<snapdata remixID="9197061"><project name="U5L2p2 Coin Flip" app="Snap! 5.4, http://snap.berkeley.edu" 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id="2"><item><costume name="Untitled" center-x="240" center-y="180" 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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="Coin" idx="1" x="-121.23076923076928" y="61.45054945054943" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="false" costume="1" color="80,80,80,1" pen="tip" id="9"><costumes><list id="10"><item><costume name="Heads" center-x="111.5" center-y="110" 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6dvOBDLpg8ZSXXr35xQf0+TKBrDBfQsBedtMld/JK1owNm3y8cHg6NOkt1lPmmfzb4K50zwov3Bcue7BCSVYU/QjBK6LGEXCJckr22a6bTuIkjUx0FVWnuTXP/EOPHz1UuPjJ7VQvDvgVmoI1Z5/9XvlATQLssRHSyw6omDQAHfY856uRXoWXXGM3WvRGz+3xQePlO5o9f9bSxX5YM9VI7OumZY949G0rQCN2DoT4xBMt2ejZbw7oAmxpDrKttX2v2O18QHzpLZ/RT5/xnOlrPAN71/avwSXeZQN4sb/tXAa+BgVYIXjN8IWK5nPS2ZNkBaEwNJ1XTXNFK2mKAa9TUuMaFY4k4UWnYX0mxBcPqLAV8WzA2XySrtDnTYunIlaQgAyIv+aiW7Pgn/LptefWZVOvtZDNNRUeDdeeOERDxl74oHn8xg4i9mqm2Vjo6XA4sYXufLMPsmnazo7sBNOGCdUWG2YjAXtQXELPyZq87McP0LFjh+Q1vwR3pTuDyQvYeoPgxW2+ZdxrUKEqdK8XXjF9zuvWkGQFpzA0ncL3rPjtOxnxei3xxYSbUtOSqTi67SpwfHSWSH4rUEUES759chWofY3XD6jJQUs3OoVRk7C3IqKfbkhvsqG5NUUNzdNfMZMPFJl1OswhGnL4skNr9tGSi9czwAuzgT+9xnrOL80njtY68DoA+MRf8pO729IzeWKtkcUTkkt//PljrRjgn3t4usGjbc/YPATzeeLcm/O7YPQ7LHtf7B+yC6hkGBWtYGoWDdfP7iRewUi0wtBAbjwFYk0hCTRA29fTPtdJsH18NUqndokF9CoutigABYaOXGvk9NlGQ2k+8tDUBEZ8vQoqSvv26LMO0VRkM9ZzXjwqsIrMGmRT40R8YXKaA/6wE/KDPewMNZT4ihM7gbj4LFh8xJzvfKz5yCIz+8HUCzyzWSwdpmQ2WqdPnNhYPstRjQWmXHziMhswLJ53xeBs7zYMzIv5wtc033958ALAMPIIosbxzaNXTI3nlVHRSUqFoekUvgKZjVcA0LuhZqN4vXRLKShJCfDgRWPPyJaKXeEDBSe5PSsQNtFdojUZm771W7/1+LqdTjbXlPYhPvTT5mJAT83WTQMVqzUxQjcTHA+sCHfEB9HiAezoQAr73Mxu+2xHT4bbiS3xFgMx6wCa/uyQnWTIj48CvjQz14D8ZSNITvnZY2g+9/H5OODQVTOaWbymvwD988bb4Lk3H4ev4QTPgiT4bio/RvCDc5/1JL0iURSaToF4loQKOKeTVbFKWg1b41UEFSNeyXSKo1VU9smAFW9jjQbJzwZjt5vinTccngooe4sFmWylq89cYmHNfvq6Yfgx0Vr6un3Ygpcf5CSPD/mRbDbjq4myefoF8wHN1BPmUwUPgWc62aDJHIryXKN4toe+2OyQLHrYm51sCujRdN6U1I7GJjdfg2y7hM8b3pDXztscaV/QBMlJ6LbTfD6nWRdkhaUpvGJqwJn4aWNzxUuWQpYoTUUOejIlQ1GaswGfPYn0rEgrfHs1T/SagC3kkr/bAZJpDHsmZ9oxm06R0kEfH/k6mwvyBVaEUCHOeTZPfVOneXZO+/AY2wvMyWRPTU/P5AdshwE9Ysk3N16vmG47N1VNxxc5hlOuveyuidgH2YNmrk991sQQFgtg/RKk91mBjht88z7zZYSgNN9xNp5vNZ1YAlnhdXMZFZ+g299tbE5mr2pgJoUuaK4IAT7JKUH2FMgsDLYoiuyZxZeMwHzitLUi6ibITs+ArpoM0gtnEZHXGHqu4YzRk2dsLxtm/EF2oplg3x5+jZ1dfE+3/WDKpUcsHSwaDWo+PvOXLnKKb3H1TGYy0HY4ec6e6ZP82gNsklvxtV48AnJnPQbkhM8KyV745n/hMox5jIIlQJpN0/kBulcQAXW7SESvmhIjQQU723Yb20u+JMDZeBW8dXRklkhgHY1R0vpSQaHMm2W3gaxgt6viyA76swEouF4rFTc9dE9/pz4Flj5jGKDJr5qwRpxy2VUhek5GukD6kjd9D+ZzfvLPIabp5NWoiTQTefOmNso339kH2EIWnm5KcunKD3LSXYw9w+ywznYIitX0dcdnhaHjzW++EgyMAiM5bjyvmXA2noL3atcXK3dpvEBCFEjFZl7h2GOLApjNh7Z9aE0h9KqrQKxB+/kCzuxoDR2kq4bTfPzPToWn6fhd09kLyJrP5E35ZyOID+Y/2TUitB7g3fnTA3qGky6IVmw1nS/Oajo+AzTVArvKD1v4X54DstyWZECHIphxyj8j2WJNj+fibkwf2mw1nuGzQrFc+OLcfECAJMONN1816VPwClHB+/bNjSfQAgeSMW3b7UQLJVQyyXOqztcaciSELRKCrgZTDPH1edHa1JMdO7RuDOnpJtB0dLCBPiP50Dw/2TVh6ptz0LMxG437HJJPP+R36NkeGeHkS06Qzgn2rfNX82k8jWNNXuW0z8nigC75bOjwYQseMdBsvarWRHJBnvixGX9+GfGRb92aBlZvnos5uonZET4rsP8Gn1/zUXAXyBiBEQynotdM/zJh/4wnST7jSZRgZUcJM6Z32tg82wVeoMmtuUoYOZJJjoTPzxr4FIPnCnPqwZOOIP8mslPTeW2aJ/be6HDqwCdGeI3Q2vSbD9YrtNbBtG3aGFjDb8yGmtA8HrKn3NsgvyeSL4/y2c8F+U8//9hOn3jIvfjYo1vMNLHm0zxyRiaaaiM/pi/xQ3NYPPGjkds97sm5BO2RcRvk/8Ln03wpuAugEwxB8P7uB+iaz1fO9HTLaLy+SRRcIEEaRTL64C2Q5AXZapw2tU4vPvyhZwlwI9InIQAPlLT4d5mtg+KQj0Y213gKyLOic7rza/I3z0bF1mccvBUNUCzZpRjxzOa7ZtsOrZEnDvCsAWecwZmsCeSRo0n6CCG//O4wA+wm2zNaNB2AfC4O0Nwa2WQ6LGfzTdj9L2bFy1qHTc0XXoJ977YYADQLn+9r522G2BdkwVNQNZ7Pe/YEUwP0qllg8ShGwXc7ui2hglTU5KEBggvBbs/Urdm9DpGLXmHQ6TWmothhxuFaXOiFikqSO7nNFVUFyB4nORvQmFds/GNjdtqrOPHWGDU32YqqOGTfbmPP+xh4LoY1oTVYPPMtaH9Ca2wmg81GMsmOnt18Y3f+qQN0/OnQEgN1ogasi6P66HAu5+QWfzjjBOlAm140ZMFp1xm015iOM5hybuhe03xf/PT+jJARN4peg4JrFDjF5Qegfu1rNp5gduN1+gmYZvGDWI3qs6ERr+b1O59+kGpfY0qUoOIjNxAMWJI6/SRH0/lChw17403bQXIm7IFGTz/5fGVTBaO580thKaa+kICeu+nwzgJxYypONlvrQEJvnLz2NCW9dLEpu5qTsWPrgF81BLvFR6Fbs5e8aCveM7RX7CdMm9DVHJ75LkYOpvwRU/ah08xos5sc+6F1sWIzJB9NtpDrh/v9JoxYkYMvmT2DxrvCbfSv62e+25Bzgqnx/JMgDWNNcms8KMkCK1AKCp1m02SeBbZg4/dcAoHAlkSYD9MX64pZo/dbL/P0iy6YfHNvzvmYXWxSMPw1J9ut7lBhW/sKCh+51hUL5L+4oC8ubLSGFj/ZGrZbkzxobr/igeIEixOdO+x+TWRb9hnxT1mTdvKfAfr4i5E4lBONAvjlADKitV8zdViLBz18I6M4GEH2oqETHZvJ8oyH7G5ntMDejNM1f84gWvw3stbwnP5VQ0ambEcOCmI3mAYUCMETSIWpEWoCPALvZtN4+DwLUjdVn8/QVljmAmi9kzH780VCKmz6nOqTNpw8c97zBHolC9ZY/K3x6IESHC05numHCq85zL5unGzEq2gUrZuO3xUZEIuKkH5YYc7GZAcM8m3GYa6TH2bHjHsQ322AP8TDv3wkl39yTnaxSbd4iCs+vhXvYtJNJi5k4kNLFnuBNc/ojOjIJH+HfNrHS9B+cVnj8/+2sxE0F1wB8lroF6U1lGAJoALTRE52c84LCh4B9GqpUc0BOr+wDN1YeNALYEGsucg3n8AXwbVeg5aYidEGc6359JW9sMaD7KGDjZA96WJDya6QsqeCaZ4P9KWHbIXplZVOcvHz21yB1YBQ/NEVp2LFjvxpPn0E+xxdSAZZ2TVpb4P0lwsIZjORqekczmg7OPho5KM45COeXsPFQDyKCX72FUcwfbBXDqIFxnA+X4P2yb4Zn99nvkvASQETDK+NGkmABNxppigFthuP08AoCAJn5Iw1QYQKFl9/McttiE4QSwTdnJ8IyEpOQZ4YTeO+lxwwZUt2RQ74x0aHSwUA6Kyp4LTlkj2AjnzqmT6//+pA8+UM3WKjYMUDfYVsL1vFqZuwm2vG6yx2ELCp/LmV6WI3+d2sZE5bJ+QXGXLem49aIEczqRc2kt2Xb/lTnB3IPq+pq34xG5/1ckBPdpjTJxd0WwdiT5fLQQy7NaffYXBtbwKdwZyD53rzAU44iQTIrcdB8iROQN1kitOz9ZIGJEJgWie7hHWidZvYL/H4JK1bMdh96XnihH29cfeRvbOYPbOLX70ysmnKAvszOIvjXIvHnB6FqmB8cdXbAV32xQQCPIq3k71mN4bZeAnaywYYH6j56Jxy2JLtMw49h57xOiiMaqKPIvKu4Rwk/EZPJp3W81Ue2ITPwYzXM1pgThYgZ9o660fO0GUXaLwGZ7Q3/oP7v3beBZbgJ0Zg7h3c5zWN53Sypmk67TSfIHNSEHuFEBhFIgjdGgKFH6290LOgSZoAslnQNV+BBtav+XNXX8H0l24281Xy2Uy3A6DbfMqO9xJM2ZN22p9e8dJ40MnPjm4Fz8WTXWIKz2RODObzPoLkiHEFnn6w++05nOuBtfbFUA6hHNuD9NhTM2LruT36rbkp+w9o8IoTBOghHejFA+A3Z786w0cW35IfRn8GZ/v0LARP13yL8RivAZqJkuCm882mm8+zRlKYfc7rZNI0Pr9oVGNFrICNUCBmA5Z0UMEJnj3yyUYT5EvQ8z7uQN8ZSFaNp8jNJYx/iqPE7fzz+ZJs62FAFqTXQaO5+jlg6C2DLUbPYtmaw0GMoOdG2I2VPuOleEzIJjE3kpEsa61H0/MOk0YMxQ9qgkCu2zOWe/Fgr7VuPPkXf7bkp/yQjy99+PADz+xWS8lLD74A3Rkks3lA1sKn+8IlIGTCjdDH6/NZ80i6byqhxHOkxpvfbAqKIvG5xRcs5py1r/kkoAa0Llid5HQZFaMg1+BOP7yz+Sbkl3HOL8H0LZ1smHr5wma3eqc12jOYuibN1DExoJcujeXzM/Q5R3zZYlRweBTNPMGtsdk+OnwOxxo0XvmYh1y2TjvOfEMLrZNDFzrY3pS3Q3RshTXJBM/ks4+dIXp11edDvOLEL352wExbmgNxDdiNlwyNru6yJXsai0F7Z/twyV/Dkzffvb9wSRicz4xvrCidym4ySRUcjvRZrAIVOAHypYHXUsUgSIADyS+4Xid8y+mZDoFViBqALDIFv1dVvCA5PT8N4OVfp6Mbr4Kli081/B78qbe9CeSG5FcAdMyGSDe93Wx8t84GxUSXuTj4Msof/vXfTrsRvG2IfwcZPXSIo3x5Q3EIamo5sS7O6LJv+mSd7nTyX57k2hpb0ZifgVjUCGe4A/3k1XSw2PsYQz951sWoG16NiRW0Rgb5ctXtRrY1c/ziy3/xtwfy+5I/O5z5ENy7+SZMA8xLjoBrIkn0WcSaZNd4Jd+6oGi6vq0CgqjBuhUln0xBac8oyALcyc0GBef0kwz04K6B2v0Je25UbBIiiWwTYL7tN17xgMm6hujI5rOGqGg6te2hUTiexcSaZ+DAERt/aVujiYM4sUuR0UE2XnYbrVUg+UWvxtOIUC7FOX1n9rLBMz0aTx7keN8PAb3pbj5xX8eX7eLDHnbQp+Hzs5phcw0ojuqLL0br6MjFI2/Vi2dzfB1AaOmnLygO4SWYPkx4Xb5wmQYIsuR5ffQliyBwrMbr5OWc4Dlt+5rcMzrF44fogiAAneyeNWSBslYRAQlQfF5pFeIl2623N+c7zICaVzgSUVI9s5nubhPyiseE1pLTnB/QvMbKb0Vmne8QHd2KCA198dMvdv5/d6NYd4Chr5ncan07WkOhgeZsuNYsIft3elAMPJNPbuvthWB/DuYaXXTwWTOIAd19h1DjWaNTXRRDfAFbyCIXvVrKrvyxp77YLxf26Knupl1Ba63v45K1xD/ja2fA0AmeYYl2kwkQYxWAwlCk83VwBgp6tgcUHTkKpdO3QkQj2H1hQ6YTXsNqPLpAjt8G2T4xMKezMZv5VmL4NRsPGMMAf4VKBn/IgOaw4oKz+cgxerYuXkAM3HAKA41YeO4AcyjMmJMB5oFYYdkn20EI2UCPNbeFkd1iQE6yjHxA237yxcWzfX7P2J5BMRPL4hkG5KizYt8bB9nFtZoCasNrt4MZXQcnWjxka0S22k+fmKHpm2TzfN4hHjjtDuY8eKqbj8EFcY4Z6ttNzcdQiRUgTSIIXhEYZ08AIT5oDjht36sCeRJHjkIRnPjYJmCCr+AgXeTDS4Avv4z5cBtUZOxSmEBx841d6SVvT5K1GncWB1QIRkWhwMn3TEb+9Rmq1ycjW+yLDVrIn050cYSeezVTgH47yP8mBP1pQ899HiSPHjaSb04Gv5I341sc85mPIDqNUuNNuybfDuVk7pnHg7+4zMajQwyLkRg6+B3IsNpgRzUpLtmafHL4Yo1ctWYUZ/LQT8A3+XfAu/Dpv+28EXAYFbQGBJ3TfbspeQytafrswUjJUHDGAoGOLI5ynrzm9hWNYHnuZgD2FBUdElIQwjOYe435scP0kT189BmT7fxRsGzgx9S3y+v05zcZ7K+JoKKpEdGRRb648Y18jYu2U1ujkqOA0KGx73NKpzWZbBEb8VOEGg32im6dLmP6FLRY0wM8k1/j1GhkexZ3GKD1nN/koJsyboM9hnjwVldGOrJFzYnHjJF9tHLER2P1aJyNhHb61pq8k8V2saYX3cSguZH9A5+t+SYMoccz4yRd40n8dJqjEltCBchrjQChExSB4BTHJQsd3YpGgSsS+4oUrwDHKyBko89eYM6+1ub+PoJ8aW36KBl0K2hFTx+7NH5FMHmCeMVHI7CbDCgOZFacHTZkiduUbx0t3ejFydwvqSuKDid73jq8qvumWS7oKaaQHqhY2RRam3kTBzRsU6RyQVc+JYstaPGG6I3RkIHPGhnGGedL0J6xeTrozT5YLNGRnb9o+aNOJlrnB8TD5pox/8ipJu2RUxzwB+jCHcheMtbwjL/hQtCODJVgX5xIuGcG1niwm03B+ByHTiGSr4G6vdBxiuOcVng5bM2tQxcd1hVcxU/WtHe3fUJ7kyZ/9jldkqxh6GdXrzLsnYmIZ9pSofM9GVDBk50uSI7C0HiQfDQ1LlQI1mCNhUcci3P67NOlCcXc4ehv5fhDVY39K5O+xOEfnzos0+dZAdpX7HQoeLZ5zhc+QHNr/IcV8958lwB/0HzykMdH2OGhFtSSWLAVvdioE7HJB/LYHC9ZbMq2fGT/9MV+9Wg9oCcM8GT3GsHr03yBueRIrG84JY+DFYPGMzIanSKQ6PntpiLTeDUsXvSchWygR7IVnyCT6TMePvoEYrfV81zrubW5B/LLKPiNJVkRs5lOX2Zc0z1l4WG7RlDgYkAe2fjI4G9xI1cBmQNxQ49f8/ZKhV4MyEFjxCvm+CsSoMDEXPP5B8k+l8PmfQOafD4D9hUDueAPXWjI5BeUEzbZQ1s84rUHAV9hcStWYH8Odhq8uy3Wi52R/8bqS7zQ8KNagmLLNk2Jpubs0Cg35vypTq1nz8QzWPLA69d8Ro5wQFK9dlpzwnTacNpphI6T/UxPsDjgW7luEAHlEOfwdMrilcCSjHZ+s4muRE7wPNd6jnbugfyic/rI1m6FM927nGAWHl6FTY6RL/j42UElXkbP1gF/6a/xjOLoxsHvlw4UmxjRB/CWgxqQHwoVmqOBeMgju2Ls9a04kF1jGdmDriaNztwe3zyzr3W81tHKMd3yANCA4hjvhGjOgHxxQlOjzBgYaxR0bGF7jWfOr/KBn23VHbnWjZ7lvLji2fEMFi94/ZpPIAVUM/mZnqQxsqQ7gc2BpDh5NSg6Dvicovk0aMEBHBcAQctpQavx8EE69sbLNs/T9p4n7pBvUwadvbZZ13iQbjbTfQZoxadilWSNA/lvT/I0jkYm0wmdXPx4xbdCqVjwW7dfPMgxBxUjVED5I1Ya3NfuH/jABx7/n+l8UJDsJBNfjWaeHfSmO+QHuSA6vGwAYpgveK3zr4Mr28rH/hxYbw80Zzv0nM/mZKsdusgSB3t8ZIdYdqCJqT1y2IUPPz72QnOy+Fvuamp89sMzWDaBZ2u+YAk6DGa8101NhdbJrYAkGXJCMtBpUoWMj4OaTnN20qTL6BkNJwsgZ71m9eVCAWJLOGXsY3gGeIPoJEyi+oKHb/0PR9kcTH7gWdIqag1U4ZKbL7517Dfw+Uov3oq1IsffCV1DQfTiXSzFRHHgYTMZbLAmjppU/Pq20zN+ursxKlpAV01FP1/kD2QDqLjpyX5r7BEnsSADjTX6jKB4T5/ghPQ0gujSQR89ID/ss8k6m8RCTDRc9uBDQ44YVpN4py9igsbcHrpitdfvHG/8AvdrvoN7gyXkMIATPuv5Zo1TjFGgCqGTmFOKQOOhddpwmGgGT/DMufY4JQgSpUC6JeioONgyIZMvjWcwZUTHbkGft55mcUPNwgGX+PkpwQrWSB5aPmk2TQfJFSt74opOoVcgYmvsBKab/yXeKF4VOJSbGh6/PfLZRQdgh1iKqTeQfm+WPd5a5JFdsxDxm9MLzckjPx3FJtrmFT9gc3KjwQvmWtBeI3/RGKubbCKb3eagPEC5gGytrtBlt2cxISMbyqV9657xs5+e4g8u2b4Q3L351vxJKQuWgAMZozD7/U2G1XjQ7cApdG6OfoXMM6Mh4AgEBXIGdQZTc8/CZ0e8OXxpnHC2RpZ1aC64ir9vZenuB9EVTXyNzUFNpNhm8fOJL+Qkj2w+4REfDdPnu26aGgYd/eIAxUfBWEPHZnxGcvCnf28SPHg1WrdwN6KGZJsDTy7ZDOmUD1guZg6Li/ViCfONLZ7jL98TPO9reBrtJR/stVJ+0PJV04kJNGcrOvXKJ8A+Mmq+bAPZb6SD7A5SuSt/1rMpQHMzgiea7/wDy4JF+JgxaI3xgqhANCDDCiZkjAAwCD3aTnHO+S17v38o4WgKDlm9g1uTLLo4RB4dAjIdzOHwaQFv/kHBZYsvSMzzq+CfQbziEWY/Ponmf+iZX3zChxaPeGkccdD4YmGfDPT45tuFNQXjuVO7OIWe8ePTXG5wc/FPr305kZsPfvCDD97//vcfnwu9amtKe5pSs7KfHjww+eQp+G7dbnBzcbTHv+bF7C6QH7PQYXv0s8ncoaOm5LA8qi+xjNaY7uzPB8/pIhOiZbN1UH74I4b5cld/Tm++pfClNT/goFrQlGBNwSG3GafsVVCSDxUEQMtAgQBeb1555ZVj7HYEnEJrrGghEIACfuZgthnDYM6Dgjdhys3mfiRCt2JVeBoQ/y43e9legUm0IrOOnpwSqpkrYGt0Khg8RoiXPNDhUxw8s8Ucijl51siuYDSnNYimG1cDlif2FXv+W8NHTkUKGkG+Qjz2+IHeHj/EoHyiiceY/WzMh2B/DtIx943pD+jVGDAbykPxYwef7dsjQ/zEp7gkGxiLz6xZ8vCJlTmYtgA8C8Htr51r82i+NT+kTGEcUBi+YNF8jK+QoNPUM+CUfY4KmpPZ7xH6bOH0rGAyHB16QakYrE/HlgNPjNk2bZxwtr6vJaviYINXac0ngfTvSTmTAdms8HrlEwPAfkkTh4obWseHroI1Jyc9EG+6K+DkiRU5CrlGYzMUX881U3P0dOAlL3/ohsU/GvoCzx0QIdutAzblkz0+ebYOqodsyY/AfPp+hmDOQc/k5wM/q5/klufQujg5XNWoOIJymo5i4ZnN5FgrrtaibcQPFu2a3tJ8i+BovrW2Hm8kLDAliDK3nm84Fah1imHNxFHJcM27QRiZc7AinidzSUhHicQHp2NowDDvFC7t7+vJA5LB9r5IYn/0bOILtBYG1tmOX9EpALLFg/1hTSIG9ClOPBVMB1B2TX/Jr+Ctk0dGNHRVaAAPGroUCYyHDIcEfejQ8MGBI3d9u8k2NNmJp89QaHqzSVZ2kWUNjTn57OIDEAO5tT7jaI7OeBuegXX8xXk2kz0xoFfNQfXY51u06MoFIAvyoRrIZv7aS960G5B1g+DuN98NPBZEqeD75rLfZskRTs5bb76WCraCsMe5CgRKUth+z2QKiBFtdiwnHs+D7Jx4XyBXUSo+tvvZpSZ0yNSM/dgBbT6kK34J4rNnyeBLvholzmhfPOlT5DVeBU+GmIdkW0Mj9p4lnH770QNrdNNTjuTHKMbTZnyKLR7yNR/s1S3bajx5rflq4hAdIC972coW8rMxu8QjwHNXjB7wYwJd1VI2GD2rKZ9ffewRE6gB7bETbX6xtbwVK1hsa8aaGK09MG1ac3C35lv48AZjPpRWmBqQ0hqPI0aBRKdg0UlgN0BQ8MieQcQrYJJCFmeMHJoQT5C8HS/Bvtczf9iqqPo1LL//6Nev/P6jZnToaEB0gK3sIwM/32fzWa/ogLViqcE0MpToGlcB2yMvME8eTI94QXs1SLrpZFvNDtKruNBmT2v22eG5LymiZQOkh73W0cUjJp7Zj4addJNvD032Q3b3FuQZzP3wEux79AT2+M9e9rCVfvWk+ejVMHRXX2xmP9/UOcTPzvzwXHytAXLRdPmc2bzowe3NtxL1uPkIWkyHAgmQEAWoYCjnBKS4a5dxnO3kFHhrkPHkwRujjrFgKRLByGHPOWNsfhe4RDvX5zwf2V3zQXOHjaYzQjc7v/jc6c23CjCfAb8AX63RIT5iM1/Z8LMhXnxiET/wLMEwe0s4vtnM9thCF3vZ73MsfxwkvVajM9rjuyIE1tlmLTo+lCeQj57ZTx+/jGySRyN78tEzrH6qm9Yn3hd2Hvbxn2571Wt2sQeN2HWgQP5OHjZGL+545AKa21MH6GbNBitu4HrzLXzi284FBzMFjPFFiyRJULcT1HyCiZ6BS9HBxxCBtYYn9BxGmy7P5j2Ds7XbAG2yL4F9yI58dMDw0+1tVLgSw25JqnHMBbsvY+gjQ5HaI5PvEmSvxqrpoDmk1z5byMCLp0Rmo2fN5k0DsKUYs6/iSa7GcVh4C9F0YW8vfEWvybxaW2MLoIftgGwNxTd2zENgHpT2ihPI/g4BvhUTsXMLKdpiNPG+MHnKO3vYzCZ29obGBvHOLz6XF3P2s11efTlYU81aoY/McmbeQTx9uBkX2R2/cFm4Hg84hDNSgjSehFmv8TiUcTdaDue64u0zKoc5BslktLUcMgfpPQN7gfkljN84cQKbAP1sEnzNJiFo2ajx2KZABBZkuzXN54skMSAvHRWoEaAnqyRDz1DCyawBi0my5nNFIa7p4y8wRwfJo6tvprvZFCN6+9lBv9GBg4b/iknhdbh4pq/48q3PTPJrRN9bEDvZwXa6yEw3WWSSzQ9xnbLvCsUHNG8kp9iwhU1qsiZik9h3WBmt2WeTz4V9NmQvSHa12qGhdtjPJ3ExB/m0+MDdPvOt0foRBQEUOK8tTkdGCpaAM4xCRkQ3neCwZKAzcr5iRCMZeBg/T9VoAOMbm98VlsNP4IQpSzDZUWOwg48CzDa0DhI4DxrAJ83HR3OJCgWf3opPssmD85l+SC+gz7wkm4eeZ4HQYR2P9XSb46eDX/ShUfB+5MMXdtlDQ64cVIh4yU5eDQLQZhuQL/b4gbwfzEONmG3TdiCG6NmiLsp3OTHu+boEk655cugXB/JbQyPmfJRro2c0bBFTPwdl/7zJ8CWDL/wnmw5xBOjrB+tDJ7hb8635ARgpkRAnpwakWJGlyJwiye1zkWSiA/acBp2OFSnDSzh6ejgqMTk8EexrE9ufsBy+mb0W7FUQgscGt3uF15o52zWYxBgVbj6XuGJS4YNkuFmMaEHJIdsaOnawKX/IMGYn8GyOz7zCragrBnvG7BJzNiso6Fnu0LAN4hF3QH5YoYqNtwJjRdthxbfqQnz8EoVfTJBLNpBrRAPVA3vQsqN8g0ZwLX+T7gzsh/xgYzmYBx9gg7h0E3fAig8EUx67yATVsWe5J6vbDy1Y9ODuX7iAxXAY6HXEB3SBp4xxNR9FAmrPlzGaj3MljwyAj3HxVqiA8RJQUUhUhgeew56DdFwad7BOJ7vZ6ABQTIrQWgHluyDykd1QUSku9laU+IE1vGRUtIqTXA1GL9/4XZOi3ZsHkpW8/LYOko/Pmj106MmHbBZP9rrp2NxtxB45AuxiI0CPRlPztYZBX+Ph40fxx2+frwqaTWzJhnkoAfLM6dJ8dHnOt5mzs/ylt3EH6xOBWHVgsBewkW3zQmAz4EMHInunrubqJl+teeYDX8lq/Qbu9jdcFtNx8y2ihxQLqIZy8wm8QM3m8yxInENT8zEeMoociI6ByZgoAFDChtEHeMYHe96hRBn3pE16e9MeNvKxxuOTE5B/7CqQNagE9UvR6PsmUWGSk89igB6fJLEBrwbhP+RrTZau0HP79PO9kSy6i3P+komXD4rK7QIrcHR4+lKJzx0SgF9+/c/rY7mtoY17M7Gj+PW6CpNrP98g28UCkNFNM3NuhHsOg0m3Q7wTyYE1C3v4Rm855h/b0PFHjPgkd9XvlA+so8WH3zMkj3x67IEl9/bmW/j45lvrR/MJZj9sZlyBlNCU5ByjjQAv4yTBCDtJAB6goARfIIzD4GOcDjfveYd4wJxPoJ8d9o1sViwFrtcyc/ZkE5oKlq39cjK/fEmhoLsF89PIVjGqaI1kKl6+S1wJ69Vnv33ISB4EbLIWFucJfFJEfesJHRYaha0dDvjY4rOOX3znG53lky72sts6HjLI6kahn21GMWoNPx7yQQXNt17ha+SJ12DSNF7KN0BTnOUAesZT/NjEtmyv+fILbbUJ8BRvviVDjOSuurmB+918a/6QMAF2owkyJRxQQBQYrSE3Uqhw5x6jyeGMZOZIzhoFQgIy1j4MyLdnDC/B5AtaM1bAsGALMNsVgsQAdgkovR0waPFpDoWqUdguWeLTPr/5U1N1A4lNzYcmiL64sqF40MsOttJDh7nEszH7QDFFI2+azUcBvyQAHaL26RND9OR7ZhO9fGKz9XJWE0F6080uiLYcZSsb4p0xb41/mo8+uvHCa7kNZg3QfQ2ircbEyjMfsoW9fX4VY+vW5u03fUxmMWmt3Jfn4rx4wd2bbxE/pLgfzjKIA4RKDqxActJzBQfRWgOchEvuQct5jjJeQNBZB2iC1ozhXWHKMZ9FwJaCS3evZ/xhm310nrONrfxzO/gFccVqHS0etNbI6qvqvqQ5e81RqGSyoYImS6zZVgHbh9Zgze72YqPiZSO52YnG24rcacBubfvskB+j2FeY2VUzyl9YXh08fe6FDiH7eMqtkW98Mlor5q2RX2zIphcdvA12mpnnM4g++WwQx2JrZBs54sE2sRDHaPKDnzUVn9CwHT0aIK7yXT6WXHC35lujV86HktXnuJIs0IpUIhJOqf3Qc4YspQe2B+xVcGSQJfmcCPAA8ne8KyQD0ClQFXjBF8huJoHHg5YetllDw1a3ifX5bZ5nPOjERTH6zORLDiM6ssUNTUWGhy01k5MX9nlMzDXP/CxZTI3ZY38WNRRnz/yLlw/051MFwuYaD2+NXl7QGCHaDiljn9n4RJd6oZuu8gk987n4A7ETKw2orooLaLwEc3/m+Azmfrnl37yZrbNnvvZX39EW33yzVw5Bz/yXa3FBd5Nr8ETzHbfb4nvvSvgvrcVfWfNfXIl5eTG8awl5qAg+9rGPHScnISWjd3UKKZNgRjKEM2HP7TEeT0XASM5KgLkEnAHdcO4v229mT0LrRvp6nrYJJgQCDRUAWv5kq2coSX7V7Hd/93ePYvcPTqFY2Nc8NQHfyOvW25Lw2A763V4aDJqLYyjZbMGDt4OPrIpZo/oBOnnFU1NNfRB9uaLfnF3dfNbY4y2nGxJNjZndYlJcyMcrJ/zvN2Tsd0viJcczBPbxOZS+93u/9/hHu2whh8wwyI9LkI9ngJe+ID/6zCuv9qvDGk68xIpfvuVX/3KCrsNVbIobWv6RLxdo+EXmkreWHy2Sz3925fQ3l+xfW73zO1ebbwl5SKnmUxwCyThNp/nMGe70ta/BKM8AjjGuNQ4xkAMKCUo+OdY4fVvzQUDeNUgn+6C5AHWKCariLuhGuqMFUxeej3/84w9+67d+63gTcPP5C2AaUKD5hR8tPr6KFzS3Zk882EB/r41i5wsROtiEJrvNO9jIl/BuHUimP3zrV8bIqgj4I67RK+4OF2DNAYGWfWTLmQby2dAvk5uziQ3kwuKTnxWqZ3byC428kt/Bo9mgPT6yxav7D/zADxz/ZwRbydsRGLMbnM3n2g72Jh39YgXFlf1s7fU3vWjtO4zExEHHX/n2F+DUDX/ESOyqYXVv7ltjH02W/0vUfzXfiuXj5nvNa+ciOn7Ivkaf946bTxIYXDEJFGQ0xRoUcqbiYXSJYxD6bjjIWcVjXSLQzIAHc23fF5wz2GlCxcM+RSJY2VVRsjWZihFWmHgdMhU5Hsny1bwTfP6ZBYUtieQDcjuMFCd+DeeWMZKrEcWMfrLFRrwUMWC3PTKh5HZwKWr2kQ9BeSKngsJvnZ3d3P3IZGKNShYbocLLTnllK7+KpzX01mpQsavpzK2xE41nuryaG9HseZ55DMiYI5jzCZfWaxh2m9MtVuLJLoA3P/joppQ79qOXYzkA/LEuL/bwwQ7AmzpYou7wmW+NLy0in/ce9rkDSJykZKjgKCSNp0EVGGMLMAMYo9GcFgrTHC855NmvwM+CbS3s+TaYNOyBbGGToqlABUdh2hdgNGA2HiQPjYQpQHtOPieb4uGbZPDHHlq6xKPboNccRQzFFFqzzy56yCCr5hPr4sPeXhWtl/xsFXe67eHt7cSedbEmV8NBuZCH/LQvHvTTo2jILGb88Zyd7KhRxQ6y5abYDkBbPuyzA9DlEPD6xo5iF0y+a0BeMi/Bvs8OPtV8dItlsUhmKJdyBNHzm8142GhNXNjPr57rFfIXMOJ68y1lx823iB4uZQ81ldOu5CSw07SC5IygT+PN0efYDHD70NoeaM+tNd9pLsGkyxYBqYgEhv3solvjCTA6vGzKl2yz1+2jsL1yel1SxOKBjtwarmYTG6+URk03fx6Ihj2QfeKjmGswNoo5Wzxrpm5WttsHbA/IYB/sQBB7fA4KaJ7v9LJZbCAf+YuPXxVPMYDiYo0MOkaBHbZGLx4Ti3H+OLS8vjsQrLEH4L0vkHsGZ7LQ8rNayGaxLt/RNbK9HGk8NhfDaKDYAPLJrVcW3d2ab40vLWUPV4EczcfICpIgAiWUkRQaJUFSOwnRzoAyXpJLdMahjWZCAWi8D0yegkI/Pzok2MuXiq/CwMue0HMIBF/R+LxilAB7JbOm62aDGs5aiKbXtHSDClLjlFioKNgr4WiKr5zkA0QrN/iN5QxfjWeOTtGxucNz2sk+caJXoXXK870inYVKh+diRK85v2o6usyto2WHg0vz8Y2MHeTjGuz7+3P2TGgtu4o9X4pX9gfm1sSd3eIhD9aKgfiT2TN/jfKAdq3f3nxrfjTfYn64TujjM58CYZTAd9oJYMAoBkm6UQNSWsIA4ypQNwOn8d2cCgdNwOjAfAbVPASTNphr6Oimj26jYLCTD60rNnO0u/ySUpHxrRjE321XIc/Pc9ah1xZ0sIMIf0Upbpqv5IodneJkLk7ZBfCwxZ51+2Jeg4k3EGNraPnHjuxhn48WUPP1JRBkG93swt8BIM9Ge2IT0jnjZw5B62zGR4ZXTl9IsKsamLm7C6QLXoJkGqf87Iu/Gs+XZOKxxm7xLeZokolWvI1oxc5czG4OF8Lu1nzr+Wg+BaQ4FBrlBN108uNm4kCGh4xEZ5T8jM1h9FNWTsw5DArEGUy6AH0oEAqdvfzogKDLuoKrMaLjM16BZPs8JNKHDk/FrGB7rewWSa44QU0+G08sQHZ5exCTCqA4oMNPVjKsiS8M5Iit7HeroeUHGUZ82co2NMbm9umw7xlP/kOF54CocdirEdnAh+JNP+CHXOePkRwyfG52++HNz+cByW0sHsUXmPNT/Ni7Q/R8hPxoHcqFejCiM0K5VGtL9t2ab+FLKxkP1+n90MlICMMEScOUbEXrZpTMCglyrqCXOEYYe5ZEsswZC3JkIiAPnkE0jWDaoQgUFETTKU6vfQXmgJmfwxSfQAI+oJUU/NYVdM2kaOdtIV5Ga+TUeDUM/sYanFxxEQ/2iZ39dOAlJ110QHLYpxgAeXg940ePf+oUF/LskSlvoX2Yf/bx4QHFwq3ldVHzQE1ozR5AL6diNg/gCtfcN8T9Dinf0c8cz3w+KySrkR76xMrYfDbVtCXAbx9OmZDPYlcO8Jvz9eYt4dHSc3vzLcaXVhEezSfZhAnkbBiCvVr56t0oSRIocRnBoBJRI5JTE5NjPWcmTjgLxITojWjTCysmttGrSPhBLxsVmEKer1xGPPglhM3G6BUu1LjdIvFCa/YUsLhU+LBCn/EJio944SEjPfR2UHhFdOhZ4y+/ycMD4udDeoxo7RmzLVtqOGvRyQve1oGcyZ04uvX60VFx5YPYirV9N5wGM7df7jWsz6D4xHbP+f78LDDrIzCHfBWD4ghmvGBQTIzBlFPd27dGrlg4UFfc7tZ8S8BLq5iO5pNgAgo6FGBKNJ0/xKMgJIhy9OaSKWEVHHpO5SSZ5MzGy+hgOj+DMCH6xnjCipAeib55BTjo7bOtoEG0mgdax8dWtpFVw9VgRo0HWysG6NNPFv9hdvZc8kO64LQPkumQ0HhiT1cQbXFE37Pi7gbS3GjZBPlMrkODbLbjQe81GA85dKHDW+6Mye6NQoNBaxrO66kbrt+FJRNdTamexHiH8vl6QLL2EYgB34xyUR2E1vgM8VWjzSeg33NgFJsVx0fLz1eXnMvNtzZfWQJeWrfBw5WMhwQItKQVVM+MkQyGU1oA0UvgPLE5ViF6NqLX0GenXkDH2RjEd8ZvTSDoM7Jd8ymmgobGnG8dLAoKj2LkHxprRn5Y6+YLNZ4RX4ms+MOSGJAHgXVzY3ES0/bIsmasWOj0jE8Me4voYKETrdGaglcEaKzxAz+72O1b7f7lijUx6XYzR685vZ7ztZySUQzFVn2wpecazS3nFdWcXE0o3mzHP+MB5vwSTJq9NiZEt8vHwy+HJp/4IjZibw+KhTVoHuDf9eMrb3zCg+bmQHq05q8uvN58Kxkvrdvs+FFDiRDImk/ANI/R2qVXD7wSpFgqVHNADiQnRyf03N6+H3AOTvCMnm46gSKQ8IozHkFSLArTPvutKUiJAXjYKZjWa7KSZm6NvgoSlowSAuit2Gpqz3SIMbvJgxU4O5JNT7es+OLHp0n4oKDlyzpZZMsTXexIHjkdEnS5TTWW/eSSUzORRS86bzp9tsVLLj34zNNt5BcZxbcasVZc0U0sPvASkL/DlHGGE1ojh8/lTExgMZDz9stlz2iyw1iTmvMLLeDrysujlYfrzbeYX1kBPZpvJfiwuOaTWIJqvgJbYXdSQnMBL3GSVMFY16xkghyYMNfO9oOCuAM9ioxOtrKH/RJLnv0CDNEoUL4aBVeBAj7wWWAlpuINK+KZRLSCT0dAD/3pmrqLoxFUBOQkg3wNAisQ++IonhV4t1yo2IGDQtPMm5pM2CFCJttqAHP2eeYXOvwdADUfWjYlp9G6+LHRCMVY7YipffkoDsag+VwD1cOsCzTXcIe5xrd85r/8hvyAfGQfnfx08Fgnp1zWmGTkmzmfNd/y+XrzLQGvLKEvrQQ/XGvHX6yep5cgZmRBgwxAJ7CUSbhih9YzzL6vlzUoAyfMYE64tA7SH/RMn+ApMHoUJN2KtaAqHqMiscY+gTWvwOjuwCHTfljhQoVpn/yaT4xmnCpimM1GsumAmkcjiU+NBMWQXW4eDZQOdlTc/Js85uR06LCTz91a5tbYSLY4oEsGecU+e6efeIz5Q5Z4sqm4kq022McHtOLA55qNPAg8p6t5z08DU0Zy+FReAJvYyF9zPqkb/vHFM9qajF8OQDR4Zk+ITz5b4xdfVz88WrSvrrXbbz6f95bihwJEkMKYjSS4ipMBlAGGzUILM4wTDFEQGtl8hwIUeN7XgrlHR8+QjRUUm+hSHILmn+D4LXX/RMhv7/vd1P7NYp99/DMSn3HIrXDIFFwoKc35NZGvsOSypzhkZ2C9BDa6pX1R4XOSLyWssd3rXrce2ZAevpELullm7AG7yIA1R6+N1uQR0uUXrn1B0o2ZL/wnx7xCzDejeEN08VSERnbmO55kkCmO6LM32c3t3Qd2/gnJMrZHb36UZ/aKhzjIP3oxcmjxTw07qNDgBXhhsvhGtuZbeLn5lsDj5ltJOb5wWUk5bj5GMEDzCRgDFGe/4c9QwKCCHni2j0eiQbLI3WEP1IQ9AWh3ZC86AVBUigwKGJs/8YlPPPj93//9Bx/96EePfyL0yU9+8vj/GDSib241pmZEy15BF1x+k1mhQM/8M4bFYEJ2QfPAXJJ6U3DAecZfs7DbN5vsMVpnEx70fM1fMc4GdJqsYpGnms26sdspxOfG6+d2fLaW/PjItleBFXO6NF822S921ZG16bsxe+loL+yZvPvALgMkY8ra5bJF3I0dhuz2zDd71sXIzzq7RNLDB5hv6MGiO5pvrZ833xqPm6/mWwX2+LWzhvHsxnNjKFaJFThKJhbMGg+dET+Da+Qg42ewzsD+Gc49AYX0C5jXLK9rbNZsGs3tVkHad6u46aBnhQnYuTcFueYBnZ4LPOBn9kzMtpIuBjUTpEfMxNhN7DDQeG48snsDMeLTEGyCYlycoUbxTBY/za21ZxQfMshWaBWTZ3nMJzZ1kHmu+fgJZ3HmJ5oOWWvsNc//eAH5ELSOByRvh/bPwN7Z/pkcYD0/oWf+AfGBbBIfH5u8kZjzMV3JkIvsFw+w4vBo0b+66K833yq+o/nW/HjtFLASTqBkej3rJBZ4xpXMiSUaopNgV3UFXYD28S6ANpzPzQGdAsAWNhQYheAEM7KJPTOQ5g4cN4F9tgouJDNIT4E3kl9hJm9Cz0Z0dEFxhuZ4AXno2MkWedCkaPKNXmOxnnGv8TSNdXRiYIQKjRx6FROfARpyYXrIlGf2oM9HiM4eKFbi6wZlLx7PkDz00eLPJnytAXzQ+g6t7XvxwEuAZ/KzRyzyOxuLF3/54kcl6jefQGNy0FvjQz5pvoWvrjxebr41HjffStrDJehoPomXdEVIaIlgoD2GUeA5ozlSQxqj7YsAc8btAdqfrwHaiWdr7M8HheXLDCeXsQPFK4Q/b+41om9qIVvxKBgy+DgxfaBnPqWzuTGctk3aGg6as4t+drCpL07QFmcy2Ee3xjLyk71kKAJN18/nutFrwgqLnG49Y42VneSWT3Oyy1909qG9fGGvOCtUz3ggUCMgXdUMv6ZuOKE4Xxon384bRAvM6RaL4sKOGRu5KAcd0mCXTxYevIDPnvm0YnHcfCs3l5tvBfhovpWk4w8oFbSKMIUCJFECbE+AC66A4mNMRWJfMcH9ltnhzKkZsICOaC/JQkMX29mp8RU0u7PXadZ//O91Ana68TM9+RNmV7ZlA/ow/nDu2wvZaEy2fTaLFWSndbeZJiBHLB0kFQs6tvebJGSina/VbkINaL3CQCc2UE7pyh6Aho6KceYY8p9+RWwdL2Sf5uMHOnvVUM2Xrhog3yG6HYo1mLHfcxCewZQB6BbX3hr4iqa4iOWsh2DKN8eTH+Zoi/GS82jJuFvzrc8Hj5tPwBghUAXG3JoiDj1DRTCb0bNTtdcaSbgUoLO1PVhg8kdvjJbDza0LBFsUF38EFo09zejW65VC0aDj55RjLpgCDNubNoDm+OkNi91cNwfm2ST5FTs95t4g+sxGPhsdFuKuYMSbD31T6ZQWZ3teO2HFTWY+0dkhCuVKfNiDhg34NCs+9MWP7Wiyl13xGrstyvdsPna0hp6edBQf+9kJms8RogvMJ57BlAnoFCex5SsQz1mz7GZXMi/pIas488EzXDF+tOrs+MJlxe5ovv/K/ACGIc6xDJ3PlM2mUrCCrHjDTmAF0c/1JBffdOKuMB29xJt9HA+zVyAUTMgGmB9s44ui5o+GnDckIK9gwuSnI5nN04kfSqBRwWUHqMAVcPI8azaviz5bu7UUp0YRTw3GTjzG7/u+73vwwz/8w8cfJPJXs8QebfLZxE956OeIE8mYhVbhKEqNzx4ypv18RMMGgK89uulDwx9QfCBZrQPzYmpvQjE5w/YDc/xnMoI5B+wpT3yoriE/ylNwJr+1fAO7Hr5NeKL5OI9BsgQ04l3ZVFSBCTrjnRgFvmI2erafcVPebXAX+kv7BWDKsMZXyH72Cjo/oDX+5Ae78c7m2wMboONjSNYeo3SgJadG8zpIdrohemiuaTSd35F0KGhI39qaazjoNtRAcugVE40THZChyTSmnyGSBR2QDppeq9ik0dlEhuazli3s4xtb0akVa/j5hqYmBmypqcoBKFbGYltci01gPvEa7DSTb64DevjMdrFxEIkF+/nBvsmHfmJrjRDPhHwThwmvufkQdQqbgwSmZIcz5bPoZrGF0d8FJv3E26CgcT7sucOlwlY8oCAZ+dFpTl/8wF5+GgGaud7eHofWs48+DeKzmYKnG63Gd3gpiD6LajQ8fvzwB3/wB8etqHA6JMhyW/oZrB+t2JdPOtlnf77e8c1eNmhWPP2upzX6yIZoPeMvhvTXbOzu4CCfbrcneoDenIwZB7LYYH+CvR1bnzBrYuYJ7LxB9Ea280G8xbKcQzZGG7S3r0+YenebwOlrpyAUCM9nCq4Zc4aTZp9fg0m/w9lazubofIYSD/NP0Au25z5bGdEoEHuzcWokWGJCz9GF7QWTnk1Gut18vhjpl5cVv89q1mtOP1v9vd/7vQe//du/ffyiQDePptGQfobp76z2h44Vv4b1qqqw6EPbzzz7JQP4h3/4h8fz/D8d+Ki5xImd5LGnQ0KTkWvka01a47EfLRvpFlPr5sXGWn4E9hsnThAzPHghOT3T4Tm0buwQmFAuyunMGT/25mseTVC/gGmvdXqNE574wmVtfmQl+ZWV/OMLl6X0oUDOkzVDpuL5fIaT5tJ8Xwvm+g773kzODMIEzxKjIBS0olI8GkzSrEPzQNJKJv70igWYQZ/JagT20ZWA6I3tVSR0uy2yxaufxvNDd42hQfyhXHtuRYXPFw2rOTWgRmSz3KHpczd/6cFLZj+CaNRYbGA7XrLlnR/W2cU+NlcXijW/xJEORUxPr6xuFbIAOeShQ++ZPWTjszbjNkfQXvLZzCYFToZY2Cs/xZON5QecyQbkw/I3ce73DMggnw3VSnHh34rVoxX/V1e8Hn/h8prmW84czbccOJpPMARJ4ARlNwjM5x3n/j6/BHP/Gu0lWTOYzSedZDj9FZxgCZIAVeDWPVvnvwAKZqfXTFoIsqcEp9M+vsCzffJh9JBeBdXnNfb0u6ZeJTWXZ7ayiQ7FZ7+/NK0JrffK2mcZX4QZu6n40y1Gp7iwU541XL4rJvtGttvrbaG9ik1DWsenCehA63MUPs+QbLR46OUvWXirsxnboBhbF6tek9lgjU7581z8+Ug+m+YFcg3S0zxofe4DskP+FI/sXPG+W/MtZ15a4+PmK9hGAncDphG3QcHcg7pDMq/J3nWTOeU3nzQSP5uvgpMcxe31S/FKUB+6yRFMdI0VEQxK6rQLL/oAzWw4c6jgjMmWMEXjtY2dCozNTnCAHp09r5eaEg3QYL6U6WdscqjZvH5CX4BpSHvsYwc/2ey5MX/p8Yy+b0VBtokhe+hAg088NQBaX/AYyeAXfdUT+WgdAPiyNxuCGdNGzVps2Ei/PQ1Y4/fMFvHtcJjyzoCNO03PEwO2QjrZZeQHn/i8/Hq08vFE873mMx8gtOIACS0YMyh3hYwLpuE77E5x4Dadl/anLD6EEuEG8E2fb/7cCiUPSJDiEINswAcKaI047Stuu3+erddoiswYbes1iSKfP7rRSP34Q3MZFTBQgGzxavkTP/ETD372Z3/2wfd8z/ccdPlABxsVoaaB5tY1hmbt54MVDVCs9uljm8Jy83r19Xun6Ow7qOhR6PY1BH/IYyc+DcZOMrPdYdJrY/ExgmJqnFi82Q4Dc/6SzQdyHaT0yhe+eOgIW2s9G1rzHLYO2BBE2x6Y9qqdYhpcfe0EnFAoCqLXhJRMvAYZsUO809HgjB7s9JNnAn576U6eUaIlhD8Kzm+3+Caxn3/1+UQiBUwS3ToVSY2XzGyaOuAMemi9A2CukZdMMaabDQpJcWvGbmK68AHFy+6f+qmfOpru+7//+49c2U8HmdloDY/GEwOvr9b4LQYOJDoAe/iK1u2Ets+FZPU6y04yNLQvi9Db68ce6NPDnxqVbHIhG8mpxjxPHyYG+Pmg4dUp2fissUGu7PEXX03vUEi+Maie2AbszX1waQ2QxyY6jWyy5+BZuo+bb/l++80XZEyG7YqDjNrxrjB13gVus2eXN+kkVGGVSHOJsl7h89m6xE1EN3nRCzL6mbQSu9tHx0R00QIyFAcbHHoKtddFcwVqH+Cn23+zpfn8oN0NZT+skNnN/vlKpGn9yfv+wxSvh/3sr1fFCoiNYsouBQzJVuRuF7edz6d0ZDudbkA3s2K0BumvITUem+iZTY/mLH4T2mcbeljDkcleIx3sJDf6S3gNzuypDqu3aM7oqo/gYvOd4ZnQ1wueRe41XnYDNAVYkhSDQpEoJ6VikCB7NRIeCZsomXjvYi9dO53nCoW85tBesc6GPfbx4zX32vzhD3/48f8Fl90gOSDbjeyyp5m9bn7wgx885Hh2O/SaCa3NZsfPf7HSPG46TefWs6+5NBGa4kqXZnVwAHHXEHjE3z4+zWwO+HCpGdDsPuZ3qJl7c2BPcZg08AxaJ3vac4l+h+iM1UByJrym+XIEprz5iwx3CQyaUHHUeApJYSoeIHGd+NYEECo8ONfCKRvuazt9ReykhjU13OVHiyZ6NF75fuZnfubBj//4jx83lSIrT/joLX/m6TEH1hWoZtN0eOjRBF4/+6zZK6+Y0EuO5nHj9ZmKjfY1KvkdbPTTAcnH5yaE+NDSrfnw31Zrc8+cPrLJMCeDLPaym/2Qjx0i+W9sDqbs1lubdGDKaITFPdifJ7ym+SgTfEEIrIXgkrCnhQx/VrlnMnpmO59Czwqmpos3P80rengmV2AL7tw/o42ertlIFWnoIAjtQbQwW4Dm8JrpddPtJWdkszl/AF8rarx0sgN4nk0E3WZ0i4FXXZ8Dyfd6Cn2OU8z0z9uKPjbmR3YCNlnrG2Y3Hlq8biaNw77iU1wnlBcY4NF4bOk7iZ7d2jWfV2rPUw+bjOUmKE+ttb9je3ME7U87wd5T4DVfuKygHf+YdiXA+vHv+QS563sKOQvI84b76pyBAZ4VoFNXovnllOTXbLawojeiD9J/yZaSAPHBKZ88WAP2bA/dJSRPgfmSyC9S+7wnL8mpcbNXIYXxZ7O1bKhpzPHJsWIVm77wUdSeIRvo7bYB6fMMxRQCuu3Tbw9/cuiyP33PTnvFMBnpaZ8OdhitmbO9xvYMe/1MVzIAHTAdPZujbQ3EY2wO0IgfBPxM3orh8XO+Zc/5z/mWoMf/mHYl4vgnRRyq+TjimQMpnsrfCLiv3j1gBUihCk4FZX82hXlBD0FyJC7ZQXslDg0+CajIw3T0nD608RmbJ1MunOY+p333d3/3caLbT2aNTFY2smtiNuLbsWJBJ98aD8q/RqkW+hLIGroa0bN1dOILK3x0kxcNOzS9z4Y1P2Q7XnbwpcOBf/bZaa+GQ2PPCKzTCcmJDp/bnj5+0m8NkkuHw4sccUQHyUZfs5MVguJZnq3TS471W5tvjce/51vGPf7HtBQVcOOueCp/I2DXu8O1dTYKhuCaKyrFyy8gSPZhRagIgvTitd6etQ4kYB/iJ0dCagy6ja1B+pIXL0hfc0XssPAa5RtKr4AKOj2wZGdbxaIQahBoPRsb2aJwzO3L+Wy+eDUYO6ybO7zcjGLpNbWfmdLXKyCMB709NnoD8TqqIWoqPgC62GLP6/BsPiN+vk05NQ4+MavxADqN1Os1OphcY6/d7LDmNZl+sREnNrFdfED5IZtO8tCCms/e8v3Ris3xZyQuNt8ifmU5cvxu5xL2+M9ICL5EX2o+UNFMmPv3gV120Prc2+e7He0LjsBKAD8UiYLgH54CCAXfc7DrDGq6uZ+sCqliobvms26frvRMOewjG5pLuhwobl+uaDwFLcH4Ib3pJiNeyMdQHh04eCsitrCzIrOvScQH1nx48NdENaPbmG39Dml6+iWBvrSxhocOsfBtqaYRBzz2sp0usepnrMWFf3jF0Bpe+xqwuPIFHRkQnfXZfGg0HL7yY04ePdbQGfGLiTgY2Wct4A8++sWw2JuzY+Xq+Dnf8u/yz/kITCiBjc0vwaX