<snapdata remixID="8879853"><project name="U2L3 V1-Predicates" app="Snap! 5.1, http://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" volume="100" pan="0" lines="round" ternary="false" codify="false" inheritance="true" sublistIDs="false" scheduled="false" id="1"><pentrails>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAgAElEQVR4XuydCZgcVbm/39OTkHRVh8UVV2RXINMzkEyHRRa5KuDKjiCrgoBeQEGE+3fB5V5wQYUrIIgo+w4qAm7IoobpIclMT4iyil5RcUNIuqsTkunzf2qWZJburnOqq6u3r+5zn3sf6vct5z01+fpUnUUhlxAQAkKgCQg45JYCO1dKRQNq5s1+j/SucabvMLwMdO/UmBWyWy9SCzy6/fbJJQQ2PBXCQggIASHQaAIuuZs0HG6Th0Y/UKRnHxubWrUuuWUaphXf6l4V6qoC3R+qNbbYtx+BMj8o26+R0iIhIASal4BL7lgN37fJUMNjCRJ7F5j/Nxu7WrQOue8AHw4qt+CPhscuBYMF0hVH9bXkI7atT0AKcOv3obRACLQsAZehd2rUTywb8IJiZO8CO+cs7ULLUwztWEItL/8WvKLbQU+Kb2jmnWAoBbgTelnaKASakIDLsrSm6wFgU5v0FHq/Aj0/tbGpVeuSe1DDnhZ+ls/F2eN5tl1pYSPSDiMgBbjDOlyaKwSagYDL8leXKD2g4M1j+QRNYhpTKTiuQPrqONuQZOjLCnW2Rcy8omuPAjvFNkK3yE2kTURACnATdYakIgQ6hUCSofsVam+b9iq4uUD6CBubWrVJhg5UqDvs/JQO9Oj9gZ2NqDuRgBTgTux1abMQaCABh+GHQS+anoJGo8otNBobIS/z6NklzrRdVmyuWTcIbG4aV6GvK9BztKledJ1NQApwZ/e/tF4IxEogaK3v2ErfDbOIx19Nx77W14fiMHwH6AMtAD3qkZ5voRdphxOQAtzhD4A0XwjERcBl+GaNPswmXiPW+vr5uQyfrdFftsj1zx6ztoIdX7KwEWmHE5AC3OEPgDRfCMRBwCHnr5/119EaX41Y6+snN5fhPRPoB40TBUqovVbT/ZCNjWiFgBRgeQaEgBCoKwGH4feBtp2UFPta3zEIKzZyWPd74HUzX4eXx6RQnyrQ/ZW6QhTnbUlACnBbdqs0Sgg0B4Ekg7spun4Jeo5NRo1Y6+vn55JbrmEn81zVnR7dB5nrRSkENhCQAixPgxAQAnUhMIfBbbtI/BJ4/ViA5l3r62fnMPRdUCdYwHhOMau3wI7PWdiIVAisJyAFWB4GISAEIiewGU9vsob8/VgfXBD/Wt+x4ju8C+glNiA0+qAiPXfa2IhWCEwmIAVYngchIAQiJ+Aw9FNQ75juuPpaX5Z6pBdEnoyBQ4ecX3wN1hmPLZPS6K8U6fmUgWuRCIGKBKQAy8MhBIRApASSDC5WJKqc0VturS+LPXp2jzQRQ2cOQ5eDOslQ7q9UfqhAei9TfSN0cxl8Uxdd22hK22jUNgr21vAWhXKmrrO2y87sI8IGn5X0E/9doVeWUA8o1Lc99EOQLthl1NpqKcCt3X+SvRBoKgIuuaUaLI/f0z/z6HlnIxriMHwS6MvNY2udgPl5elaY28SjdMhdptBHatTG8USMPoqCVQp9Q56ek6P33nwepQA3X59IRkKgJQm4LP+upmQziclv5+AcUvv8m61fjLvRYb77JuDKPOkT4861WjyXR9OaEX+/6q3iyivqkbCf9zSfyzzSBp8E4mpxfeJIAa4PV/EqBDqKQJhiBjw7Qulta+h9shGwHIaeAfWmqbGnvx6ffFcv9+jpbkSu5WPePyvJy7+o0OcE5WRbMIP8xXT/Ho/0u2KK1ZAwUoAbgl2CCoH2ImA+iWmi3WqNZuRtRXoXN4KEQ84/KrBsMS0/UUz/waNny0bkWi5mitylJfgQsJFZTtVKcLUfHWbe66Pyc07c49HdtkVYCnB9nhzxKgQ6hoDtJKYxMOr9Ht0/bAQkl6GbNcpqT2pQCzy6lzYi38kxXYaP0uivA69qdC4xxh/2SKdjjBdbKCnAsaGWQEKg/QjYT2IaZXCiR/rKRtAIsyc1qI94dF/RiHwnYo4X3k9gMMGtRV83B+DVf4DEIc3wIyjK50AKcJQ0xZcQ6CACYb77KvQtBXoObwSmcHtS6ys8ej7SiHz9mA65S0EfA8ptVA7l4toW+aDlSH4MM5/qex7dthP9mgndlFykADdt10hiQqC5CZSbxBSw0UbDXiWG3JO6YRuDjBdf/5W35ZKu5n5mIsquof0SURtG3UgBjpKm+BICHUKg2iSm8qcINW4S08w9qU07qXHffR2G7wZ9gGmmdrrwk67MRqkbsolu5Du9hepej+468bGjWYtaCnAt9MRWCHQgAZehmzTK8jVyY4pZ+D2pE1cVmO/PMo79SpL7moIzaw+sXlKwvIR+QKGfUiSeGmHkqdX0/qF237V6yLkOak9N6TyF6ptcsjXKaGSo4cIi6bNqzaSR9lKAG0lfYguBFiPgkjtWw/ft0m7cJKZKe1JXy1/BskKDNoGIqvhq1AVF/vUZ2GedXV/Fr3YYvgf0/naRJ/bkbu0iLAXYrtdFLQQ6loDL0Ds16id2ABo3iclh6DegdrPJV1N6uEivlY2N/2raiIrvM4quAwvs5K9zbpnLfh355DFz6xZhKcAt84hKokKgcQRclqU1XQ8Am5b/xls2t4ZNlnEYXgLacivDxu1JHUHxzWvU1UW6P9a4p6S2yC5DV2nU8eG8tOY3YSnA4XpbrIRAxxBwWf7qEqUHFLzZrtGN+e4bcgJTw/aknsvg3QnUASHnxC5TqK8