz38x31GyTxp8dPft5iHNIxylSwUxJw/mobR0l+uiS7PovIu2fUygk/px0mdJAU4/dnV1eaurqz90EiMVtcCAVZyagpoZY8OE163ciQctHV3U7nXO3zNP9XuRjq5Puv00DLniw+a7c/8U1z0P96Q997Lv7WY9zdw3PkDvj23RE2poTFBzXS6EeNjQpEmcDAacxMO3unXG2LPC6z7X6rrx1rt8xhq6/e1v4k0TV/ytu9xOF64cS6mUGleeZA2+5ughNPWVXMrKMn77SKuYHlzWQFRlz2dJQc01WQjhJSLnvxFm1UAMqAMDNgAiUkRHoKioqGf1mF2V3Oh26OPL6YsFvugaNXDVxQMupItWXk+7tA4wMGvypDq/tIRuuC2HDjxY/zGBTqH1wXutdM8xzZbKCZ/129nZ6a2pqamxtHCSFIMBJ8mgndImY+w64XVPcIqeaHVMmbeeznhqdrTL4153TNEh3S9YlTUeGneuZExwarFGp5+TSaOvtG77SCs4n3zMOqp/r9P0UgFOK0KhkNfv979lerEkLgADTuLh29U653yZr6KgwK76euse+MxKenfu93rDo457rP9TdOLqi6Jej4UbE7jngmH0yBRjjwl0CuP6+i46uc9aU+U0s9BYv9+v3D+STYViUnIYsElgkXbrBBhjxwuvW7l/Wc9f3kp73vqZaaMdu9vY7ue8OV0JfUyvafwuO2wITXo6l/r1V/c5bzRwrqhoJN+k9miWxrQmqLmmtba2Vi5evFjJx0QxNeuQxTBghwwi2WRwzj/1VRQcrFrfo16rpSc/NfazpPP2PJMuWHEdDWxhquFwhN6zh2p01fU5dMzx5h4T6IhmIyJGDGmgzO+NeSErqLm+CX9W5Pf7lftKwUkz0aMFBqyHGmLiJuDxeAbLykIlX+zQJi2nWQbsE32YZ3j3L94D1h0TN89kTHBKkUZ/PymDrrvZWdtHWjGLSQ8HaPpl8X2WFNRc67q6uir9fr9ym+RYwdiKGjBgKyijxhYJcM4n+SoKLlUNz9iPG+j66VVxyb6/4BE6o25MXDmSOfjW04fSk9OcuX2kVXM5fL+11PGVvq+CmlnoTr/fr9we7VaxtaoODNgq0qizJQKu0OQj9P0NYjPPfaYsp8++i/2zpCv/egVdtHIs9e7YyeYO1Cx/6QEldP9E9TbSMIP27K/a6Kb9mmJKHdRcb0RuNyt5SllMzSqwGAaswJASWaLH4xktKwsfUa3Hl0QTHftY9CeujRp0Yvf3vMWBfVRr1RF6z9A0unRMFp1+jjrbR1oB7syT1tGKN7b/WVJQc/nDnxVJKb+0QhdqREcABhwdJ6wykQDn/AdfRcFAE0uYkvqw51bSm19v+7Ok/fmQ7ue8hzecYoqGRE8afs57+JHpdOtdeDN8S7Pu6uqiQ1O2/llSUHN1RIz3iUS/VlTsDwas4tQSTLPH4zlcVhY6Z8PlKPkuWdNGO4/9dKurxxfeTeev+meU2bBsUwJjTxhK015L7ue80VwVY69qoqr72zZbGuD0oJTyymhyYI09BGDA9nBH1U0IcM7f9VUUKPc68Llv1tHEDzf+eqNyj0u7TyvauX0XzFkHgYvKS+j2e3rQPmXOPiZQR2umhew3rIHS5//+WVKA0wyXy+UVQvzXtIJIbAgBGLAhGJEkXgJFRUW7Vo/Z9ed489gR/8dnSScMPrJ7+8hhTfvbIUP5mqOYRudelEX/qMBz3liH+fK0Fnr4vkDYgY+WUs6INR7r7SEAA7aHO6pugQDn/F5fRcHVqsE5/LkVlFfnofE/4XNKvbN7+NJhdO8jibl9pF4mscSV8frrpZR3xRKDtfYTgAHbPwMo2IAAY6xFeN1KbWnU0dVF+z29ip7zLcAsYyRw1ZFD6OmXcqlnz8TePjJGLFEvL9canuro6AifVrT5Q+Cos2ChXQRgwHaRR90tEvB4PBfKysKnVMPz/g8BGvDIF6rJtk3veftoNPbWHDr4MKX+rWUbr00Ll2sNsyLf8wrHiIKQmAnAgGNGhgCzCTDGFgivWzO7jtH5j3lxFT0w5zuj0yZUvvAxgaeekUmXX5tYxwRaNaRyraEu8lnR61bVRB3zCMCAzWOLzDoJFBcXj/CP3mWWznDbwhqCnVR3zUe21Xd64bvOHUYTn8JzXr1zKuP1N0spb9cbjzjnEYABO28mUEREnPNXfBUFp6kGo+Ld1XT5h/NUk22q3tGHlNDEp3PJ7U41tU6iJi/XGl6O/OptSNQek7UvGHCyTt7hfe+55547Lr5y9zqHy9yivCGPL6dXq2PfJ1rFXrel+awhWvet5uNPxnNePbMt1xrCzzPC3/PGd/KHnuKIsYQADNgSzCiihwBjcXHBKAAAEJ1JREFU7Fbhdd+sJ9bOmEeq1tERL3xtpwRba4e3jzzm+Ay64dbkOybQCPDlWkMg8ov3WSPyIYdzCcCAnTsbKCMixtga4XX3UQ3Gfk+voKe/T77PksadNpSefgHbR+q9Xst4/T1SSuxfqhegYnEwYMUGlmxyi4uLR/lH7/Kyan1/9XOQ+t07UzXZuvX+334ldO8jPanIk6Y7RzIHlvH6d1JSUrw+n29ZMnNItt5hwMk2cQX7ZYzNFl73cNWkn/RKLU2YNV812THpPV3T6P+8WXTW+dg+MiZwkcVlvH5xZN/mrZ/qoScxYpQgAANWYkzJLbKoqGhI9ZhdlfzA9ofKxN2W9/HL96Y778UxgXr/dJbx+kop5WN64xGnPgEYsPozTIoOGGPPCK/7fNWavfrDerr43bmqyd6m3uv+PoRemN4roXqyspkyXj9RSjnaypqo5UwCMGBnzgWqNiFQWFiY/euNnoCKYIZNXk4v+9X/LOnC8hK6ZUIOlY/IUHEMtmsu4/WfRJ7z/mC7GAhwBAEYsCPGABHREOCcX+OrKLgnmrVOWvPMd4008hnlNvb6E+FpHo3OviCTLhmN7SP1XFdlvP5Xl8tVKYT4l554xCQuARhw4s42ITtjjP0ivG7lTro/eOpKmjz/e+Vm8sDFw+iBx7B9pN7BlWsN1woh7tUbj7jEJgADTuz5Jlx3nPPjfBUF76jWmFzZRpl3qPOi65VHDKEnpuXSDr1xTKCea62M109taGjw/vbbb0E98YhJDgIw4OSYc0J1yRj7WHjdh6rW1Bmv19EtX3zraNnn7q3RP2/KocOPwvaRegZVxuu/7uzsrKypqVHvdoeehhETFwEYcFz4EGwHAU3T9lxwaf/FdtSOt6Y2aTm9XuO8F7LCxwSedFomXXU9nvPqmXEZr68Pn89bXV39ip54xCQnARhwcs5d+a4ZY48Kr7tStUZu/qyBznrTWXvr33n2UHr8GWwfqfdaKuP1t0kpx+mNR1zyEoABJ+/sle88NPmIkIpN7DtlOb0g7f8V7D24hB6Z0pN2+wu2j9RzHZVrDa+2tbV5Fy1atEZPPGJAAAaMa0BZAowxr/C6J6rWwGv+ZiqZ/KVtss8cotGYq7LppNOybNOgcuEyXu+L3G6erXIf0G4/ARiw/TOAgjgIMMYWCa97UBwpbAn927SV9Og31r6nEz4m8KjjMuim23FMoJ6hl/H6llAoVOn3+5/WE48YENiUAAwY14TSBDjnh/gqCj5RrYmf13ZQ640fWyb7ppOH0tSX8ZxXL/ByreE+IcQ1euMRBwJbIgADxnWhPAHG2NvC6/67ao1c+PZq+ucn80yVffHIEprwQA/ShqSbWidRk5drDe91dHR4a2pqfknUHtGXfQRgwPaxR2WDCGia5l5waf/fDEpnaZqSScvpNRM+Szqda3TRpVl07kU4JlDPQMu1hiVdXV3h280f6YlHDAhEQwAGHA0lrHE8AcbY3cLrvtbxQjcReNdX6+jEV782VPZjo/emCQ/gmEC9UEvZmjF+v/9RvfGIA4FoCcCAoyWFdY4nwDlv9lUUKLeTxPAnV9CzvgVx87322CE07bVcSkvD9pF6YJZrDY8LIbxEpOTnbXp6Roy9BGDA9vJHdQMJMMbOE173VANTWpLqgyVB2v3hmbprXVBaQuPuzKERB+CYQD0Qy7WGzyK3mxfqiUcMCOglAAPWSw5xjiTAOZ/vqygY6khx2xB17Iur6P4538UkO3xM4BnnZpL3cuV+9MfUp1mLy7WG5aFQyCulfNusGsgLAtsiAAPG9ZFQBDjnZb6KgjmqNbW2pYtqr/4watn3XTSMHnocxwRGDWyThWW8/nop5V164xEHAkYQgAEbQRE5HEWAc/6Sr6LgdEeJikJM5XtraMwH32xz5eWHD6Epz+VS3x3xnDcKpJstKeP1z0VOK2rSE48YEDCSAAzYSJrI5QgCjLHewuuud4SYGEUMeXw5vVq9+T7R5wzT6OobcuioY3FMYIxIu5eXaw1zI7eb5+uJRwwImEEABmwGVeS0nQBj7Cbhdd9mu5AYBTxatZ7+9sL/thgObx954qkZdM0N2D4yRpR/GO+6iPG+qCceMSBgJgEYsJl0kdtWApzzWl9FwU62itBRfO/Jy+klv49uP2MoTXkO20fqQNgdUsbr75BS3qQ3HnEgYDYBGLDZhJHfNgKMsVOE1/2abQJiLPzJj0Ea9/laumB0JnUR0ZnnYBerGBH+YbzTXS6XVwhRqyceMSBgFQEYsFWkUccWApzzr3wVBSNtKR5l0WBbF50+vY5e+gK/dqNEtsVl5VqDP3K72b6zHuNpALFJRwAGnHQjT66GPR4Pl5WFm7/V5BAMl72/hia8g+944xlHudbQHjHeJ+PJg1gQsJoADNhq4qhnOQHO+ZO+ioKLLC+8jYKT562nJ75tolkLejtJlnJaynj9g1LKK5UTDsEgQEQwYFwGCU+gqKgoo3rMrq1OaHTeb6109Uf1NGPuDk6Qo6yGMl4/I/Kc97/KNgHhSU8ABpz0l0ByAGCMXSm87vvt7Pa012pp6qfYvSqeGZTx+v9EjPeDePIgFgScQAAG7IQpQIMlBDjnP/kqCnazpNgGRa7/uJ7eX9JCc3y43RwP+3Kt4QohxEPx5EAsCDiJAAzYSdOAFlMJeDyeo2Vl4XumFtkg+Yu+Jnqoaj198R2MNx7mZbz+CSll+JjAjnjyIBYEnEYABuy0iUCPqQQ45x/4Kgr+ZmaRJWvaqOK9enrn615mlkn43GW8/ovOzk5vTU1NdcI3iwaTkgAMOCnHnrxNezyePWRl4VKzCJz7Zh09/mFPs9InRd4yXr8q8pz3jaRoGE0mLQEYcNKOPnkb55w/5KsouMxIAnfMXEuv1wTwnDdOqOVaw41CiDvjTINwEFCCAAxYiTFBpNEEGGOdwuuO+0y/dxc1051frqfP5uOzonhmVMbrXwgGg96lS5eujycPYkFAJQIwYJWmBa2GEfB4PJfIysLH9Sasbeqg895aQ9NnYftIvQzDcWW8/tvIc95tH4QcTxHEgoBDCcCAHToYyDKfAGOsWnjdRbFWuvTd1XT/ezgeMFZuG64v4/WNLperUggxLZ48iAUBlQnAgFWeHrTHRcDj8RwoKws/jzbJQ3PW0XMLmmk2to+MFtkW15VrDROEEGPjSoJgEEgAAjDgBBgiWtBPgHP+hq+i4MRtZZj53yDd+Ola+mgenvPqJ919u/mtjo4O78KFC1fEkwexIJAoBGDAiTJJ9KGLwODBg/vXXLbb8i0Fd3R10SmvrqYXZ2L7SF1wI0FlvL6mq6ursrq6Ouq7DfHUQywIqEIABqzKpKDTNAKc8/G+ioLrNyxw5Qdr6I63cExgPNDLeH1X+JhAv98/OZ48iAWBRCUAA07UyaKvmAgwxtYLrzv3qW8b6fF5jfQVnvPGxG/TxeVawyNCCEO/tY5LEIJBwIEEYMAOHAokWU+AMXYdEY0nolCV6BP398HWd+CMiuVaw4cdHR2VNTU1pu025oxOoQIE4icAA46fITIkCIHwr+Aq0QcPfHXMs1xr+Lmrqyt8u/nfOsIRAgJJSQAGnJRjR9NbIuDxePaeK/vOA53YCJSyNVf7/X5bz1qOTTFWg4AzCMCAnTEHqHAIAc75c3N8vc9xiBxHyyjXGp4Kf1ZUU1PT5mihEAcCDiUAA3boYCDLHgJFRUU951Xv1GhPdTWqlmsNsyK3m4UaiqESBJxJAAbszLlAlY0Ewi9kVYk+E2yU4MjS5VpDXfh7Xr/f/5ojBUIUCChGAAas2MAg1xoCjLHlVaJPf2uqOb9KGa+/WUp5u/OVQiEIqEMABqzOrKDUQgIej+eEubLvmxaWdGSpcq3h5fBmGlLKBkcKhCgQUJgADFjh4UG6uQQ455/N8fU+yNwqzsxerjV8FwqFKqWUc5ypEKpAQH0CMGD1Z4gOTCLg8XgGz5V9a0xK78