91pM78Rq0fxvPTjfnPWe/4AiwBAiIQiiYJR5KlsBVmOR4tm4fLR785tajpYdsuq41n6SgQU9+ySxpjelU4PNmUfz28y36ih7igXyEih+fZtIgs1msdZPRR15xMFZ4yfPaiKfPgmQ4FKC5ffLsz8Yji598V/huFfGwjoZscz6Jm1xB9PjpQscufPGLNR7r5FvTtJqpvfJDln2N1c8h0UI2yR//o4Pm1YExWeGE8gjIms9iG5w2H8IUAAIgJdbn3l1gN+6ukK4dd5hrl2iAACp+CZNQSUEr2WdNVxNN3+2jrflgxRoPuZpL0iQz9Lw3XbpDz3NNMyl4BaxR/DxO0yjSdIIpa288xdrnLA1RU2hi8tyivtGEmgcdOeSH2QXnWnTpN4oB6CAQq0kXjXjIh1igyyfrmkaO7DvAyOZPhwd6fN3WNUcHI+igswfsyx+UIzogOqO6sF7c6QT42ZBfgG4YkA2s8YEOczz2ituE1zQfJoTGKbCCAdbbm2D/DF9vONMNLq0HbBFEge4r715Ppr2eJaEbC5rjLZEzToKKz95tTcdGfPOGqkCtSbz9aGq8Xje93mkOe/lrLOH4yCAPr8Y7w3l7kdmrrGbsdZa94gD5vsekNb7xU/F2gyhocWTXzEtz8Qpm3PHJjVdDMou3PZCvU278ybQegtbxFBujfXvljS9iaB+WB4gXsAMmcwfr2ddzeYETLjbfrpCBkLAU59xd4MzYGaQd7wrR3oWnoCgaCfYPRo1O2E7QikviNakG9XpiVFw1EzrJmgWKP0wOXSVAQhV+p7fi1wSwm2o2pPX9xsNDTr7we+ZMUUHNWRHV3Dt2AJCp4frc5ka0rhE0Uv4bay7P4iMe0J6G6TWO7zXMrJeQzen3TBZ+vObihw8Nv8TXOj2QbYAf/AVoek2lu73iZCRPnMW2g6j4lBsjnTUZPs/psJ48+9Ba9KA9UE6sTXjiC5cVkOPPxS/Hjy9cVuEsHV80mpGEWIP3gfvyXKNtbx8n5LjRPjRXFBIMNYk1aC6hCklhhTWcPQWBrhMfmtdwzY1QY4IarwaT3BrNeijG0FxxKAQNofk0hYa1V6ORG8oRzNdw32/eOjkVB7SGj6/8F698VfzWagw+ik0xso5eDOjQ1LDCI3cCGQpWnMjCDz2LDd/FCl822KcLPRox4QOdclTcxXG+oqJhA7CPHhTnGtLn1W7+fCOTncA6eeQnD9hnH7nm4ogP8mEdaMff7Vw85386cDn5kcX4yhJw/NHc5egRLUpqPqNgzECaC+Q12HmeBZKT3nBCz43xCLwEaj4nreBKGnRielZgTldzaxVUxWEOBba59YItCfTSKV41XQmu2RSlfXNjczS9DnYTuQHx1yByYvRMj+d8BK1Fu8/te4YKquI0Av644cRJEYqBEeYfGg3ZWk1kzo++eKn5QDZmH3328wvys5tY4YpL9gE01vuiyN6Md/Ejg35rePIbLcSHLjvJ9JzN/IHR49cD6Pg3far5ILAnPvjJ1HzLriea7+ESKhrvXUH+pbX4K4v5F1fhvfypT33qXesVwo8bDkMoFIxLwWTcNUAXbXCNZ6edsOvc5Xie2JoACYivt/2HKf7lt+aShILJXzQ1nGDiozNZ5hWKuX0498kit6bynIwpyzpsveJzGiseTWcu6cUdHQR0pHvaMRGczcna/eC/mPgHuv5GjBiJwSw4IxvxaDayKvDi5bb262gKe/c/RIe+w6t4g3SQGV2HW/rsG+07POWM/XRZL15QnOgvvw4MstDQRaY9+sQaD5kdznSglQs50eDZli8dUOZ0OcTZ/b73ve/R+9///s+vJvzssuM3F9+vrfnvvObmW/Pjv4VeCXgIMVNCcTefZ0AB3OdncG3vDCY95yZ4nmv7Psie5DQXVMF2iAggvwRL4hVdn12c+p4lqABD8ZCkCmE2akEXo05IqEggXVAhwDmH7EIvuYq2k70iQyP2cPoz7dtjgeauI8TPPz71Ga6Cym8x4K91/oNqAg2b+ODGZrvnIPvSlz9iUcNkRzGmz5q9ZHk2j791oziSxeYaEj1IJkAD8aCZiFe82S8HHYTdpOkLihuki83iYy4O6w3m9v8ccwl5ZSk+fr3MqydDc45T0DOhIZjjGd4Xdp6SNsHavh7f1M32guWZ/QX1JjCPX+00jcALnOaTPIGs+NLpGdaM1siWMMkhhw7xUjTFcGK22UOn8djEDqNncmrSePKjMVuKRTY2P4Oz/fyB/HYQaT6vltHxNZoOnOwK2estScHyK1vPgNwpW8w1PaTf7WGNLrVo3hc+5uzA7xDwitxtwy783nLwshE/uej4h49Otxs/0eLxLP/AAV0eoDzkzz7SWy3QyT70vixbB+mjNb+9+db40no+mo9ThFdUNd9ZIdwX8F3CMyhJwf688+/PoGf2KxINotgVi1cl6MaxDgRRosSh4MKKnSxjc3JhMQrQh2gbIVpJ9kqj6Wo8NszGBfkSf/MzSP6cTxt25BcfFSm/K14FbW8W3vTTOsxONdJhxv5LcKbfK95sOvbQSba5dY1idCjgoVOOWs9GTWqNbPaR1x+fAtYA3pqSzJpV/N10mo7+5JIXoLNuTdyg+KoXvpCh+VYsjv+TfdE9br4n784FBBGo0aBnwkqKkaIdL8E12n0OZ3EE7e3YHvozmHT8yLewwuGnYndS+3suH/rQhx585CMfefDTP/3TD37wB3/w+PmXIuK/gDoVoXkoge1JsiQ6QUPPof1kSBK5QNFKlmSzqWIG099wxqp9MPdqqIlzrXmFM9eLkbk9o+cO4eyEzfGIlbnYivk1yG50ZDuENK18pF8DOJDo5FOFfe1QhD1DNOVHc1ljJz29aZBPJ1/UgjV+sC2ZyYNT33yG4mW9OPFjj8Vrmg8wgNKMSXiJMQfWgzkPWjOG83mHuXaJZodoznjnHuQ85NOc91xhSYY/peDfy2nCH/uxHzv+BYFb0b4gS7wmctJCp2nY2my6Oa/5KqBiemZzz+wDntGyYdK0NhuohgpvW5/FQ6Z41EDorFtTFw4JaI7GCOOB2btDsc/2AI/m6+bXHGSaW6MPDR3tKWxza1N3eZ1rs6bzE683Dm87dJPXc80HivHuT3LErpx4Fi9AXjp3OG2+ChETowGhJa4ktb4bBFrbR7DP5/PTQDJ2nHC2BioEGAiURHsVfeWVVx780A/90IOf/MmffPAjP/Ijxz/l0YT2yXPyaqQabL/pNFpN1km9n9hiae5EriFmI7RfgpsbycEX4p1y0DTvecepqxhVA4rPaB2d2KgJRauw7HtGM5sAnsEe66D15JBZ8+zP9LoNeyVs3x4ZbM0fgE8t900lHjlwQBrxkAHTwa+eg7P6AfQUw/QXK3qTY2/CxZsPw1nzSWyKLhkTtD/p5trE+0KONBbsXW4IGgG+PRhBdHyXML/z6Bb05xq8impEr6Ma0WuqE1LCFLdm03wSa15zzEInP/0lxZq9aKKH5JJB1rVmO1ubOPezAxiLH8wuBdgN5zm7qw3rbgt0oXWxSHaQv8BeOKH9RrDTsYOObim0M6aAfw48scqfGgov0HTy5ODED6YePNMO0HN7bAF0kGEE5lCcxGhv4uDizafwGMpgzwwjsESmaBq8g71rOA32fAlyNjxzJHnJDHe5Z3rOaLJL0iTZLehfj/vTfJrQn+n7hV/4heNvqPzoj/7ogw984APHqYpP03XjKfZsYjt5klEhQM+d7GjQFuvZMBPtzwaFZ2to9xEdH2dMPYeg/M8bhu2tezZqAsgHaJ0ffIDJoyOYeoLswDsxPvTmbAjt80mT2RdT6+LVZ7vksoXvcgLxJRMYyQPZB0EyogVz31h+QbI7nMRl8ganzQdm84GCSXDJS/mEqcR8p4kveWdy8CWnvdZa36G9KX+Xfcbf/qTb1yRFPASzL2X8UVp/xsHfUPm5n/u540bUmL7lQytG2ZAMSSghPsdAc2vFWvGA2UiKJiz+yZ/Y2r7nmR3Tr+Y7iA9b2VHzOVSM7NRc097W0PO7OTvpDi7pC7IJ0k+Ot45ZvNUktA/toWeLNxBoHS1eMrIpG9Bal8s+W0L0HTRkguIxMZg2w2pLnkA5Zou99oPTH7IvQ3Xc8Y9pe40SSIpLSoWScWAqOBtz3lhirJ/xT4hvQnTT8XDSe54BA5Nup53PINrAXDArPMkq6dactl5p6CyZRlizGfFWuO2bk5G9bKmRzI1htof73qTZgQ90hPmdr3NNIfHHyLa+GWRrRZu99tUGqBHn/jXYbVVbNQQkO9vMxbBGgcUSsqHcaDJYE0B7Gs9ByRf05NKJP3p6qnEIisu0VY7Ex5pDx2d98/6VCPuX/LX06NWVl8s/51vzo/nW/PgzEq5v3+ARyhDIqAzL6Iw7A3shmIbve+Sd0TVvL55ZZGGw08795tEEkz+YfMnKzuIhaRLbZzJzSZRco0IIJRZKyiyamWz6+BbOJpwIjN1u0bcezYRsn34EnlsjR97zSTNoPv5kKz/jr+jxA/TRTZj6snHaih/vHpf0WZuxoxcNNLdmD02x9mwP1pTWPScbf7zpZOuM4ZwDz2JT8zmoNB9+35j7BQ7zJWdt39J8C4/mWwTWH3o/9uWBBDCkwBBoZGDBzjAjrGCMAP8ZoEFvH5Z0DlVUc9980hhDeyA6/GFywmRM3OmzP1t22XMdf581JFWhVqwSrhjCvXDEUmHNWJJLJhtC6+03n3uNk24C+ZAPcw72NbxskHtFBRQsX9gbLTDyg0/4xMVaxZ2OYOpEnw/ZIBYzJtYhWa2H1eDkmzE1N879MNnGKdtz9sEJPc/48Jf9fd6Xc98R+JEFef9Ffo+bb80fKqS+FaIsBwSZUzOw9kPG4HEKSJwiQhctQ8lmKDpOkG292za9ZKUbP1n4+pkaHejoIQcNegcHGfbNC5A9I3r7/UyOTLTJQ0+eeb/riY8d1vH1WxUSAPHyS3zcejVdJ6/kzoarcBqznXy6Gq1NmM/Tp0m785BNR3p2bG/aQR5/igfb+cN2+xDtLFx0Ymud39aTmfz8bX3CpA3mmjGes/mM5dl+Ns89YB5fz8GcB2LDV/GRJ3M1qQ78OErzqQH2LFhqb2m+RfDK2jw+80GFrqAUJwWMIExxQcHOME5BdArVr/L4f+MULsPQQjQM9us8aOxzxB7D/SNX/wNOv2tX4gUGorEXDf6ah2406P3KEFn2a2ZNiIZf1vAnw3NIFhlo2em/4DJ65j/7+z/z0JNX85lXpGJU0+ETq/yAoLWbJB3xEQ+6oLm1CT23F0/Pcx4tPbv+Hds3xstX8dBQbOy1rH1r/IMAnZxZFwO0ZEZ36eAJybxkO5ywr+HveacFU2Yw6Xee1vZ1MuRGbOTbPr/VERv8eMprp1h5/i+WJ5vvi0fLCRAoSJ1eJZQyhTkDBIHROkMUf/+BBqOsJUOhKlp73R4ao1tGoRtrIHLQVQSKvFvPM3mwOTr8UNNBTeafykBz+vGn14i3poPm6SOrZmW3sWbjE9pOQQFXVBUWiCYd8Z1hMTXPFvTNz56jtb7vtT9zVVHttlZo7ck9BPyDUwY++w5PkL5oABpN5yAyek4PunRBds5Y3hWmvDOwfmkP7HbAZAaeW2Nncc5mz3ycX+Rcgos7KRHQTm+CGEiZwFA2ncl4OI0/w+ScBde+5JRMDmkODWT0HI1Eer/2zZWfxXEaX8GgB40DxLq15Hj2mQyfzzLo+OqbMB+Uk+fZu7sYaFA3rgY2x4fO6yV7KhojZGvzDgj71msGIywe0P7+nOxdzqRNztl6WM7EsDyxvXwBNNHZm81HN9kgfflh3YgnmUaxNqIjw4HWoeegDD2H6LIhe+C0O7CW7bdBtNfoJ81ON20pnvzmj7l6hOpp2rjD5Z0FlAqawvX6QFCJrKBSHj1Eh4/yTjporaDtGC+aEtV6UEGBmVi2aQDv2RqFvdYBfvNsUUQ9ayhfB2u0modugeufGdWIZFvnvxvYzcf3mlMT4mefogkVqkLrRrZWgcLiabReXC9hMkNrxSUka2K6Kpg9X8W4MRo8oHgZ6dckdCebTs/5aJ2smVeAtzeWPgLUhDVfbynpYAf+M7ubN068BDvdpG1+tgeKyR5TwFZ+iJEDXT3xv/0zeE3zTcWQsJrPvISGU3jGxkt5z3hrqvaiB+QkK74KjR5rvdq0j17iOQ0Fg/waDB0acuwrVHuaSNMYBanPruihQuMvvyE6zW2sCMnRcNaMvRmwhz5YsyiwTnP+zAYxh2jtVYzQfMqBaKIztl4TJnPKNi++E0EFBNFVXPF55hd/oXXN0ZdM+NBY94wHnbgZ8dpno8ar6Xa7oef8yzf7ZJ5BdQbyYSKYNM0v4YSe973iVYzMrXVr9+bEf75fg9PdFEICFFZFmuJLDk6IJoNbSy7c+eKZ82iah54FQFJ9NvSZrIKwn/Ml3siXGs98Hggg2XOuiNALamN/xo+svlRAW6Gxo6JSQDWV9QoOXWi9poM1q3lNiCacfEYyk1thGCGbdozGPBvhlJkM8ayhxFShibdGQpsee72Ge1sQG/GlI7/IJM8afVNXdhmzq/WZj6eBeG/DCXPNyO6AndnNB4eRZ7XA7w7ja3B9dwGlAq/5CDWneCZ6BzwpLqCh55yIzhgC+xpCsiWTTvokr2SjkVh7aEsYSI7RvsZAG3oWnHhB/NlmbA7wiAF7BNi8Z3Ymm86K2MjWnmcjQb5Aa6GG6xXMgdEczoaEyYHlo5FeY/PpV3vZlQ3JNbeWXPR8c/DwWZz6Iqx/gEqeGKHpZ5sOa7RkshsN/WTypy/UyNDIaOikD1/24xHXauW+gOc+eAazFrKt+HSji1EHcrVwTeZp81GUMowKVMEJqmIrgCWIIcFUmFL0FXZzCHYaYE2gNUivhFOn0TM6DaQg+sKFfehLlPlsYvyKoaROe3abWktXAY0HiA20V5OTXXOYKyZzmP1ha7AGmA03G1BxzsaAZNAR0lVzzefpi9Fa+qcNE5ONVjzF0K0vL2zx2VfjmKMB6PmgGPuxjSbjB5loNZwf0/jxzR//8R8f+KlPfepYS152kVf8QeNdAN/rCeQVP7Fpjb3s1HS+GxAn8Up/fDtcvfmmwwKu+ShQbJQJpkAzhPDoUwYZihZN9IxVRCUMVBhTjlHDKOiKvMJJtpFtTloHRA0CCwBsTr/kKwrJJYscmM5GGD/dAD2sMLOBfM0HreVnhVwx7XzJEo+aD99sOGg9JI+MXWa2md+GePDu9k2ZUy7/HIS+pHLQiTlbNBl6NOx1G/rZpy+k7E0/NKEG802xxvOX0f7kT/7kwR/+4R8++NjHPvbg4x//+PHsRzhTLigfzwrJuQ3PwLqcFRPP5uKg7vqSTmzOZOCdcNp8GTBRE+jo3mcVj6QJLOWMSPgsqhLt5JMQX9P7mV3vyGhDMvGFFYI9OjWXUSEklw0S5cR0Ekswe/CwO9maR2NYs9/P+EowmqA5WrpqXPaFyTWPVgIKPLvo0VD5EbJ7yilWeGYTNp/NgQ7mf/v7ehjPpTHsGT8sB9NXcfAW4Q0Dqgk8xVPj9UsVZBQ7MuS7xpMnNtvrsNScDsX581M2FV/63wzId8BOc76xS3zYzRe1qfn0iFpDC6/BxZtvMpoLlMLqXZ5iQe9UK1AZy0BrJRCNwEpAPyy3RzZjyd/BPjn2NX3/tF/SAbmKT9Iktd94sQbQsVXBeDXts4gmZBv7FQ+gv6CBAt4I7BULtNNu6wqJvg4nPsPZhPyBFboxtB+erdWEl3gmjRFOmvZg60Z2iHW5AuUx/61DPoul5hNLaw4+sdd8DsLyaqSzg1eOjGKhWP0WiD/P4Z9n+YsBilf86GQXqDkn3Pb8esAuk018FaviJq9qz9zruFuP/XstF8MdTn+3czl8/G7nEvIarwTUKeakE1iKKjrF7pkyhqFjrGJXkPbN0WYkJ607MXpXpoMMcmt4jQclDQgA2QCPoiB7fr4jmww8mrZ1a2i7SQFZ5LALHTk1Yz7RqXDM7bNLIZJljQyF5gBQkJ6tS5oEVbx04CEbTQ1Qc5iLQYgv3IH8MJr4za0DuoJo4wsmTX7vfNHjZ6tDlM/iYk08+YfPmj2oXhxE+MXOQdjHGNizeFYrHbjyVC4C8/AaTJrbaIOdPp/LEb/kzEHjMFFP/jH1+9///sPmbN3413CHX6xewo5/1QBwTSBIEAsmkppEQZlbK7kSIahOhhrIczcoPgH3PJujJojXKAn2Kwq8+CYN52cCaxKI3zPZRvLR0Td1xn/i/uPmQQPJsQb4LDFOQ7d7xQb3A6WGlURFLKmz+eCcz2aaCOYzmrB9fogZnDDX9725NuXD+ECHrFEc+AbEgf98QN+emMlTuSbHntyojb7QsSdn1jxP+87ychvEcxfenYbP4ilX/JIn/sqxg8W/2XN7+0fWaoOtycB7A2t6z+ZbcHBOYASlTj1GCZ5gKShIOTSvgWoQAa1oZxMIPvopx551KAEKN9k1FlkaLrnJQWtMhxFP69ZKcjo9t84nvue/0Voyp00zRmLjM49XMEWpaexLAkSP3+i5kzTUaGTUlMaaD32QPDCbrbXG4sV2I1t6ZoOxvSCaM7AHixu9ChGag+xFJ15i1QFYjsoHGpDMYmoerecg/feByVMMboNJI5Z8kw8oZy6fbr3v+q7vOlB9e576Biwxd2y+lZD1eG4lY2pABYOsgMESWzAFGppLhj046YwFxgjbg62BaNonE045oedZXMb0TjoyrUfb2o7W00nGvq/oeh3RhOJU8gDemg+tZIpht0TNV+OhgfHTkTxobt8YRgfztTiEnmcups/xXwJ7xcCcrWqBD+y3xsd56BknfXEp3vlR4xZnNYMmvXO8K6B/Wl4gzmxiN+Rn+fU51Z8P8c+H+Hsphss/cPd/1QAyPBQIp5EP3G4zawxy8u3ffBbAGqNAT7TW+oRJk27QHE7+iZMnnLy7bDBlTf5Jt/Oe0fPVTewUFCdQM80mqdCs98rZ7Qc946sYZ0M2n/TdPlNP9mZbaK2mKy8T7V+DfM9XXzS4pehkC/30APbnW7ZrVF/Q9LM9bwj54OCqjqzhnXF7I4G+Drlsh+zTeHz0c72+KDqLdXgGV6M8mRJCgdNI0L2PUyrAewEwePJNKJDt7fue6cmZYAZ/8kYb/Vy7D0ze5nO9vfZ3yCdF2au24hYfSasoK3AxsheiqeDE0BqeMBp7EF3xNo8PLcjW7A3P1pvfBtGUQw2sFhzGDhtr2Zk9RgXLt/g0oJ8H/tEf/dEx+oJqNp0xnvy5BPmwQ+tne3eFclTM2aXx2MVvv5hfnndd5uJ6CW6tzgROVDwC7cRzwlPAMAa5kgV7BqyAQ84032HqmMVxBpN2f5687d8Xprz9ubXpQz4pOsmSjL7QsW6N72Jnj33Wa6oKtmJNjv2Jk87YPBloyGVjN1tvHt12kB0T8FyCfJ75oIduPvFx/uyvIjVWvJ7VBr5eR/H3sz0FjSY/ZhzyJ92g54nlfUd7dwF6dmR/tkA3s897/PSq6UsWvdCButsELum/09WwC4Sd7q5cygWVcQJYEBkPpiPNyQC73HDf67lxrgdz/Rqewdn+2doO+QPFgO9OdQmr8OOXnIrfWgWM1ghroEY449baRPvJrwjooFuRQw0C2QTRwfxLftB6SGYI6Ey3Na+d3X7W+WIvXs/dZPS6Nbox+C9uRjywJjQH04Zgt28+w2gam0/I7+l7z9nBLujwcEOz1Vuf/3/QBVSOd5ywP4M733w7cFagNR9D0PS6wEjzArc7FyR74lyf8553mOt7ACfM5ykv23a8tjdxgkTx3enIf6C4umkUv1Pfs9hIKLr9prNHtjHc9ULAD/I0GNmX0L4igdOmWczJLT6wgoc1bHzRkKUWvAVpKPtsbo9O9GrDDSdGYqF25m0pBvwXh5o3XenbIRvmfOK+fgZ7TIE5/eyA7PPZlP18cuv5MxHebqbc23RNuNPNdwkY4QTzoVOCGSnATjgBLoA77MZOmMbve2cwA3YXeF5y0dd8/NdQfK9oFaAChYpNkaGp+STX2lkBgGxuzSj+mopMeVD80Hx+pa/Q6UcPZwNBMPXsmA8QP/tnI0M6/ChB86mFeOyxAYqP4oXmNSxe+sUBqiEjGfbIMJ827TD3dhSrHXfY94wdAtW1V2T5ctt167GNjglT9zV4puYrOG4+6JlxFSCDOQAuGbQHYtJdop+4w6X1Z4Gp7xIqnm6yGskaFBfF55Q0AnFBByV3b7yA//j3hoESX+MpejmoATWCvYq3xot3ygt2/cU/+mTUdD3b86zpanzP+PCjsccetPkN2Ece3eKgdqobMuzjB8V62jnXLuEZ3RlYl69G9nQYeN30WY89bj1ftPCHbXuNBlMf3OGZmo9SgRNw/7hUwhWRAPrc0+sXR3bIoAo041qfe8Hcg8GkDef+08KUlY7mcw12OvK9Ayd6CZIozVfxoYOSix5dUMHjk+x4oXmFbFToGk8OxH/eehV2jVKzkR+e+bLbMjEZU1Z01YLm75BRD4A9asTvc/Y5CeDLNnEoHmznLzo0085pn3l2T/vPcPrWWkBHvrBZjrpI+oG6HPPBrcdHcY3naeCZmg8InCD18w7BEkDNx2ij50723elra2cw96bjrU+8BNf2dtjlzedQUiWLr258SVJA0J6Y1BBsRturuTka67Ph0EuwQhVbSQ/9OhMUbzSar5uOroq5+GRjxddzNsrN3Ntxwlyb8iGdbGBTvqZXofKlW4O91gC6ZFnTwPnGl4CO5IVzLbuyZ38O9uf0iz8QE43XYdrv6qpzvwDOfgdfNjfukNzmO9y7+abhnYASLpgCZmS84pq3X4UY75TTeBdAS04FM6EkBOmY8u+j6zZIdielQ0bjeeavNfsSJS7dBuh6PUUnMYqsV9OaTpJ9qP+O7/iOJ7AP+77m1pheN7sl5EQM2JFN4TwU5nxvPnNrYTQTi3MF5hnmB1Qbxcce29jYjew5frR84He+iZl1kG0hm/jUG0Q1ttPBM/7WdmBncSOPXDXMRvkQe/np4LgL4J1jcO/f7ZzGA/tQIK0z2o1nBILHUEmZwTa/BNE0FxAJVDCC0efJCj26CWfPc+0s8E8D5LDDQeOLBIliGywGisrtpOisoesrazbVnGh8+9dN53brjcK6JkMT4nFD4hdfshQMe6AimjjjVR5rGtha62h7njz7Gtoa1BhGU+w9o4HZCNFqVr56LTW6/cQrvwIyxFCcxdCXIPPjzdQF4vXcWrDT4iebrEa1TL7Yf/jDHz7+T8Z5Iydjx2DofbTkP9svVk8n2jPCTilFxWCBZaTmC9GE8U95Yc8FRHH3A1m/TS7w1uiSPKCha3DQeBukc+Jdge0Kmy2+is4mNisy/msQxeUZDdvFB6+9+WrZK6Vn6xJdo3mV02jGbpdOYLLZUdHA7JiNJ54gHz1DtrRnjLY9YNwRHazh6DLOxoJoybKWPbA48Yn/DhoxcTOqkfKJnxwHr/j5xfUaz81XHaAX81lfjWQE1loH9thT47GRbDrI8q8W/AepbBR3MOVn5y43WPJf03z3fu1M+FTWupNK8LwyOLkEVWAEDHJKAqYMWDOag4JkFAw3hd8F7B/LenYiaUK/G+jXk/zreMESNHzJCPa1M5oJ2QivQXIqQv4BvoiHolJICqMGVSjkaijJ7NXSK43YWXPTaboalwzYATZtE9dev8TZSFdxp09hZR+c9s7nsNgY2+dD++Y10FxPXnzylz3Zl22e7ZczfvFvNk8+koVH/tWBBqS7w719aB3ET3b+7JCdfBBHiN+oxtjnEOwf+8opyC4w5/eBOzdfDlxyggGC4BXLu7EiYijjNQUUdM8cLUEFKAesQ4lEK8gaywkkIHQoSIXpFgDk9icMBEwyQTqC3Yf5PNfvEsxpN75shp6LBVvN+aww+KCwHE41nqbzuuXGk2h7fYarCMlMPll81FR874e/0JwesVNE+DrkFOos7OyecWrMN3yTNt3hbD4j/zQVZB/smV3szVY1YQ0NfrrYNhHQTW43Hh+tyb9YwWoB3Ww+gDYE+dZadosZn8yzj1wHo3qWk2wK0rFDOq7BnV87M3yH9gGaAmhdUAWXQ57bqwCCqaNCEBBBLthAIXsNgxWowkYvcIIGFC0d9MEJ094zsL/TXFoD7KW3JlBkkk9/r4ZoO00BPzSZQ0rDaUKHiVuSP3iTz7eabhb/1Kko020PHX6yHIBhcYczNugn4G1/2lFesgXWdHKtWNnioIQ1YDahUw8OyOJUbcipWIiDmM280UtO/3gV9CaAll/sIAttbwjkeqbbCKxVn4BN5QaqI7GkC48b73u/93sP27KruIRgPs91Mm7w6T/zEbBDezuUXAERLIE2F6RZAPhDkKFAELxiQGsazYde2BcNilVRgQoSrbWSwo77wLTnGiSXXyWMr2zAz4aaCbALD7u9vmi4PtPxB719dGRChbFjBSumNZ5TusYDYktecaihyc838/mc33Cug2kTnE3HXw3FDp/HvX3MX5QWGzajze7iRAbZbhc3i8NIfNi6Q/kFmouN2UI2PdAckFusrKEF1R7Ir+igA4T97PS52+c8N1+33oxbMZrjREDHDT77Fy6B9XBCazUXhwRbYEDNZ5wFwcBAQCVUEBSYYDsRa7xZUAWy00ugrdeY7YOpI7tb69nYfIdJy25A3ywoNIqpwyE7+WCND5pP02WjfVBBVwwVbWuwgu4GcUIrGPTiRlZNZ6TXWnEG2Z8PIN+MzYE5u8Li3E3nhvN20mdyc43HxhojP7K/xqNfrNwqfnCt2NmdXpDNns2LJ+AzedCcTDrpoV9OOhTt01c8AHrr7IFi2ncKcvWhD33o+BfqclbDh2wJg7nWevFc+GzNZ34NGRWY14ACoUAFJTp7AhlNYC5RAqawBEQRaT4FK1k1VHwCLnj00GHfSYWWLs4HzecaSJZx2jMBT4jGSF+Jp0tDsVXySjQ/FZWDw+syGjYmqyKtuM13tM7HGl3jzVuPDEAfvTVe8WXbmW/00zttmdAa/TUcnYrULecvksH+CzfFLh708ps+/FO+sZy68bza+ewrPuyMJlvNgb38AOjogoC+msSeeImVugBy0IFIJp/Ejl/GXpnZ7kcKXjfdxtXR1H+GYH+m5wafvvmMO871gCJgjaEcKRAcVEjtKRRoPnkUg6AJhOYTUIlSuObo0gPIJBviRaP4BbliTvYEa4F5z5fWZ3PwqdG+YqKzxqPbHp58tWZuvWZKXogezjU0CkwRiUufrTSg+FR87Kj56DIX/5Du6Rs7QjqNN4VyoDWyazr50GTQLTdfMe2zj730KPIKnR0KXxFbc4gqaq9z/uLX/ME1G2oo+suzMftAeYH08Y/f9HTwptsoJ5q7w5ud7K1ueoug04HgT0PM1830FMNrmH2gWC58uuY7QzCfC0ojsF7irXNSIgWREwJTgeQYEAC0ku0ktd+3WrP5IFmCiA6PtZJsrwK1jpcsQMaE/GjeGJJVEVbwmoJcyS3pRvT22IVOovlUI3VLz+YjH+YTxANrPvprvtl4eIozW/gZ7jFmG3qQnl0fJFc8xVVRzobzallu8hEPcAgpcj8qqdjlQu68vnm1VNRuFq+aCt2BxVYgJprZ4VKtTPvYzgf+5Fv+tccGOms48o3yQw9Z7K4eO1is+RzudZN9+MSTzOrT/BqCRsCmG3z65tuh9fYomGPA4E4gRTZfAyqYgpdzZKBRYBIsWJIomAKbTuuShU7CFAFdAi/IdCkUwSVTY1inByQHTF/mOsDLdjq8YnnlkjRr9shLpjW22y+5NRn7zEPFxAcy4LQBWEMTL7kaLiQDPx5+iyH/umXEahYnOjKTnXzIbiOZbK7perXs85ymKIfxAHoVuButpuozusZzs3n2RZN9DajQNUQFzh66u13poYP/2Qn4g6e6guKf/eTwXb3QbRQT9PbQiB9daqPXZbZqPH/Il218Yld1eVecUJwXvn7NtwMFjSHAW4OZ57hi4lQYjTlegZRgCcADCjawL3gar1PSXq8ckmYPP8DbHl3ZOP3bxwCdAnA6+r8EFKNksYsddJlrNr7RWXKt8xXNRHwaB9BXc0AxAPSiQV/zkZlcMqLnO1R0Dh/YYZPsKRMkm2/Fmt0KUkyhwnTY1HT5kgxxVdxuNJ/dfDuogH2GU8AaTuMpbOjZF05uFbayPdsAvxxycse/Ys8+uq3lb/XAP2tsQgutFQd05ZwMeSpX/OObOLnt2N7nvOKWjWd4G9B5g29M85UYED9HBAoIJOcFCXDOfsFMH1loYcVmDR/+bjxzMjSXYJsXYHIVRyio5LMxm7Ox+Q7o6FaUfaunIBVjzVDRakoj3bNgiokxP+jKd2M4bUDLX3LEgEzPGiD78VSENV8HjXX7ID+yhwzy+CGOFSL7+UQn5Bt/6MXHPrrI10g+s7ktfEFh9Nw3um4eTVf8e94bz8i+bGKjhkAH2DEPHZAdxY9t2efg6QCyn79k8IXPDlN5pNdN7OBwaIhddVjszM/wNiD7Bt+Y5gPxhQVJg4EKdjYgh3M6HvIqOgmoWBQ59IxXoCUXvzV7Ai7R/apWp6B1+tFJCF0Fmb58mGBN0pPtFQz6wqGilUzoUOAbuyvYYMrnX75mgzHARycZIXutk2GEeIqvhlA8sFsvWclglwLkB3v50We5bC8u9IgVZAsbNYSYKlgN9wM/8APH6ObzWqnB2KHw0dYI2bU3XpBP+cl2vHIKrOVDh1GNCMhEi0ctFAOAR+74zT9+y511v13EB1/+zM95MDuztflcuwble+Hzbb7opsHm81lABQh9DVgA0dlvbN4JjAetuaABiexUNbengARaEhSJE7jGA/Q68SA6euzRdQb0wknHbg0ngclq7hZxQJDNHkUD2a64IEhfsYM9w2jD1hrJg8VLofETVuBo2cDnDq3s7rNV31raZycecs3xduvxXWP5POcXjf2Wf0XrZ3XdaPJLN6wGrEF2tmakK+i55jJag/mNnxz21UxGz+ybjc4WvPzowClvDhp87Hbj9TkP/7Q9zL7GuX4N2HyDz6/5guivOSB4AiWgnaoCNPnsowP2Bc++dUEVXKeUxupWkwCvTIoIr3WfMWbjSarmUHBOP8/JxFOwgmk3uxS4U91orcLW8JLa55XskGxjc7SSzt/ZQOY7Ws8eaG1/ZkPxZBM0t882OnulVHA1WzeddfsKkzy8ClzhW2OvdfFWqD4X+Rpe0ylYn480Hb3sKOeNgC184Td55nM/6Nm+fKPng3l20FM+yY0OyKG9bkvy+DEbT87FgDyfU/nhIDGXV76zLfsmBmdrl6BcLXy+zRftGU7gmOBBRagwFWtJab9mEKiKQ4D61mzeaujIUPjoFEQf9CWDDelyO7kB8JRMckvYGaIF5njctGQrSnySrAgq2JoumxR4jWkdXQXRHB8ZExUOrAiN4gT5yS7xykY+4qPXYaC5uuGghut2RkMn28nDTw655EB5EOd+x7Fi9blOHmahF5/sAWSST1d6kzv5gp47OGA2ohdvsZez+OljR+tkWy8W1Q/dPq+zhe1uPD7tjYf3GoI5vwb8v8HXNN/DtUbCe1eifmkt/sqa/+LaeHk5th6PBryzkktwo/xIKqx4BEZBfOITnzj+crGAe63xYd0rgJtLgJ1WgiYR9p22CsJJxzZ80QiyROCv+cigX9ErPigxEmmfHnI11Qx+MO0P8EuqAqeX/X0TquDp0izoksUOqDjYXgH2KtUzZAe0Fz/95BW/2TTFdo8zeog29BwtmP7SrRChuPRzOT8eEPfeJMSKbWTQQx6Y9tqjT5w0nriLiZgnqxwG5uzTKGIpr+SjY4+8yxU9NVb78mkUNzLoqvGqD/lSF16ZNZ/PezVyMWeD8TaYdp/ByMWjZePnl02fXfH4zWX7ry0ffud1a75LwICJJSrUUILivwb2t/slS5D7tkxANZfPJHvzKVZBVuh9bgH48KPt1iNDAUgoOd2gdPV5scJhF7lG0HpxaOSLBNMvqeTzhS0OlV7p6EOHfgcxIY+OMF1QEYRoi1tzNNm5x9fzNQRTfje62HqzUJjQZzyHmVyIOdrsI0es8o3901Z7mkR8xMLcfjmib8rLHzH17zQ1jTUN24Eqd9Y6TOiasWOLfGu63jzkhSz6NB7kG5+yOSSj8VmgGCx8cZpvPktOzeP/5BZwBmscRaA5nEqKV0AFSxIkQ4AEX2I7JQXSaa1BBboGlYD+TwA0Gg+S0ytH9jkt2USfpkRTEwd0Z39YI9Kl8TrtjV5z7ZGNLmQ/ncGMDaCTrvJg/Sahj/fnGN8O8Yf8FVfx6ZVNPHyug5pPc1jrRsEDpm3s4AP/yy06aN+zvWJaDOyTLcfFn5+ATI3jAJMvMjqQ5YLNwHpxANkib5rcoddrt8anx233Qz/0Q8dt7sbLTkh/2NqzQPYtfDGajzHNgWfJkRSnkwY0WqsBFYbkC7oAVgzsqvn8B/sKHSgen0nwo5EEe5KgQCRSA9snr2RKGlpNTCZaJ61ClHSJym5wE9ibpy8Gm02SzydNpxmhUxjWiFCRdbA08j3Z6SsPMD2tezb2XPH03Jpmmw0njmIrHuLs0IKeFabY9Co+ZU7d5mzmR41FvrjRUcz4ZK948JWO3nCiBWTalwdIPtoOXTbRXWxAPOIO2SOHDmX6+OoH6DWe59l4cPoZPguUp4UvRvPBYK4pdMkTLA2omRSxYHcDmiuWigJIqoLWsHgkGJ1XJUkFTj2vpJJYQ88Tl3575PSqKIGKSMLdovgkJnvpZZ95RV2cbgJ++ATJhhUGGzU5f3uGFe9sQkgWSH42ADaB9ozWoDn/zGs6h1Y3HRSr0HNNkAyY3KkXmPOPvW53yAc6vNKJMXnRorOvASG/5LWfDcopOutiKx8aCA+buinJZ1f2RC92mg5qWm9Tcskv39D+4A/+4PHZdTZeQJ7n1np+Fsi2hW9u8wWX5oxUaDWSL2F8BhRQhdEJKVmCp3EUFBkKWNN4rTQqXPvoABmKRBLI6QSVAOsawelYotliT+FIOHq8gSJCj1aSnMp0KR42gfyG5BnpuknG4+aF5mzu5DZvHca/41luWoNs44dR49WA7KwJW4fRngEb2E8vSK91dndLiYm9Xv3FmUx8+Pmn8cRak9ArJ+jZw1/5MpYbSOZsPkAm/cWObsgObzlqSc248TSe316RRzqzP/AcAjbvNPeF7Fv45jXfhP05uDHyCKSkaMBPfvKTxzeIAitogi+YndI1ID4J6nOWUQKzHY0GkbiaWNHRhU+ynJB42IfevmLQ7JqvRqZLUvuMCex1M5vjpTdf8TRvbL89qNgqOmhv7ocTknO2b68i0lj8qsFCeyC+1pLFDvEPxcw6uhrZ3J68KX6j3PTjIDTJdKiIuXhrQny9fhrxyx+/3YZ04GG355qHLLGyl24HIl5vOXIpz/04QeORT970O+i58YzmvsDGmxyeNt/r/kP2HeJPxnye6wGnBVrhd8IJrhNTsDkURhvOYrCvcMwFXeI0rwZBR6ZE+SyoiSQPDzlsSj7eGsoaG3odwqMY2ZZ9eCCg39psoICOaGE+1PjdTkaxgAq6MWwvxAPnczLMyYbpzNZsm/ngm2bgq1h1SClyMch/kGzAZ01BNhvTl8/pEB90ZBg1jBsLkl3epr9TR7HXzBpZ0/XjDDepxvO66SOIHOYv/TuCRjDXnwXK+8Ln/xsu1yBZEyfMAhCoCkbACrTASlp00D6UGPQVnkKGkqbpJNKzJPdNpEKS+BGkTquDVgF0YtrDi0fC7StswK4Kke1sVKDR1pzW85PN7O+5Mb/OEE9FFM71kG2Tbs7R79BaI18UtDh10IiTuAC2euaXUXwg/tbRdoiwB9hni5EMesS0WBnFSf68cbi95I+cZMzG63CQS81nz+uuXwbQfDUe3nyfGOzzff++MHN6g29u890G02A6JalGklhJ7bSdtCD62YBGaxKngSRAI0iSopL0dODXQDV3fBIXbw3lBmCDovAahE6hSXy2kENHX3PTy3YFg3c2oRH/RGvhBLLhBM811sRJmw56OwSmDdF6tt7rX1+MiKVYOMTEo9iSxVc04iD++MVWvsRt3ljTJzw1kfiQg94bilfWXvet8Sfb0OGRCzH2xYqcoPFNZr+F41tvtrLzLCaNYF+bdE8L+Xnj81uj+QCdBaxmmsmG5tPBgixZkh0qCihhmkHCFIaimJ8jFIPk0u2ZXns1H51OWYjWOqSTPGvpN6/hsldBhq0D9IoQfUXLN0hOwEfPE8GeozlHQzZ9GkrBhukCk4ddbiFIpxjMz7Sz+QAZdPBDTMWA7ckuD2wpFuUuOnty7DOiV0YjfcVSXtDSw+5uZY3HF3r9CpzXzA984ANH45LHlhAUq/ydzxPbe1bg403e1vDoxW++qVPQJFmyBVgToauIS5w1iK8mNEoeHs+KW+NIvgKSYKesBpQoBYIO4qMTXQWF360p2fQkV1OzBZCDHi8ZsCLNP/YqogoWagyyFVXyuuUDdqOrSaGCZAN7kh+kp0Il323Wlx38ICsdyaBf49HHH/HpxvPMt2IFNIY8eNac9ltjH7mQHvGn3x6/k4FHg/eFmBiKG3vQQvaICX6vmVAM0PsrY35rxb+wkFd24qeXjmIEwT7fx+bPCuy/QfDWuflCgRNICS/51iVTMhSLJCu2CWgqbvOaFL+E9QVMJ7lmAgoHHX2KiU5rkq6IFYF9OiVfAdsnwy0BFc88LCAfyLJOtj3P/PPaRDZfFFrNZ26fLvo1kFHjaCA0ZBcnI7TGX7aiJd9Yo9knGz9dswHZQDadbNV8YsRmPoRo+V3sxTnfk08/2ZB+zW/E28EmDubdrvTYJ5NsMtjk4OGH206s6PBq6dtM2B9ikgf2zXiEQfNL4+sB7AuXLy/2ayc9AjaDts8lWMIky1xyFH+FKmFhMqFkoFfsfXbplLZOtiApErLIta6Y8FifhQMqCnxsInM2M352oIN02ENDLv346HIjkIVPMVY8ZHhGo/C6uRV9ciE9eNCyr6RHRzYZfFGg9KMF1pOJVxwVegdKTcKWfDdCvMXdPlpoL93iOZucX/RrNrRsCskAbE822zt4+sE5u/bPd/l01njg7DmY668XlIMbBE8033/d+W8y5Pg1FExBdSpKmNcTrxheN3yjJegSrEEkSaFKkiKq8CqOGg8PucEKzlEwoWeItwYH+CB5UGHOV7P2yE6mseZAr1DQe7avyOyzS3PwD7qd0VdM5OKhp2JT4H1TSA5dAH06a2oFzlayfanh8xU7gFj12quZ2KVZaq6gfITp69l+uuhlc7bT5bVQ49nvDcCYrKlb3B04ms7PVvnIfv+W0A/OjXwQj2TQdYbBfN73Xm9I/pmON/3mS3Z6zrDkGqE1RSWxClPgJVbSFGInbEUPZvHsCQLx9pkKL5kKhIyKGy+99AP8bFBMisK8YiODLb3CKTK2ojFPBn3kg5rSiLbbgKwaCy8a+thtnT7yovdcvPJNU00dFT8aMjqgIIi3BrY+Y8cmB1JNLy7kdljYT6Y19jpMYM1HdrbSlZ/iJibddg5TdA4Mr5h+jOBXxRxUxXLP6xmCS8/PA8rBwte8dr7wN98ETgQCrXAk1G8v+BUi6Ba0riAkbt6CneqSK9EwmXRJIF5FoZDMAR4Ngr6GN84iZU+FW0Ghp0tBebY3ixiC7ICKVaM4PJKLN/p4jOxDW4Gnc/cLbcXJHv7YZwtf8oe8YuAGFgd0DiSNoNHossYnNs5XSXz5B8nU6N3kbqh5m9OVrJqODrnScH/6p396/IqhZ/bI70c+8pHjl6M1ngamk25+3hfwPA3f6wUv1Ge+S1AhKSqQTbBikUwJ6hYskYpDgdYEyQL5lSwgkfgVEVlGvJoPjbV0kEc2mdZ6lQVstecQYAe59mGNa00xOxQUeIWIHipqQC8b+FKxk2/0SiYG3WTiwIb8ARV2B494aYqaqyYCbJt+xJtO9GxGz27+oSGLzHhrCH7aE59s6yBIFvliJcYOSr9a6BUz3/zQvNvOjxP8GIEssunI1+YTz+C2/dcT+HiDL/YXLpeA8XPMnmyTSEmSWElWBIrIniKRVIVX8SgWY8/JgRKKt2LxjF6RdCNYN68h7Nd86MmsQBUn3WxjF7oKkD4yFBnadGm87KUHmlvji30jHuvk9sqbzRU/RKN5FDj55KHXFPbI0vxo8XdAAPt48NNPJ/38wmOvxuObec0F6eKvMZ+nXDaRp5F9g6nx3Hp0udl8putLlf6N5ozfjmB/3uG2/dcT1MINvrWbD2RPNs1nCZFkhSNJisgzfkUuoVAhSbwCuAnMYx0KRvHiMybbnFzFqcDQVdB4rU19mk9Rz5uhoq450OHXfOyrePOBrpoVLdtrIMjf7FKofJ7Fz27Az2ztEEFrtE6/RiKLjdmZjAqdnG4q+u2z0a0L2UpmMYNopi3Fhi3io+l8SdbP7azxwccHTdf/meDVdfftGoLGHXa65wn8vcG3bvNNO5qfJQEoIkVQwUMF3G0EK2IFBee8gDWnpyInp5M3evPZKEBRazwI7NVcFTPZGspnGvNsVchupm4TvtDDZqPnbqhswJOfxSUgW8PgN9Jfcyl2zSc2dKXTPp9DOiH5fEh/jWeOh2yw64diLC508tlN5zeOfC7X/Hh9oeIbbK+Z/lKa5/wqx/l3ln8IGs9gp32ekO8L35rNB7Ihe3bMycBaRVaRKBgJU2iKviZUEIoS2qugFQuZZOFThGTCEm9UGGRXsHjI1Xh0oK9Y0cSLrlcuzxX1bAAFj77CZR9a6/bJ4Au9npNfDNKDL1/JAvylmw10i1G3J3n525xsdvEDmkP07ElfQC9dxXtvOjedL3LQ+RLGj440nVdN/xjXbUcn3cmG/CuGPc/92xDM+fMEvt3gW7P50p8tOwLNMqF1xaM5FInbxOuZwpEwxafwnLoKQ3HWfAWtOSATH7BmnvyKxJo9Ra7g8FvXVBU1OWjo6nZMdn4Ya37r5t3a7EZPr6Lv0EBrLTvQQFDzTWQfO8notVWcyOBXNpnX7JAf+Ww9XfSzG9JXfPnndtVwvkgxduD4mZ/fxfR66dtM31z3behsaDpAunb/mt8V43neICY3+NZrvvSf4W2ARpKgAlIs8+RWRPYUoCJRjApGoXdiNxfAQHEFU76RzgoQaISKtsZAQx5dCpNea54dAjWZBkFHds3HTnTW+EIuXfaN5Nc87AFk8KXGjd46Wjeeg2k2Xr4UQ2tnOHWQSb540sU3N5vPdPOmo1+D9bdA598B1XR8IDv913DaeV98I0BcbvCt+9p5F+DkhN12c0lVYJKs6Jz4nbJA8SicmkAD1IQVbYU7YdcDawRNXvNVLICcGox+Y6+FEFhvr5uq9Wy3l9z8o7s1+91E8bJHs4kBrJErejwQeA6D9osJP8TLW0SvlprNN5fmDg02uenm66UvU/zogH52sRmCXR+YtoRPC8l8nlCcFr6m+Z77n5F4njAcewKD7J5r0SgYhaOYNZrXIK9GCsVJ7VmxKgRFqYEUOlTc1hTLLHJoPguYDtB+0J6C1VSAPkXMNrTkK0q6NY/CVsT2K2QN6IbhQ+vd7Obk0EM2Xv7SbZ2ddOSHZ3sgW6dv2VzsjOwikw3hPLjwsN8P1/2ooF9pm6+W9KYHNJ6BvWnTNdrbgG35+3pCNo14HX9GYsFnV7zeuL/h8jxhBq95z9dg0sIVlKM4NYGm03ya0AmumKwrMgXaTaZwjHAWEJoK2XM6iqFxPtMNm9PTPkyWJLKj28ueBnNrKfKaEm0NZQ7Im82SfPbBdEULem7POn76NRudkE10i5XYaTogTuzTZJrNjw404Hy9TTdoDPbn7AJndj8NkBmewSXZl+jBtAnd27r59jGccGb/Ga9AKU4FNW9Dv3WhITVip7mmqAm7DSv6WfzFD86CCSfQnz1zzzz72ieLDfSspB5NYT+59ndIxgS08dlPfrRkG8WF75pLs4kPFKuaEWg4N7JG8zrZr5M5JLwtiAksFhMuPU+7wB7Hp4XkTtkTLsm+RA+mTejEbuHjP6D0tmk+UCCM14JyBpM3uAnW44JWaJquBtSMnudNowk0H1RgsGas2Co4o3g2Bs1nvHd/2tsxm6O3FkwZ5rtMkL+wZ1hTaTCo8TQc3z3nP181nVut10oNqOGs13TZddfmae/M5rvw3wbF40w+uCT7Ej2YNqG7ycub86cD3wjgJHwamLyNFTJUYCtoj29D39a5ERs7/dGIk8Lq5qsBNafiM06cBRlvY2tsMIbRtDcxsBfM/Zpq0rbe6yQ/+Gxew9Vs7YMazs/i3Gyazbwf5eyv4xM858ezQHF4WpixOYNLsi/Rg2lTsld8397N9zRQcJo37usV7SxSRekLEA3oJoTWoH20eIudYtNwsymNFSe65nMt/ubQHth1BNaDfLGmqc7GfHLLQc/QfvxsYrNXbD8P1GRQw3nuhqvhYPYG2ZoP+/7TwLPw5xs8g0uyL9GD6VOyV4yfrvkIedYAvYiwB7BAXZpDcWi+F203hIbsh/aeoX03hmIGCm8Wqaa01rP5RHqNYOai5rCHb9rWHvAcWofsYX92wWiS5/aqsfaxb2EdINnPtvDM3gnRg0s0bwQUs+bgPvbsPHNM9orp/ZpvEazHJ18X/jtAwZzjPocFuYKFCnhvRk3YjRiiqeDPZLdGhxxUqK0DczqN0YBpT/sAf/JA657njez26kskjVaz1Wg1W4dEcZi2TT2X9sMXBdg3Y3VXmDyX+OThTs23BPzCSsR7VoCtvzjReYOhoM6kAIEEBXvfN0fjRoEaLdSU83PUfMWD0ZhrzHQB83DuzSIPA7Z41ig1Ts0zm01j1WA9Gyd9zZY+sOsKph2Nl/ZfFJj2PQ3c4k8331+tvP3mev71x8238D2r+X5hBfZ/X0J+dgX65ZWcFys6bwIo8h0kCc4CKnHzGdYswGhNg9VsGo2OGg9qyvbw1GjxtKax6dMYgWdNUqPUNNBNpuEaoSZDo9FmQ+LNF7zmIchf0Np9gdwXDc7yfRe4iy8rdyt1X/jrlbf/a8X9/1x5+N0jcp/+9Ke/cgX9w0vI/7oC++GVCP+v08MXMUBvFDxtIiZMGcWyNeNEoPnMa8ozjCbYc+Q51EjzWZPN5x3jf6PgjdR1G8yY3hdu84PsdaB9YTXgP67++n9Xf/3f6+b75NF8v/Ebv/Hun//5n//a1Y3vW4k3fvE4fQeeG3gFPQO32iyGnW7ua6hr4HYDCsTttkP778DzhdV0j9ZbzTo7//2v3/Oe93z667/+6//p8TvD2nvX7/3e733J6sh3+w3zz3zmM0/3PvEOvCHgzy0Av7b1DrzYsHJ0vKevV3SjU/M/Hz58+Oj/BwbZUTSq+EadAAAAAElFTkSuQmCC" id="11"/></item><item><costume name="Tails" center-x="113" center-y="110" 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" id="12"/></item></list></costumes><sounds><list id="13"><item><sound name="Pop" sound="http://snap.berkeley.edu/snapsource/Sounds/Pop.wav" id="14"/></item></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="67.69230769230785"><block s="receiveGo"></block><block s="doSetVar"><l>Heads</l><l>0</l></block><block s="doSetVar"><l>Tails</l><l>0</l></block><block s="doSetVar"><l>Total</l><l>0</l></block><block s="doSetVar"><l>sound</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><block s="doAsk"><l>How many times do you wish to toss the coin?</l></block><block s="doIf"><block s="reportIsA"><block s="getLastAnswer"></block><l><option>number</option></l></block><script><block s="doRepeat"><block s="getLastAnswer"></block><script><custom-block s="TossCoin"></custom-block><block s="doIfElse"><block s="reportEquals"><block s="reportRandom"><l>1</l><l>2</l></block><l>1</l></block><script><block s="doSwitchToCostume"><l>Heads</l></block><block s="doChangeVar"><l>Heads</l><l>1</l></block></script><script><block s="doSwitchToCostume"><l>Tails</l></block><block s="doChangeVar"><l>Tails</l><l>1</l></block></script></block><block s="doIf"><block var="sound"/><script><block s="playSound"><l>Pop</l></block></script></block><block s="doSetVar"><l>Total</l><block s="reportSum"><block var="Heads"/><block var="Tails"/></block></block><block s="doWait"><block s="reportQuotient"><l>10</l><block s="getLastAnswer"></block></block></block></script></block></script></block></script><comment x="23.230769230769226" y="10" w="263.0769230769231" collapsed="false">5.2.2.2:  This one script does it all.  It has a helper called TossCoin whose definition is below the script.</comment><script x="29.769230769230745" y="565.9230769230763"><custom-block s="TossCoin"><comment w="156.15384615384616" collapsed="true">Code to simulate tossing....