X6L7erm+aUz22tK1028wtQoPz1aglRboXBiubRyEFuHn6QjIRAk1JIMnQ/Qq1t11yiau8BkxiCjmSbMie1P7s7FmouzVqWzu2vlr9zZ+o1S6Fd3r7q8+yr0rrNo/0ofY8G2MhBbgx3CWqEGgJAg65h4FFNsk2ahJTuOLbmD2pXYbP1ugLgpaCll9Xrdp6f+SJZ23qmwybpVP6FI+eb9s8s43SSgFuFHmJKwSanIBDzmIjiPX/QPZ7pHeNu2nhiu/oSDLWPannMrh3gsT55j9qpq6kbYelNzbPRth+1ZQOK9J7q02sRmilADeCusQUAk1OwCV3kwartb4a/UCRnn3iblrYf6Tj3ZN6ieMy+3wNp4Xl02nFd4JT2P5NwL550r8MyzsOOynAcVCWGEKghQiEWeur4bEEib0LzP9bnE0N+4+zglsLpC1PRArXsvGjA/39i+eE8zC6T3LLbzoRtu2+Xbh+Vv9SrNu3wM5NuyRLCnAtT4XYCoE2IxBurS8vKEb2jvsfupnfCEtBn1RHe0vD0iLpBfXvuiWOw+wBYMfyscy+a3Z68Z1gF2Z2u4YngH2LpJ+tf3/bR5ACbM9MLIRAWxKYutbXvIkKvV+Bnp+aW9SudBheCjrEQQXxrBd1GXy7JnENsHmNrb3XI93yex7XyGC9ebgNO9TDHvl9YbdiVHlE5UcKcFQkxY8QaGECM9f6mm27r+C4Aumr42r6y3hy49V4/oYgvbYx4xpJOuTOAz5nm99MvVrq0R3DSL32TOP04JD7FbCHZcwfe6TfY2lTd7kU4LojlgBCoPkJhFnrq+DmAukj4mqdy6Npzci1wHzbmHEU3znktu9CfQv0f9jmN02/JgHfy5M+pUY/bWvukLsLeLdNAzWJXxeZ/1Ybm3prpQDXm7D4FwJNTqDSWt/qZ/vqZR49lls9hgfhMPh+SPjFN2XrJY7imyL3nRL4E60SYztamX2Pnt4WBRcXWHsuLPBs29lZ+sVJh9R9oG2XvDVse9Ry/SMFuLOeWmmtEJhCwGVoUKN6KmOZPlFo9NV0rGt9XYau06ijxnI0LW7xnZbjklumK7wSr/4jZgr1/hKlc1fT679el8uAQJLc64H7FGxnIF8vUajrC3R/0MamXlopwPUiK36FQBMTCPstNe61vtU2AwkYoaNRdV66s2Ijh3W/AWr5TqsV6pwC3V9p4selaVMbmzg4yx8Jv9wuydKBHr0/sLOJXi0FOHqm4lEINDWBsN9S413rW2txq+9s57nktkzADeY7Ws18JBQ8uY7Su9bQ+2RTPzBNnlyK3NtKcJ9lmnlF1x6NPrZRCrBlr4lcCLQygRq+pca21rfW4lbvU3HmknvrePH1X4GGufwPxN/1SJ8UxlhsZhJIMnioInGLJZvlc3H2eJ5tV1raRSaXAhwZSnEkBJqbQJLc9QqODJNlXGt9ay1uGnV9sY7f95LkPqDGRr4W1+Tv6OoXI+iPrSH9uIUDkRoQcBg6GdRlBtLJkrs80u+1tIlMLgU4MpTiSAg0L4HyGxg011rfGotbHkpH1/O7nkvuLA1fte/l9Zw/75H21wjLVScCDoO3QuKQ6u6nTiwcm3mePr1OKVV1KwW4EdQlphCIkUCK5d8pUfpwmJAKfUuBHqtDGcLEccndoOEDY7amM5197WhxW67oOrqe3/Ncct/UEPYf6ecUpWMK9P48DBuxsSMQZpc0DR8vkv6mXaTa1VKAa2coHoRA0xKYy/BWCUpPgOoql2S1mcSa0tIivbXM8DXiEn6m86j7wbk4e9fvO97oZDD/lfPBRo2ZIdIrPNb1ybrecPTCWjkMLwM9bbe0oL23458ZLQU4bA+LnRBoAQIOubtBHTA2Uqx0zVzrq+D6Aj11XitZ60xnPejRE2I/aLOOq3UymIIbC6RDfXM3y1BUlQiML7P7teWuabHPjJYCLM+wEGhTAi7DZ2v0ly2bV/dvqX4+zV7cap8MxpFF0jdashd5hATGl9v5Rdhm97RYZ0ZLAY6ww8WVEGgWAklyGQX9lvnU/VvqePGtaRmPpr7FLdxksPWkny3BkatJ+wcGyNVgAuPL7u60TGPQI123NyuTc5ECbNkzIhcCrUDAYWgA1EKLXJfNxdmnft9SxzIJV9zWvyKve3FzGb5Bo8cng/kZ+6/uE+P/N5Bm/3jxfSZQKYLYCCTJnaHgGzYBFQwWYijCUoBtekW0QqAFCCTJfVXBWaapKtTvCnTvYKoPq0syeL1CHTk2y9nmGtt/ut7FzWF4CeiyB0wY7Ol8u8esI2HHl2xaJtp4CLjkLtJwmk20BPqKPD0fsbGx1dr+Jdj6F70QEAIxEnAYejco/6i2CtfUEZ1C/6PA6m1gUd12A5rD4LazUHdr1LYhUSzxmLV7PYtbksHFikTAyTrlZ9EquKhA+oyQbROzmAg45H4EWJwJrEdK6G1W0/uHeqUoBbheZMWvEIidQP/GLsmnNLzSPLR+j0fPj831dsrxiWAXjC/urfKzQKPKj4yXeaTrduzhZjy9yRpW3QLqHXYtG1Mr+GSB9NfC2IpNvARCzoz+kUf6ffXKVApwvciKXyEQMwGHoRWgjF8la/hakfQn65HmXAb3TpA43/ywgpm7ctV7GY8/Mu8icTMVjhIM4lLvyWBB8eW+PQG7mdHrj7Ss2yYdUoDt+1AshEDTERg/EN5ityv9iEdPX/QNWeK4zD7f9nvb9DzqXdySDO6mxopvmAMV6j4ZLPp+EY8TBMxnRm/4Uago9RboHYqaohTgqImKPyEQM4EUQzuWYDko479nDYuKpLNRpuqQuwTUh0DPqcFv3Yubw7D/SvFm+zzjmQxWAzsxNSSQJHeNgqMN5f6nhocKpPcy1ZvqjP9gTR2KTggIgXgJuOQe1LCnaVSF+lSUB8CPjyb97Rq3MM2hgi6Gmc45/y3Bd8LlmXjEI7FHPSeDhctLrMIQsP1kA0R+mIYU4DA9JzZCoEkIJBn6skKdPX4ogUlW93ik32UiDNI4PPZaWP05UIHn2gYv41GPeHTVtbi55G7RqEPHWE28XgzaH3g9hbpOBgtiLfejJ+BPwHuJ/NMa/XLTtd4lSvuspveBqLKRAhwVSfEjBGImkGToQIW6wyLsSAm13Wq6f29hU1bqkjtXw+eAWl43j/qOY9OD8scxmlGI60Qos2xEFSUB8+/B66MOe6TTUeUgBTgqkuJHCMRIwGXF5pp1g8Dm5mHVFR7dNW0skGToWwp1wuimVrVfaxJwVZ70qbW7quzBJfeQhreGjHGiR/rKkLZi1gIEbI+ajHLdtxTgFnhAJEUhMJ2Aw/AdoA+c+t8rv05VqEcLdM8PS9Jl+atLlB5Q8ObyPoxf5U6Mei8usPbc+h7Tp2c5DN8GGKzjnJ6/WgMc7tH9w7DMxK51CDjkckC3ecbRHF0oBdicuCiFQFMQMD/laP0yij97zNoq7OQhl9wxJbhEBZwqM3Mlb1lc/SVK50b5Ha1clBS5V2m41WZy2iQ/z2pKhxfpXdwUHS5J1J3A+Lr1+y0C/WsOqa3/zdYvWtjMkEoBroWe2AqBmAnMZXjPBPpBm7Al1F6r6X7IxsbXjo96v64gijNttUKdE+Xs60rtmUNu+y641e4s2PU/HwZHKB2+ht4nbXmJvrUJOOTOY2xeg+n1O4+08cY35ZxKATZFLToh0HACowfY+xOoXmeaStglRymGLi/BCaBmmcaqrNNPjaAPiKOoJcktUmPFN8QGG/pnc5h3WK2jmtp5iYdGEbBd0qdRlxTp/ljYfKUAhyUndkIgZgIOueXATuZh1Z0e3QeZ68eU1U4FsvGl0UXQVxXpDf0PlE08h+H9oXQbKMfGbkyrFnt0725vJxbtRMBlsEeT8Cc3ml5Fj3SI5238qTONIjohIAQaR8Bl6FqN+qBFBs8pZvUW2PE5CxsccvcA+9vYlNGuUfD5Aml/L+hYriTDRyr09eGCqaUe3QvC2YpVuxGwPT847Fum0Z997QZP2iME2o1AiLWKaPRBRXrutGGRJPc1BWfa2MzU6itg7uc93vyX2vyYWzsMfxT0t8wtJivVbR7dh4azFat2JeCQ82e/v9ewffkEI1vl2fkfhvr1MinAtsRELwRiJGB3estYYhr9lSI9n7JJ02H4btAH2NhM0/5RUzoy7pnDDjn/e+8hG3IxnIs9aqA+5tF9SQ1tFtM2JTCXwTcpEk8p6DJrovpfj+7TzLQbVFKAbYmJXgjERCDM+aVhNo2v9s03eAtJvQ640qPnlJiwjIfxJ6SNLAEdam2zRh1VpNvfv1ouIVCWgMPwt0FbbFyjd/bosfl+LK+g5dkTAs1KwCH3I+A9FvnpBHp+np4VpjYOuYfNz+yd6lXDDQkSnygw/2+m8aLQjS/F8otnwGzwcqNh7UHiEI/ue6PIRXy0NwGH4T+CfmP5Vk7fvEXf6dFjNelRRsDt/fxI61qUgEvuoqln6hrtNHWlR/pEkyaPrfEduUmh9jbRT9PkFXy0QPqaELY1mZhvQlI2zLMaDi2S7q8pCTHuGAJzWbZXgq4Zhy9U/tCReI/H/B+bApICbEpKdEIgJgK2szD9tGwONHBZli7RdVPlbSWrNVT9TqH2iXvUO7b39cilM7ffNO6U5SNw6BrSjxtbiFAIjC7Ly30fONYQxoBHOmOolVfQpqBEJwTiIBA847ncb2816NG9s0l+LkPv1KibgE1N9JM1JbhndURHGdrEHj/16VK7gyc2RPC/iys4NE/67zZxRSsEfAJzWL51F6WnzGnoUzx6vm2ilxGwCSXRCIEYCISZ8Qwsn4uzx/NsuzIoRZfcsRr8X/PWl4YLi6TPsjas0WDDecdhHI3+WPmhR/choPzJYnIJgVAEHHJfAv6fofFfPJytYFv/QI+qlxTgIEJyXwjEQCDMjGcgr+jao8BO/kkuVS+XoZs06vAxkf9nX7LYBkDd69FdyxKloPRm3E8xtKNGXRryMIWJVv6qQHpP6+BiIARmEHhyjoPnbwP7WkM4/+2R/nSQVgpwECG5LwRiIOCQWwb02oUyOxLNIbcUKPuKOmiZkaa0tEhvrLtEuQxdqcf2oQ7975NCLyvQs4sdT1ELgcoEHIZOBnWZKaMREtusYf7T1fShH3DTJEQnBIRA4Oh0UKN6bDhp+HiR9Der24we3vAbIFQBVehbCvSMj5ptsguvdcgtAWopnNrff9qj58PhsxBLIVCegEMuC/QZ8rnaI32cFGBDWiITAnETSDF4aYmE1SYWCi4ukD69Wq5zyW2ZAH+t7KIwbVJwXIH01WFsw9o4DN8DOvQ+1GOTrfSpNuugw+Yqdp1JwGH5u6F0l2nrS4zsvZqdKx4fKiNgU5KiEwKRE1gy22H2qtGJlubXXR7pqnvUziX31vHiG+JIPl5Q6CMK9PzUPKXalbXuQx1m+83asxYPnUjAYegOUAcatv1PHukKG3nIYQyGDEUmBKInkCT3FQWftPAcOOM5Se4Damzka3GNbfKh4bEEI0cU2DlwUpeF80BpjcX3OY0+1fbgicCkRCAEKhBwGOoF5c/ZML0u80ifWk4sI2BThKITAhEScBhcCImBsd/A/nKZwCtwxrPL0I0adUSgpxmC0eL7QIKuI+LeYKO24qvuVHSdanvkoj0fsRACUwk4DF8M+j9NuCj0ygI9m0gBNqElGiEQAwGH4Z+CfsdY8TX5HVx9xnOS3BIVfvJSv0d61xiaPSVELcW3ljNY426nxGs/AimWvbJEl78sKWXSutmol71I97+na03+8k38i0YICAFDAg45f4budwzlfom+tkj6mEr62iYv6WVeA5br1FB8/1xCHbma7odM+YlOCNSDgM2+5Bp1WJFu/+jMKZcU4Hr0jPgUAhUIbMaSTdYw+wngVROSamtxNaWni/RuUwloDYXMH3ffWCB9ZNydFT5ntdyjawHs+FLcOUs8IVCOQJJcQfnbRQde6gqP7hlHG0oBDgQnAiEQHQGHoW+B+mh1jxt2qkowa6c8O5Y9XjB8IRt98X1kkfSN0bXMzFMNOd/jNWAfarNWiapTCSTJ3abgYIP2P+OR3kpGwAakRCIE6kFg/BzbimsCZ8bUX/Do+Vy5XByG7wY9vj2k1daSz5bgyNWkf1WPNlbzGbb4Nmof6rj5SLzWI5BkcDdFwt/sJvBKwPw86UcnC2UEHIhNBEIgGgIOOb/o7WHo7Xce6R0qFN+loI1OP5pm3z9efJ8xzCEymUPuHsB6kw0pvpF1gTiqEwGH3D+AV0x3P316Zbnd66QA16lTxK0QmEwgSe40BReZUtEkDioy/87J+vEDG/zDwS33jPa9qEc8uvZoxPfTJMOPKLT1dphSfE2fFtE1koBL7kYNJsv/ZnxGkQLcyJ6T2B1BwD9MvsTIEwo9z6TBGm4sTpscNX5U4bXAfBMf0zTLPNK17K8cIuSYiYx8Q6MTwxYh4JD7EHClQboveXQ7oEYmtFKADaiJRAjUQsBh+LugTzDzoUdKJLZbTbe/xnC8iA2+HxJ+8TVaczg1jrrHo/tdZrGjVck332h5irfmJDCXZVsk6PqDSXaKrv0K7LR+m1cpwCbURCMEQhJwye2n4V5Tc4U6p0D3lyf0SZZfoygdPdU+aPOO9VtLXlgkfZZp7Ch1UnyjpCm+mp2Aw9AQqHRQnhp9YZGe9X+TUoCDiMl9IVADAYfhJaANX/+qpR7d67+VVjvHt3pKoyuLpfjW0G9iKgRsCCQZ+ppCnRlso3MePeuPHpUCHExMFEIgFAGX4U9p9AWmxgr2L5D+ia9PkbusBCdXs608Dlb3enSPL1EyjR6NTka+0XAUL61FwOXRd2pGRv92g64SI29azc5/9HVSgINoyX0hEILAXIa3SlB6AlSXmbm6yqPbn8wxerkMvahRG5vZblBp1JIi3Qtt7aLQhy2+wL0e6Yb8YIii3eJDCIDuchj2gI0MaHzYI/1dKcAGpEQiBMIQSJK7QcEHTGw1alWCru0mTvVJkdupBMtNbCdrNOr6It0ftLWLQh+2+DbyB0MU7RYfQmCCgEPubiDwh6SCmwqkR/9tkBGwPD9CIGICSZYfqCjdYepWw+lF0hdP+kP+b+C/TO2BPJSO9uj9gYVNZNKwxVdGvpF1gThqAgJJcmco+IZBKv/0SL9SCrABKZEIAVsCDrnfAm8xtPu1R/qtk7UOOX+nqjcZ2i9XdB1dYKecoT5SmazzjRSnOGthAjZvrjSl3Yv0LpYRcAt3uKTefAQchj4P6rOmmZVQe00+Ws9h8ABI+K+yTK7lc3H2eJ5tV5qIo9Y45JZQ4Qzi6ic80bAZ2lEzEH9CYNqPZ3/9/pbBVPSdHj0HSQEOJiUKIWBEIMWKHUusm7LZenVDfYlHz8cma5IMX6vQk77jVjpoQTOHdZv+mwUvGiUXschl+AGN3svWrWwvaUtM9K1EwGH4ctAnBeWsYFWB9MZSgINIyX0hYEjAIfc0MOPIsQrmf5/D2u2mFtAnN3bwXjCZm9HICVcuw7do9KGGWNbLpPjaEhN9qxFIMnyoQt9ikrfHrDlSgE1IiUYIBBBwyF0CnGoB6kSP9Pr9Y8cOWij+CnS3mY/Suz16TV9Vm7kMVK1IOay9HdQ7AqXTBFJ8bYmJvhUJbMLwZmvRz5vkXmJkLynAJqREIwQCCLgMv6jRhut21c88ut854dL+oAX9R48e00lakfSdw7LXQtftwCJbh1J8bYmJvpUJuORWagg8eEXB2VKAW7mnJfemIJBkeFeFXmyeTKnPo/cRX+8Q6qCF8z3SNsuUzFMro0yx9C0lZvnF13Rm93ovUnxrQi/GLUjAZeinOuAt0fgkxdulALdgB0vKzUXAYfgK0CeaZKXhq0XSZ/tal9z1Go4cW47vbyxpcilf3V2g23qjDhPv0zVJchkFfvF9nb1947bEtM9VLIRANASS5D6gUDdU/pue+HvXf5YCHA1z8dKhBDZlcNOXUP+ERJdBEV3jsXYeLFhbbQlPNZQKvbJAzyZx4HZZ/vYS+nbTc4wn56QpLS3Su/5giTjylRhCoBkIjG1Dq5+uthRvIk8pwM3QY5JDyxJIMvRxhfq6ySg2QenKPL0nOgxfBfr4MI1OwLfzpE8JY2tjkyR3iIJbbWw2aMfWOIazFSsh0PoEHIaeBRX41kgKcOv3tbSggQQccsPAfIMU1njc6Tgc1Ava38AizLXMI214tGEY92M2DkMngBrdLN720uhPFOkx2Y7P1rXohUDLEHDI3QYcHJSwFOAgQnJfCFQg4DL0To2acgTZzCMCx/7ENKWvF+k50/zV89TvwhquLZI+pt6dsf3jVgwAACAASURBVGFEHyaS/pBHz1VhLMVGCLQTAZfcJzV8JahNUoCDCMl9IVCxAOdu0nC4CaAEs3YqsfY0UIG75EzzF9tBCw45f43vQQbfsmc0WcOhRdL+r365hEDHE5jLsj0TdD0YBEIKcBAhuS8EyhCYy5I3Jpg9eqi2wXUvqB+AvtxAO1kS20ELDrllQG+5/Krv6+wfpagOLjD/55ZtE7kQaGMCKzZyWLcmqIFSgIMIyX0hUIaAQ+5zwHkmcDTqHIW+wEQ7oVGoZXNI7lP/gxaWOA6zH6p0qMKGnMsulfqzhoOLpLM2bROtEOgEAg65fiBTra1SgDvhSZA2Rk7AYegPoLYIdqz9UbIG9SaTmdLj/h71SJtM7AoOX0Uxj+E3j6CvB3YOdjSjAP8uwbqD8+zyu2BbUQiBziPgMnSRRp0mBbjz+l5aXEcCNhuuK/ibhldbpPOMR9r0QAcLt1OlLkPv0HA9qFeEcNIPIwd77PyXELZiIgQ6gsDYhhzcIAW4I7pbGhkXAbtD6GfOi66ep1rg0b20nm1xyH0Y+E64GPpnHrMPhh3z4ezFSgh0BoGJDTmkAHdGf0srYyBgf+avTVLqIx7dV9hY2Godhr4A6jO2dr5eoW4t0H1YGFuxEQKdSCBoQw75BtyJT4W0OTSBJEMXKtQnQjuYYbh+X9grPHo+Ep3fmZ4cct8Hjg0TQ6EeLNC9dxhbsRECnUogaEMOKcCd+mRIu0MQOC+R5EBPwZwQxtVMlnqk67ZvssOS12hmXa9Q+4TMu675hcxJzIRA0xMI2pBDCnDTd6Ek2CwEHHL+d1P/+6nBZfPtt37ffcdPM/JnOm9tkPQMiYYbi6SPDGMrNkKg0wkEbcghBbjTnxBpvzEBl+EXNXrjYAPz4qtQVxXo/lCwT3tFksFDFYnrgI3srXlJU/pgkd6QBzKEiCgmQqDtCFTfkEMKcNt1uDSoHgSSDL1OoZ41873+u+7o1KXKl17u0dNt5tNO5TJ0o0YdMdXK+NzhpzUcJRts2DEXtRAoR8AhtxaYVe6eFGB5ZoSAAQGHoZNBXWYgNZToP3j0bGkotpIlyS1REOrUJI2+X7HuKI8Ff7UKKmIhIATKEnDJ/UND2fX2UoDloRECBgQccncDBxhIDSX1+e7rMHQbqMBj0CokebVH+jjDBohMCAgBAwIOwznQZd90SQE2ACiSTifw5MYO3otmFEy+/9ZnvW9to3T9RY+ez5q1UVRCQAiYEnDI/RrYfexfhqn/PkgBNqUouo4l4DJ8lEb7k5kiuHRd1vuOT7i6JWSCJ3qkrwxpK2ZCQAhUIeCQuxfYr5xECrA8OkIggIDL0E0aNencX5NRblmndVlPmyL3thLcZ9+R+p8KjirQ8zN7W7EQAkLAhIDL8M0aXXYHOSnAJgRF08EEtHIYXgW4tUHwi3Yi8n2eXZalNbPuA/1yy/yWdaGOWkX3Y5Z2IhcCQsCCgEPOf7tUdqmhFGALkCLtPAIOufcCP4yg5d/1SBtu4mEWLUnu9cB9CrYzs1ivWuqxdk9Y4FnaiVwICAFLAi7DX9foj5czkwJsCVPknUXAbverimx+75EOtRNVZdqLkw4pf+S7q02PKBgskDY4/9fGq2iFgBCoRMBh+POgy05wlAIsz40QqELAIfccduf5zvCm6OopsFMuStAOubuAd9v41KhfFene08ZGtEJACNRGIEnuLAVflRFwbRzFusMIpHh0nxIjvzRrdvldpjTqgiLd55r5MFM55H4F7LFBbbTD1Y890u8xiyAqISAEoiLgMHwS6MulAEdFVPw0hMA8lryixEavgdJrIfEa0K/R6NeCeo2GbgVvAOaaJBd6HrOJ8/WaqVE0FBR6BahfKHi8BI/PofT4C/S+YOrWZWipRlm+QlYPe+T3hd2KpnFEJwSEQDQEkuQ+oOAGKcDR8BQvMRGYy2+36GLt/4B+tyaxMaOL2Nvy+otGP6FIPK7hcb84j7D2iTXs8tTk1ibJXaPgaBsCGp4A9i2SNtzH2sa7aIWAEAgi4LD8XVD6sRTgIFJyv+EE/KKrWHtgAg7UEPi90nYka6uPG0iZ/PIKHgGV0+gz7PJR/1Ks27fAzpF+f7bLQdRCoLMJzGV4zwT6QSnAnf0cNG3rbYtu0zak5sSMvuUaR0nAvnnSht+wjd2KUAgIAQsCDkO9oJZJAbaAJtL6E3AYvFSROFLDJvWPVq8IcY2pRzfywPQ1vKZ0mJzlW68+F79CwJzAHJZv3UVpyuekCWtZhmTOUZQREUgxtE8JdTVjk6bkqkJAo1EVzhQuf8//ky5d4tHzMQErBIRA4wmkyL2qBH+TEXDj+6KjM5jH8JvXwadBHxX8yy/a17H1Aj9WHptpctj6EfmPNV0XFNnpN/Vqu/gVAkLAhMAzcx1Wll2BEPzvoIl/0QiBKgQ2ZXDTNahPK9SZ5qDMXu2aqTZEtdWb5ztZGUUUUx/VdRp1fRf6gjzpR8O1RayEgBColYBDruyvdCnAtZIV+6oEkgydqVCfBjZtBVTVXvk2Z/7Gbwou1SQuKDL/T83ZDslKCLQvASnA7du3Tdkyh9ylGn2cQiXjSNB0vDiRi62+3m3YkI9xQQ2RktKgL5iLc8HzbLsyhAMxEQJCIAQBKcAhoIlJOAIuuWUaesNZB1mp1VB61l8XC/qvCvUXUH+F0l8h8ZcEL/11FQv+GeSl0n2H3KOgdjSdbTzhpwv1lmpH+81h6TZdzN5Ow/YKtteUtlco/xSj127IpVzxrctPhRcU6oIC3V8Oy0nshIAQMCcgBdiclShrIOAw9BtQu9XgYoapgodKcKdm9p2r2eGPUfqe7CvJ4O6KxK9tS55GX1ik56wweY19H09snxgtyqMbtr8qjJ+QNn+ExAUe878d0l7MhIAQMCCwoQBP/ZEt34AN4IkkmMBmPL3JGlbdAuodwepgRVxFd3ImLrmLNJwWnJ2vWP+H9MJGlLa02c95uv8ky9+gKN0L7GgWO3JVEdRVHt2ydClytOJQCICMgOUpqBuBOQxu20XiZixfO5cZaXoabtfM/kw9R7qVQDgM/xX05hvuT38l7C848hcebbg0+qwiPReGheuy/O2a0veA19n40KhVQJdCOzZ2Adq/K9QnCnRfH6FPcSUEOp6AFOCOfwTqAyDJ4G5qrPi+voYIL2j0l2opZDXEHjV1yL0X+KGlH88j7VrarJe7DF6tSRwzuZyPjawDr+VzcfbwJ1I5LD8ZSucAWwRZWbxaX6ZQX5dCHERU7gsBMwJSgM04icqCgMPw+4CbQc+xMJsi9b+fzkF/qZZXuGFjT7ZLMnydQh9l40ujLimGem27YiOHdUuBnWzijWvziq49Cuw05YAFl+FPabRfiKNc7iWFOEQHiYkQmE5ACrA8E5EScMh9GPjOdKemoyx/g4hZ8KVqM4cjTbiqs5zroF8ANcs8pvqTR/cbzfVjyvGTUfyzQQNeOZcj6f83faBH7w/KxX0ZT268Gu8cUOeANhpKG+YvhdgQlMiEQDkCUoDluYiMgEvuFg2HhnGoUf/XRem4PD33h7Gvh43L8PEafZWN7wT6bbZtcBk+W6NDL/3xD/UukA4cpY9P6vJHw6fatMlAK4XYAJJIhICMgOUZqAuBJINLFIldwjjXcHOR9BFhbOtp45DzZyDvZxrDH70X6f6gqd5lxeaakUv90aupTRndUo/0Ahv7FLmdRlDn2L5aD46h8pC4wWOnjwRrRSEEhICMgOUZqJmAy/B12vI76aSgJ3qkr6w5iYgdzGXFGxOss1pbHLTpxuQUkwwdqFCXApNmV9s1QqOvK9JztJ3VBnWSR3dXjPgj4neH9VHOTsNq4H9HWHvVSyx4LErf4ksItBMBKcDt1JsNaIvD4PtB3Wk4S3dShmoNcLhHt+0M41haafta2GbTjSRDX1aos8M1ZPQb8J8VieMLzP95OB9TrRyGDwB9RfD351DRfgSlqzx6m7KfQ7VIjIRARASkAEcEshPduDya1oz8GkhZtv9ZTenwIr2LLe1ikzvk/moxOjXadCPF0I4adamGPcM3RP9W07VfPQ5PSDL0LYU6NkR/BjZHw+MJ1FUJXrqqli1BAwOJQAi0EAEpwC3UWc2U6vjMWr/4zrfMa3CE0uFr6H3S0i42eYrlh5co3WQa0GTTDYfBK0B9GFToWcgKnSvQ02OaV1idy/BRGv0JYOewPqrbqas0I1cV6ZUziesDWLy2CAEpwC3SUc2WpkPuR8B77PLSP5vDvMP+zdYv2tnFq04y/KRCb2MWVa/26Kl4spO/G9gsEndr2NbMX1mV/975ux7pE2vwYW1av0I8tpOYglUKrsuTjnpWtnVbxUAINIKAFOBGUG/xmDP3Rg4+Kk+jFxfp2b3Zmz5edK4zz1NdUmmv5PHvyBeMbxBd0WW1s4b9va8V+tQ8PSvMc4pWWb9CPJGnftSjx/ZNSrSNFG9CoAEEpAA3AHorh0ySO0PBN6a3oXoRUYMFuuv0OjNKmvfPcnnZn7ThzGSF/meBnldOz2Aug3snSJwPLDLLrvw2JRr9lSI9nzLzUX9VnQvxM6AO9ej2dwKTSwh0BIEkubI744T+TtUR1Dq0kWMznhN3Vm6+/9iUpg/4Bj3SLVB8Icnw+Wps20aDa/Qnx65F0v0bxEscl9nnm5+cVDHMcxp9apGeKqwNUqyTZLwQf70+RySqj3h0+zOy5RICbU9ARsBt38XRNDDkjOf1hwNEk0X9vPjtKzEyZP7LU63w6F6/Z7ND7hLgQ0Do/a/HWqfuVHSdWmDH5+rX2mg8p8hdWkIdDdp2FnxAAvoKjx7ZzCOabhIvTUxgogBPfwdm/u9QEzdOUouGQMgZz2UPB4gmo+i9OOR+D2xp6lmjD/JHqGNHLqp7QBlO2qocQaE+VaD7K6Y5NIsuyeDuiq4TQJ9QPqfgOQJl7JbC6GhYXkk3S0dLHpETkBFw5Ejbz2G4Gc+liocDNBuhsZEcp1jk9aJHetMoJlmNx/xzCXXkarofssih6aTzWPKKEhudUEKfoGD7KBJUqO8V6K5Q2KOIID6EQOMISAFuHPuWiDxzxnNw2ho+XiT9zWBlcyhchlZqEvP8pTFml74D1GtrnWTlx1LoFQVm7ww7vmQWuzVUDoPvg4RfOP3zlA2uyqNkBcsKpEPtM24QWCRCoGEEpAA3DH3zB64047la5gouLpA+vflbN5Ghf+Qg+WqzuOvUljUJuKrd18BuxJI3dzHbHxH/5+ipi6EvfZVHj/+NXS4h0DYEpAC3TVdG25DgGc9l493lkTYc8USbb1hvDsP7g74njL3pGcfTfY/9SFl7LizwwsRtVRuH5VdD6ZiQ+ZdGYIc1pB8PaS9mQqDpCEgBbrouaXxC7T7jeTLhJEPnq9GD6sNeVhOM+kuUzl1N7wNho7W6ncPwLqAvB0K8Ula/8Oh+e6szkPyFwAQBKcDyLEwh0Akznic32GHoN6B2M30MQr6q1n6Rb8UZzqZcbHUOQ5eDOsnWDvi8R/q8EHZiIgSajoAU4KbrksYmtAO/WPYHXtlrl0XrzHie2q6J77/mhynav3bWT42gD2jmwyfs+jo6tcPwSeOjYSunitI7CvRGchSjVWARC4GICUgBjhhoK7t7P9cu+xndVsW31WY8Tx39bvj+a19YA3vaP+/YP0Dho4HKDhaMv5K+tfIa7HKv+NVzHi9t3Wnf0Dv4MWnbpksBbtuutWvYx7nw2sv5jw/aWLXejOeprXMYugvUu23abKLt1ElWJmwqaZLkHrNcO/yoR1oOcKgFutg2nIAU4IZ3QeMTKND3rndxzo8H2NommZab8Ty9cS65lRrmBTXaYnTc8ZOsglhWvr/EcZj9NOsPwgie3Kbg1gLpw8LHFEsh0FgCUoAby7/h0VezYPt1dC1+FVe8zCKZltnjuXKbnpnrsLJo0eaKUg06IZOsakbpMvh2TeJndo70KR4937azEbUQaA4CUoCbox8aksX97D2rj+JvgL7Xcxlr6DLJo6X2eK7UoBS5t5Xgvon7JqPciX2yJm+UruDJdZTeJZOsTB6dYI1Dzp/h/Llg5QaFpnRYkV7/O7JcQqClCMhxhC3VXdEm67Hoeo0+0vf6bs4mi8l5Aq0643kqO4ehz4D6Qg1E81C61qP31Bp8iGkZAg7DPwf9HzZwErBvnvQvbWxEKwQaTUBGwI3ugQbFL5D5PPDZifC3sCsf5fiq2ezH4PV3cJzVRK0GNS8wrEPuXmC/6cJyI2ENq0H9RsEtoJZ57LQMlH/wsVx1IDCH3PZd8FsgYe5e/Uuxbt8CO+fMbUQpBBpLQI4jbCz/hkQvkjm6BNdMD/5ZDuUyym80dADLhm7jeKslSg1pnGHQJLmVymgC1tixg4ZuRRYRgRTLv1Oi9GEbdxqeAPYtkn7Wxk60QqBRBGQE3CjyDYrr0berRi2uFP42MnyPvfFnRM9hhB6e4V0MLj+LL3U3KOXIwzosWwBdj5g4ViQ2LzD/byZa0URLwCW3VMPOdl7Vwx75fWG3SCbY2cUWtRCwIyAF2I5XS6s1b32lx0t+8TX52DvR1qccNtpN8at/tHTjJyWfJHeagosM2rPCI72TgU4kdSKQZPmvFKU9LN3/2CP9HksbkQuB2AlIAY4deeMC5skMK7DavEChd3MYeLhxWUcf2WXoZo0yWT/6HY90mP2Ko0+6gz065O4anSdY4TqELMfzAH08zRpmMcQW/JL5v/4