i05VpDIPKL91lHCoQoEEggAjDgBBomWjGeAOf88Tm+3pcYn9l5Gct4/T1Syn86TxkUgUBiEoABJ+Zc0ZVxBFKaQwd0GpfOeZnKeP07LperUgjxm/PUQREIJC4BGHDizhadGUTA4/GMmSv7PmxQOsekKeP1i10ul1cI8aljREEICCQRARhwEg0breonwBhbUiX6DNCfwVmRZbw+/ILVY85SBTUgkFwEYMDJNW90q5NAcXHx377x7/iBznDHhJXx+olSytGOEQQhIJDEBGDASTx8tB4bAcbYe1Wiz9GxRTljdRmv/yQlJcXr8/l+cIYiqAABEIAB4xoAgSgJDB48eLdva/J/inK5I5aV8frfIs95/+UIQRABAiDwJwEYMC4GEIiBAOf8vjm+3lfFEGLb0nKt4VohxL22CUBhEACBbRKAAeMCAYEYCTDGWqtEn4wYwyxbXsbrpzY0NHh/++23oGVFUQgEQCBmAjDgmJEhINkJcM4vmuPr/aTTOJTx+jmdnZ3h83m/d5o26AEBENicAAwYVwUI6CDAGPNViT5cR6jhIWW8vj58Pm91dfUrhidHQhAAAdMIwIBNQ4vEiUygqKho5Lzqnb6yu8cyXn+blHKc3TpQHwRAIHYCMODYmSECBLoJMMZeqxJ9TrEDRxmvf621tdX7ww8/rLajPmqCAAjETwAGHD9DZEhSAgMGDNjJt8Rda2X7ZbzeF7ndPNvKuqgFAiBgPAEYsPFMkTGJCDDGbqsSfW4yu+UyXt8aPibQ7/c/bXYt5AcBELCGAAzYGs6oksAEGGP1VaJPb7NaLNca7hdCXG1WfuQFARCwhwAM2B7uqJpABBhjZ1SJPi8a3VK51vBeR0dH+LOiX4zOjXwgAAL2E4AB2z8DKEgAAoyxOVWiT5kRrZTx+qWR280fGZEPOUAABJxJAAbszLlAlWIEOOdD5/h6z49Xdilbc5nf738k3jyIBwEQcD4BGLDzZwSFihBgjE2tEn3O0yO3XGt4XAjhJaKQnnjEgAAIqEcABqzezKDYoQQKCgpyliwb2ByLvHKt4fPwZ0V+v39hLHFYCwIgoD4BGLD6M0QHDiLAGPtnlehz1/YklWsNy7u6uir9fv9b21uL/x0EQCAxCcCAE3Ou6MpGApzz3+b4eru3JqGM118vpdyuSdvYAkqDAAhYQAAGbAFklEguAoyxv1eJPm9v2nW51jAt8llRU3IRQbcgAAJbIgADxnUBAiYQYIx9UiX6HBJOXa41zI3cbv7WhFJICQIgoCgBGLCig4NsZxNgjO1OROEXqy6QUhq+SYezu4c6EACBaAjAgKOhhDUgAAIgAAIgYDABGLDBQJEOBEAABEAABKIhAAOOhhLWgAAIgAAIgIDBBGDABgNFOhAAARAAARCIhgAMOBpKWAMCIAACIAACBhOAARsMFOlAAARAAARAIBoCMOBoKGENCIAACIAACBhMAAZsMFCkAwEQAAEQAIFoCMCAo6GENSAAAiAAAiBgMAEYsMFAkQ4EQAAEQAAEoiEAA46GEtaAAAiAAAiAgMEEYMAGA0U6EAABEAABEIiGAAw4GkpYAwIgAAIgAAIGE4ABGwwU6UAABEAABEAgGgIw4GgoYQ0IgAAIgAAIGEwABmwwUKQDARAAARAAgWgIwICjoYQ1IAACIAACIGAwARiwwUCRDgRAAARAAASiIQADjoYS1oAACIAACICAwQT+HzT/S7OhEH2TAAAAAElFTkSuQmCC</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="-45.3589838486223" y="35.3589838486225" heading="60" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="46,46,46,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" y="10"><block s="receiveGo"></block><block s="up"></block><block s="gotoXY"><l>-100</l><l>50</l></block><block s="setHeading"><l>60</l></block><block