</comment></custom-block></script><script x="51.69230769230768" y="585.1538461538456"><block s="doRepeat"><l>5</l><script><block s="doWearNextCostume"></block><block s="doWait"><block s="reportQuotient"><l>1</l><block s="getLastAnswer"></block></block></block></script></block></script><comment x="25.153846153846132" y="673.615384615384" w="254.6153846153846" collapsed="false">5.2.2.3:  The distribution will be like the one on the right, with its mode at 50%.</comment><comment x="26.69230769230768" y="736.692307692307" w="254.6153846153846" collapsed="false">5.2.2.5:  The more tosses simulated, the closer the histogram will be to a symmetric bell curve.</comment><script x="21.307692307692292" y="978.5384615384605"><block s="doIfElse"><block s="reportLessThan"><block s="reportRandom"><l>0</l><l>99</l></block><block var="heads percent"/></block><script></script><script></script></block></script><script x="23.230769230769226" y="852.3846153846143"><block s="doIfElse"><block s="reportEquals"><block s="reportRandom"><l>1</l><l>2</l></block><l>1</l></block><script></script><script></script></block></script><comment x="22.076923076923037" y="933.9230769230758" w="61.53846153846153" collapsed="false">to...</comment><comment x="23.615384615384613" y="796.6923076923069" w="253.84615384615387" collapsed="false">TIF A:  Ask the user for a percent heads, and save it in the variable &quot;heads percent.&quot;  Then change the</comment><comment x="22.84615384615384" y="1083.1538461538448" w="256.9230769230769" collapsed="false">TIF C:  The essential point in this problem is that the sum of two six-sided dice won&apos;t have the same distribution as a roll of a single 12-sided die.  The latter is flat; any result in [1, 12] is as likely as any other.  But with two dice a sum of 7 is most likely because there are six ways to make it: 1+6, 2+5, ... 6+1.  There are five ways to make a sum of 6:  1+5, 2+4, ... 5+1.</comment></scripts></sprite><sprite name="quiet" idx="2" x="-163" y="-34" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="209.1,0,163.09800000000004,1" pen="tip" id="121"><costumes><list id="122"><item><costume name="quiet" center-x="67" center-y="-99" 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type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRepeat"><l>5</l><script><block s="doWearNextCostume"></block><block s="doWait"><block s="reportQuotient"><l>1</l><block s="getLastAnswer"></block></block></block></script><comment w="90" collapsed="false">Code to simulate tossing....</comment></block></script></block-definition><block-definition s="map %&apos;function&apos; over %&apos;lists&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%repRing"></input><input type="%mult%l"></input></inputs><script><block s="doWarp"><script><block s="doDeclareVariables"><list><l>mapone</l><l>mapmany</l></list></block><block s="doSetVar"><l>mapone</l><block s="reifyScript"><script><block s="doIf"><custom-block s="empty? %l"><block var="data"/></custom-block><script><block s="doReport"><block 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s="reportCDR"><block var="data"/></block></custom-block></block></block></script><script><block s="doReport"><custom-block s="keep items such that %predRing from %l"><block var="pred"/><block s="reportCDR"><block var="data"/></block></custom-block></block></script></block></script></block></script></block-definition><block-definition s="combine with %&apos;function&apos; items of %&apos;data&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%repRing"></input><input type="%l"></input></inputs><script><block s="doWarp"><script><block s="doIf"><custom-block s="empty? %l"><block s="reportCDR"><block var="data"/></block></custom-block><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="data"/></block></block></script></block><block s="doReport"><block s="evaluate"><block var="function"/><list><block s="reportListItem"><l>1</l><block var="data"/></block><custom-block s="combine with %repRing items of %l"><block var="function"/><block s="reportCDR"><block var="data"/></block></custom-block></list></block></block></script></block></script></block-definition><block-definition s="if %&apos;test&apos; then %&apos;true&apos; else %&apos;false&apos;" type="reporter" category="control"><header></header><code></code><translations></translations><inputs><input type="%b"></input><input type="%anyUE"></input><input type="%anyUE"></input></inputs><script><block s="doIfElse"><block var="test"/><script><block s="doReport"><block s="evaluate"><block var="true"/><list></list></block></block></script><script><block s="doReport"><block s="evaluate"><block var="false"/><list></list></block></block></script></block></script></block-definition><block-definition s="for %&apos;i&apos; = %&apos;start&apos; to %&apos;end&apos; %&apos;action&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%upvar"></input><input type="%n">1</input><input type="%n">10</input><input type="%cs"></input></inputs><script><block s="doDeclareVariables"><list><l>step</l><l>tester</l></list></block><block s="doIfElse"><block s="reportGreaterThan"><block var="start"/><block var="end"/></block><script><block s="doSetVar"><l>step</l><l>-1</l></block><block s="doSetVar"><l>tester</l><block s="reifyReporter"><autolambda><block s="reportLessThan"><block var="i"/><block var="end"/></block></autolambda><list></list></block></block></script><script><block s="doSetVar"><l>step</l><l>1</l></block><block s="doSetVar"><l>tester</l><block s="reifyReporter"><autolambda><block s="reportGreaterThan"><block var="i"/><block var="end"/></block></autolambda><list></list></block></block></script></block><block s="doSetVar"><l>i</l><block var="start"/></block><block s="doUntil"><block s="evaluate"><block var="tester"/><list></list></block><script><block s="doRun"><block var="action"/><list></list></block><block s="doChangeVar"><l>i</l><block var="step"/></block></script></block></script></block-definition><block-definition s="join words %&apos;words&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%mult%txt"></input></inputs><script><block s="doWarp"><script><block s="doIf"><custom-block s="empty? %l"><block s="reportCDR"><block var="words"/></block></custom-block><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="words"/></block></block></script></block><block s="doIf"><block s="reportEquals"><l></l><block s="reportListItem"><l>1</l><block var="words"/></block></block><script><block s="doReport"><custom-block s="join words %mult%txt"><block s="reportCDR"><block var="words"/></block></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><l></l><block s="reportListItem"><l>2</l><block var="words"/></block></block><script><block s="doReport"><custom-block s="join words %mult%txt"><block s="reportCONS"><block s="reportListItem"><l>1</l><block var="words"/></block><block s="reportCDR"><block s="reportCDR"><block var="words"/></block></block></block></custom-block></block></script></block><block s="doReport"><block s="reportJoinWords"><list><block s="reportListItem"><l>1</l><block var="words"/></block><l> </l><custom-block s="join words %mult%txt"><block s="reportCDR"><block var="words"/></block></custom-block></list></block></block></script></block></script><scripts><script x="229.00000300000002" y="196.77778077777773"><block s="reportJoinWords"><list><l></l><l></l></list></block></script></scripts></block-definition><block-definition s="list $arrowRight sentence %&apos;data&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doWarp"><script><block s="doReport"><custom-block s="join words %mult%txt"><block var="data"/></custom-block></block></script></block></script></block-definition><block-definition s="sentence $arrowRight list %&apos;text&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%txt"></input></inputs><script><block s="doWarp"><script><block s="doReport"><block s="reportTextSplit"><block var="text"/><l><option>whitespace</option></l></block></block></script></block></script></block-definition><block-definition s="catch %&apos;tag&apos; %&apos;action&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%upvar"></input><input type="%cs"></input></inputs><script><block s="doCallCC"><block s="reifyScript"><script><block s="doSetVar"><l>tag</l><block var="cont"/></block><block s="doRun"><block var="action"/><list></list></block></script><list><l>cont</l></list></block></block></script></block-definition><block-definition