s="down"></block><block s="doRepeat"><l>2</l><script><block s="forward"><l>180</l></block><block s="turn"><l>90</l></block><block s="forward"><l>40</l></block><block s="turn"><l>90</l></block></script></block><custom-block s="setUpFill"></custom-block><block s="setColor"><color>255,24,73,1</color></block><block s="floodFill"></block><block s="setColor"><color>46,46,46,1</color></block><custom-block s="reverseSetUp"></custom-block><block s="turn"><l>90</l></block><custom-block s="180x40Rectangles"></custom-block><custom-block s="setUpFill"></custom-block><block s="setColor"><color>255,152,72,1</color></block><block s="floodFill"></block><block s="setColor"><color>46,46,46,1</color></block><custom-block s="reverseSetUp"></custom-block><block s="turn"><l>90</l></block><custom-block s="180x40Rectangles"></custom-block><custom-block s="setUpFill"></custom-block><block s="setColor"><color>245,255,63,1</color></block><block s="floodFill"></block><block s="setColor"><color>46,46,46,1</color></block><custom-block s="reverseSetUp"></custom-block><block s="turn"><l>90</l></block><custom-block s="180x40Rectangles"></custom-block><custom-block s="setUpFill"></custom-block><block s="setColor"><color>55,255,45,1</color></block><block s="floodFill"></block><block s="setColor"><color>46,46,46,1</color></block><custom-block s="reverseSetUp"></custom-block><block s="forward"><l>40</l></block><block s="turn"><l>90</l></block><block s="forward"><l>40</l></block><block s="down"></block><block s="doRepeat"><l>2</l><script><block s="forward"><l>100</l></block><block s="turn"><l>90</l></block><block s="forward"><l>40</l></block><block s="turn"><l>90</l></block></script></block><custom-block s="setUpFill"></custom-block><block s="setColor"><color>23,255,246,1</color></block><block s="floodFill"></block><block s="setColor"><color>46,46,46,1</color></block><custom-block s="reverseSetUp"></custom-block><block s="turnLeft"><l>90</l></block><custom-block s="100x40Rectangle"></custom-block><custom-block s="setUpFill"></custom-block><block s="setColor"><color>59,9,255,1</color></block><block s="floodFill"></block><block s="setColor"><color>46,46,46,1</color></block><custom-block s="reverseSetUp"></custom-block><block s="turnLeft"><l>90</l></block><custom-block s="100x40Rectangle"></custom-block><custom-block s="setUpFill"></custom-block><block s="setColor"><color>217,4,255,1</color></block><block s="floodFill"></block><block s="setColor"><color>46,46,46,1</color></block><custom-block s="reverseSetUp"></custom-block><block s="turnLeft"><l>90</l></block><custom-block s="100x40Rectangle"></custom-block><custom-block s="setUpFill"></custom-block><block s="setColor"><color>242,255,255,1</color></block><block s="floodFill"></block><block s="setColor"><color>46,46,46,1</color></block><custom-block s="reverseSetUp"></custom-block><block s="turnLeft"><l>90</l></block><block s="up"></block></script><script x="13.666666666666657" y="1506.8333333333317"><block s="receiveKey"><l><option>space</option></l></block><block s="clear"></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="180x40Rectangles" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRepeat"><l>3</l><script><block s="forward"><l>180</l></block><block s="turn"><l>90</l></block><block s="forward"><l>40</l></block><block s="turn"><l>90</l></block></script></block></script></block-definition><block-definition s="100x40Rectangle" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRepeat"><l>3</l><script><block s="forward"><l>100</l></block><block s="turn"><l>90</l></block><block s="forward"><l>40</l></block><block s="turn"><l>90</l></block></script></block></script></block-definition><block-definition s="setUpFill" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="up"></block><block s="turn"><l>45</l></block><block s="forward"><l>10</l></block></script></block-definition><block-definition s="reverseSetUp" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="forward"><l>-10</l></block><block s="turnLeft"><l>45</l></block><block s="down"></block></script></block-definition></blocks><variables></variables></project><media name="Modern Art with Polygons" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>