s="throw %&apos;cont&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%s">catchtag</input></inputs><script><block s="doRun"><block var="cont"/><list></list></block></script></block-definition><block-definition s="catch %&apos;tag&apos; %&apos;value&apos;" type="reporter" category="control"><header></header><code></code><translations></translations><inputs><input type="%upvar"></input><input type="%anyUE"></input></inputs><script><block s="doCallCC"><block s="reifyScript"><script><block s="doSetVar"><l>tag</l><block var="cont"/></block><block s="doReport"><block s="evaluate"><block var="value"/><list></list></block></block></script><list><l>cont</l></list></block></block></script></block-definition><block-definition s="throw %&apos;tag&apos; %&apos;value&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%s">catchtag</input><input type="%s"></input></inputs><script><block s="doRun"><block var="tag"/><list><block var="value"/></list></block></script></block-definition><block-definition s="for each %&apos;item&apos; of %&apos;data&apos; %&apos;action&apos;" type="command" category="lists"><header></header><code></code><translations></translations><inputs><input type="%upvar"></input><input type="%l"></input><input type="%cs"></input></inputs><script><block s="doUntil"><custom-block s="empty? %l"><block var="data"/></custom-block><script><block s="doSetVar"><l>item</l><block s="reportListItem"><l>1</l><block var="data"/></block></block><block s="doRun"><block var="action"/><list><block s="reportListItem"><l>1</l><block var="data"/></block></list></block><block s="doSetVar"><l>data</l><block s="reportCDR"><block var="data"/></block></block></script></block></script></block-definition><block-definition s="if %&apos;test&apos; do %&apos;action&apos; and pause all $pause-1-255-220-0" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%boolUE"></input><input type="%cs"></input></inputs><script><block s="doDeclareVariables"><list><l>breakpoint</l></list></block><block s="doIf"><block s="evaluate"><block var="test"/><list></list></block><script><block s="doSetVar"><l>breakpoint</l><block var="test"/></block><block s="doShowVar"><l>breakpoint</l></block><block s="doRun"><block var="action"/><list></list></block><block s="doPauseAll"></block><block s="doHideVar"><l></l></block></script></block></script></block-definition><block-definition s="word $arrowRight list %&apos;word&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%txt"></input></inputs><script><block s="doWarp"><script><block s="doReport"><block s="reportTextSplit"><block var="word"/><l><option>letter</option></l></block></block></script></block></script></block-definition><block-definition s="ignore %&apos;x&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs></block-definition><block-definition s="tell %&apos;sprite&apos; to %&apos;action&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%s">Sprite</input><input type="%cs"></input></inputs><script><block s="doRun"><block s="reportAttributeOf"><block var="action"/><block var="sprite"/></block><list></list></block></script></block-definition><block-definition s="ask %&apos;sprite&apos; for %&apos;expression&apos;" type="reporter" category="control"><header></header><code></code><translations></translations><inputs><input type="%s">Sprite</input><input type="%repRing"></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportAttributeOf"><block var="expression"/><block var="sprite"/></block><list></list></block></block></script></block-definition><block-definition s="list $arrowRight word %&apos;list&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doWarp"><script><block s="doReport"><block s="reportJoinWords"><block var="list"/></block></block></script></block></script></block-definition><block-definition s="label %&apos;text&apos; of size %&apos;size&apos;" type="command" category="pen"><comment x="0" y="0" w="90" collapsed="false">LABEL will stamp text on the stage at the given font size. The direction of the text is the direction the sprite is facing, and color will match the pen color.</comment><header></header><code></code><translations></translations><inputs><input type="%txt">Hello!</input><input type="%n">12</input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>text</l><l>size</l></list><l>var stage = this.parentThatIsA(StageMorph),&#xD;    context = stage.penTrails().getContext(&apos;2d&apos;),&#xD;    rotation = radians(this.direction() - 90),&#xD;    trans = new Point(&#xD;      this.center().x - stage.left(),&#xD;      this.center().y - stage.top()&#xD;    ),&#xD;    isWarped = this.Warped,&#xD;    len,&#xD;    pos;&#xD;&#xD;if (isWarped) {endWarp(); }&#xD;context.save();&#xD;context.font = size + &apos;px monospace&apos;;&#xD;context.textAlign = &apos;left&apos;;&#xD;context.textBaseline = &apos;alphabetic&apos;;&#xD;context.fillStyle = this.color.toString();&#xD;len = context.measureText(text).width;&#xD;trans = trans.multiplyBy(1 / stage.scale);&#xD;context.translate(trans.x, trans.y);&#xD;context.rotate(rotation);&#xD;context.fillText(text, 0, 0);&#xD;context.translate(-trans.x, -trans.y);&#xD;context.restore();&#xD;pos = new Point(&#xD;  len * Math.sin(radians(this.direction())),&#xD;  len * Math.cos(radians(this.direction())));&#xD;pos = pos.add(new Point(this.xPosition(), this.yPosition()));&#xD;this.gotoXY(pos.x, pos.y, false);&#xD;this.changed();&#xD;if (isWarped) {this.startWarp(); }&#xD;stage.changed();</l></block><list><block var="text"/><block var="size"/></list></block></script></block-definition><block-definition s="button %&apos;text&apos;" type="command" category="pen"><comment x="0" y="0" w="176" collapsed="false">Make a new sprite, have it run this block to turn into a button.  This will clear anything drawn on the stage.</comment><header></header><code></code><translations></translations><inputs><input type="%s">Push me!</input></inputs><script><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="setColor"><color>3,0,0,1</color></block><custom-block s="label %txt of size %n"><block var="text"/><l>30</l></custom-block><block s="doDeclareVariables"><list><l>width</l></list></block><block s="doSetVar"><l>width</l><block s="xPosition"></block></block><block s="gotoXY"><l>0</l><l>10</l></block><block s="setColor"><color>251,255,13,1</color></block><block s="setSize"><l>30</l></block><block s="down"></block><block s="forward"><block var="width"/></block><block s="up"></block><block s="setSize"><l>1</l></block><block s="setColor"><color>3,0,0,1</color></block><block s="gotoXY"><l>0</l><l>0</l></block><custom-block s="label %txt of size %n"><block var="text"/><l>30</l></custom-block><custom-block s="make costume named %s from pen trail %s"><block var="text"/><custom-block s="pen trails"></custom-block></custom-block><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block></script></block-definition><block-definition s="pen trails" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list></list><l>var cst = new Costume(&#xD;  this.parentThatIsA(StageMorph).trailsCanvas&#xD;);&#xD;cst.shrinkWrap();&#xD;return cst;</l></block><list></list></block></block></script></block-definition><block-definition s="set pen trails to: %&apos;costume&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"></input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>cst</l></list><l>var stage = this.parentThatIsA(StageMorph);&#xD;stage.trailsCanvas = cst.contents;&#xD;stage.changed();</l></block><list><block var="costume"/></list></block></script></block-definition><block-definition s="make costume named %&apos;name&apos; from pen trail %&apos;trail&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%s">pen trail</input><input type="%s"></input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>name</l><l>trail</l></list><l>trail.name = this.newCostumeName(name, null);&#xD;this.addCostume(trail);&#xD;this.wearCostume(trail);</l></block><list><block var="name"/><block var="trail"/></list></block></script></block-definition></blocks><variables><variable name="Total"><l>0</l></variable><variable name="Heads"><l>0</l></variable><variable name="Tails"><l>0</l></variable><variable name="sound"><bool>true</bool></variable><variable name="heads percent"><l>0</l></variable></variables></project><media name="U5L2p2 Coin Flip" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>