S5761g7FJ01uAwGYs1f4zO/2avNKiBZohKQYRyJMZVNATpJt8PwHHJMlea2PTClqH3J+A1wflqigdX6D3+0E6uV9vAouTDqn7QO86PdIXuJVTKL8t9E9ILzuYK0KculTv9oh/ITBG4D+4VS9mOynA7fxA5Om7TqGOsmzjF1yyVusxLf03RD6H327bxVp/sk7gNcLs7daww5OBQhHUnUCSnP+D6T7Fhn+tDudhvsX3qsa+i52vPYLLwp5BXPd2SYDOJnANp+mT+ZAU4HZ9DAr0vR+U1SxehbrBod+2YLcEQpfB4zSJ6v9qj7XkWY/0G1qiUR2SpMuytGaWPxJ+ud/kH/NlMvi7V1a/NLwjRVZOTwoCJfdjJ1Ago8utPpFX0LF3RfQB8/SlFerXQMrC+8AAyd334YF1FjYtI3XIXQGcGJSwQt9SoOfwIJ3cj5fA5B3MnuVU5mD0mP5ZUdrV4RH/04NcQqBpCPgF2E/mdjJcw1tZylajuUkBbpouCpeIJrOxB37xna9Q+AfJB10anp/FyG5zWfJ4kLZV7zvkHgV2DMpfw+lF0hcH6eR+/ASSDB6qSNzyD8znxynUfQ79Vrtrxd8yidhpBCYK8PR2SwFu8SehQN+PQFkuxdDvdhm4u8WbXjF9l+Wv1pSemzxr9iVmM8gbuYY98XcD23CNLPTYeUm7smj1djkMnXw3X7nMn/lscV3qkpXzmS2AibS+BKQA15dvQ7znyVyk4DSb4Aquc8gebWPTatokQwd+kdvuqDRr1t8FzP8eo2FVkfTGrda+Tsv3Aj5z63/ys0Ns2q3QpzkM/K+NjWiFQL0ISAGuF9kG+fXInKHhGzNfaVR7Da0GXfotdxxqUANrCPsFPn/PmdyzfzUXp/AhbiPzE490VV0NaYhphATu4kODb+NRq+V1Mikrwg4QVzURkAJcE77mMraZ8bzhu7AedBlo++Lr91Q/B6+cz7PzqvWavwXnuzj7sx49X2yu3pVsKhF4kv0ffS3PB37Xn2Qvk7LkcWoKAlKAm6Ibak8i5Izn5Q7sociurD2D5vfwb/bQG7E2MNFXc4UcbRdIqXkEHgvfoEn4u7W9ziQrf4JLCVakyMo2oybARFM3AlKA64Y2PseTZzxbRM1r9B4pBjri+LYX2fVlsyj9K4iPPylrM65Nwparg7Ryv3kI5Mm8XcHPpmfkF9sq8/+HXbLp5mmFZNJpBKQAt0GPF+jzz6e1PCpQH+gy8IM2aL5RE1ax6C0JtH/GbNXr72yyZkt+NjdIJ/ebj4BH339qlOXSMXWZS/+pzdcayagTCEgBbvFeDlN8FXzcIfvNFm+6VfqrWLR3An1/kNE/2fj3W/DzrYN0cr85CRTIXAKMFtSA0e9oA/wZ7ymyMuO9Obuz7bOSAtzCXVwg823gIzZN0HBxiuzpNjbtoF3FosMT6JuC26J+7NJvuX462Kso4iPgsegXGr2vaURN6T9SPHKfqV50QiAqAlKAoyIZs588mVf7+xUrypxlVTEXfZfLwHtjTrUpwnksOk2jDc4AVt916f9wUyQtSYQiYDspS6NvSTEg246Goi1GtRCQAlwLvQba5um7XqGOtEiho2Y8T+dSYNF/g/6vYF7qf1z6/1+wThTNTKDSpKxKOY+gt9+YAaNTspq53ZJbaxGQAtxa/TWabZ6+YxTqatM9nn2TTprxXK5LCyy6EvTMc7+miRXqdId+y4k8LfgQdUDKNsdwargwRfasDsAiTWwiAlKAm6gzTFIZf/W8QsHokWxmV2fNeK5QgO8C/e4gXiXUEfPovzlIJ/dbg0CBzCqT08D8yVguyVcpHpDlZ63RtW2RpRTgFutG21fPCfxFrdmOP5C8QN/ToMbO+qpylVD7zKP/gSCd3G8NAgUynwG+YJKthjNSZA3mCZh4E40QCCYgBTiYUdMoJl49myak4bEU2beY6ttZV2DRatBzgtpYQu0wj/7fBenkfmsQ8N8YKXjOJFsNv02RtdnS0sStaIRARQJSgFvk4TB99Tzpu3BewzYpsn9rkSbWNc0CfdrkmOt1JF6+CQ8/X9dkxHmsBApkrgBONAmq0Ac5DNxpohWNEKiVgBTgWgnGZG/76lmjj00xcE1M6TV9mEoP+vTEXbJyFnbT96ZdggX6FoB6xMRKw09TZPcz0YpGCNRKQApwrQRjsLd/9axvSDFwVAyptUwIKcAt01V1STRP5icK3mnmXC90GVhiphWVEAhPQApweHaxWPqvnjU8lYCUSUAN/oEDO8qr56m0pACbPD3tq/HoO1Cj7jBs4XdcsicZakUmBEITkAIcGl08hnn6HlOo7U2jyavn8qSkAJs+Qe2ry5Pxl+/tYNJCDZvLj1gTUqKphYAU4Fro1dm2QN+loE4xDaORV8+VWEkBNn2K2leXJ3O6AtNDSD7rkv1i+9KQljUDASnAzdALFXLIk3lRgdFJLfLquXpHSgFu4gc9ptQ0e88tUPy7gnkGIfMuWROdgSuRCAG7N3MyE7TBT0yR3bYoMfIH0zTk1bMUYNNnpZN1eTJfU3CmIYPLXbInG2pFJgSsCcgI2BpZPAYemTM0fMMkmrx6DqYkI+BgRp2gWEnfdl2ox83aqgsuA0aTH838iUoITCUgBbhJn4g8mQcV7GmQ3loNb5AJIzICNnhWRDJ2mMnNCnWYCQyN+mCK/utNtKIRArYEpADbEotBP/H62f8OoAPiyejXrENkBGzGqRNUeRbuq0j8wrCty1yyuxhqRSYErAhIAbbCFY948uvnakXYv6foelOSxX+MJ7PWjSIFuHX7rh6ZF+jLg3JNfMso2ISSaMIQkAIchlqdbaa/fi5XhP3/VoKHUmT3qnM6beFeCnBbdGNkjVjFoksTaNMlfjIKjoy8OJpMQApwkz0PNrOfFXzcIWu6rrHJWhpvOlKA4+XdCtEKZPyDSl5lkquMgk0oicaWgBRgW2J11ntkrtXwQZMwCXn9bIJpVCMF2BhVxwjzLDpKoa8zbLCMgg1BicycgBRgc1axKPNkXlCwSVAwLa+fgxBNuS8F2ApXx4gLZJYCO5s0WEbBJpREY0NACrANrTprV7HoLQn0b03CyOtnE0obNFKA7Xh1ilpGwZ3S083ZTinATdQvBRadB/pzJinJ62cTSlKA7Sh1plpGwZ3Z783QainAzdAL4zl4ZH6n4c1BKWl4MUV20yCd3JcCLM9AMAEZBQczEkV9CEgBrg9Xa6+rWLhXgsQDJoYadXWK/uNMtKIZIyCvoOVJqEZARsHyfDSCgBTgRlAvE9Pm6MER9Cs2ZuBfTZJ6S6QhBbgluqlhScoouGHoOzqwFOAm6f4CGb+gviwoHQW3OWQPDdLJ/akEpADLExFEoNwoeOJYuOlbwsqM6CCact+EgBRgE0p11nhkDtFwq0kYBYc6ZG8z0YpmAwEpwPI0BBGYPgoO2Ab27w7ZVwf5lPtCIODTR9nt/uU84BifG4/MrRoOMQj5vEv25QY6kUwjIAVYHgkTAjbfgkFd5tJ/qolf0QiBcgRkBNzg52IlfS/vQv3TLA19mcuA/MGbwZqikgIcAloHmth8C1aovEP/vA7EJE2OiIAU4IhAhnVTYNH3QR9rYl+itPc8HnnQRCuaqQSkAMsTYUrAZhSsKfWmeGTI1LfohMBkAlKAG/w8FMi8gMHWkwoec8i+pcHptmx4KcAt23WxJ243CuZrDtlPxp6kBGwLAlKAG9iNeTKvVvCcWQrq8y7955lpRTWdgBRgeSZsCHgsWqXRKQOb51yyrzHQiUQIzCAgBbiBD0WeRccp9PdMUiihdphH/+9MtKKZSUAKsDwVNgTy9H1XoU4wsZGVCSaURFOOgBTgBj4XefpuVqjDDFJ40ZWtJw0wVZZIAa4JX8cZa7pdD+dF0F0Gjf+hS/b9BjqRCIEpBKQAN/CB8MisBOaVXQg2KS+Futmh/4gGptryoaUAt3wXxt6APJmrFBxvEngN67Z4GUv/z0QrGiEwQUAKcIOehdX0vXME9RM/fMCCf0ronhQDuQal2hZhpQC3RTfG2ogifW8roe4zCarhv1JkzzfRikYISAFu8DOQJ3ORgtMm0ii35Z3/30rwZIrsdg1Ot+XDSwFu+S5sSAPyZFYo2CEouIbfpsjuGKST+0JgMgEZATfoeciTeULBtkHhNVycInt6kE7uVycgBViekDAE8mTOVfA/JrYJ9L5JBn5pohWNEPAJSAFuwHOQpy+tUEaL97vQ+81l4KcNSLOtQkoBXSodNgAAGDZJREFUbqvujK0xz7PLG+cw649BAcffVn0vRdZo5nSQP7nfGQSkADegn/NkblJweFBoBascshsH6eR+MAEpwMGMRFGeQIHMD4D3+Xerz9dQI0m8TRTDBWEpBEwISAE2oRSxxnT3K42+JcVAYKGOOL22dCcFuC27NZZGTZxWVq34Tkrke66MgmPpl3YIIgW4Ab1oWgw06vgU/d9vQIptF9KUuUtWTgJru96vvUEFMn8FNjfwtNIlu4mBTiRCQL4BN+IZMC0GGjZPkf1bI3Jst5imzKUAt1vPR9Mej8xXNZxl4s2hmJLX0CakRCMj4AY8AybFwB+GOTIai6x3TJj7waQAR4a8rRzlWdijSAyaNUod4NJ/r5lWVJ1MQApwA3rfpBhIAY62Y0yYSwGOlnm7eSuQeREInBSp4YIU2XPbrf3SnugJSAGOnmmgRykGgYgiFwjzyJF2nMM8fT9SqPcEN1wvdhnYPVgnik4nIAW4AU/ABPRyu19NTkdeh0bXOVKAo2PZqZ4KLNof9D0m7ZfvwCaURCMFuAHPgBSD+KEL8/iZt1vEsROSknmzdsl3YDNOna2SAtyA/pdiED90YR4/83aMWKDvN6B2C2qbfAcOIiT3fQJSgBvwHEgxiB+6MI+feTtGzJM5X8E5wW2T78DBjEQhBbgBz4AUg/ihC/P4mbdjxOnfgcvtjjXx3+Q7cDs+AdG2SQpwtDyNvEkxMMIUqUiYR4qzY53Jd+CO7fq6NFwKcF2wVncqxSB+6MI8fubtGtH0OzDwI5fs6CEOcgmB6QT+RWbjueCvLZ9xyX64dXxepBjUEW4F18I8fubtGtH/DpyAc3RAAxOwKimnmbXrY1Bzuwr0XQbqZCnANaO0cyDFwI5XFGphHgVF8eETsFkPDLIcSZ6amQSCniEZAdfxqZFiUEe4MgKOH26HRbT7Dqzvchl4b4chkuYGECiQyQHdlWRSgOv4CEkBriNcKcDxw+3AiEUyK0swz6zpeqHLwBIzrajanUCBzBeBT1drpxTgOj4FUoDrCFcKcPxwOzDiKjKXJ+Akw6Zf5ZL9kKFWZG1MoMDChZAYCGqiFOAgQjXcNy3ADtkuBaUaQonpOAFT5rL/tjwypgTyZF5QsImJ/iW63rQZi/9oohVN+xLIk/mlgn2CWigFOIhQDfcL9GkwQSyvrmrAPMVUCnBUJMXPBAGPzJkavmZCRKG/7DBgsIOWiTfRtCKBPJkzFHzDJHeT6mDiRzRlCORZtFKhTb4ffcQle4VArJ2AFODaGYqHqQT+wi7Oxsx6Thl8C9awaiXrNn8tSz3h2HkEivRtWUI9Acwyab0UYBNKITV5+n6hUPsGmWu4P0X2bUE6uR9MQApwMCNR2BPw6LtAoz5lYqngLIfshSZa0bQXAY/M4xq2M22VFGBTUiF0BTL+5I3LDUwLLtmUgU4kAQSkAMsjUg8C/2a3LTZi5A8mvjW8mCK7qYlWNO1DoEDf3f56cIsWfUkKsAUtW2mBvgWgHjGxc1g1R/Hbl0y0oqlMQAqwPB31IlAg813gBDP/6tsu/aeYaUXV6gQ8Ml/TcKZFO4ZdsmkpwBbEbKUaEh6ZERO7EqW95vHIQyZa0UgBlmcgfgI2P6iBl15k3WbyLTj+foo7Yojiy8TOaVKA69xbBTJ5wA0Ko9Fnpxj4apBO7lcnICNgeULqSaBA349AvcckhoaLU2RPN9GKpjUJhCu++tsuA6NvR6QA17nfC2R+CryjWpjxc0Vvd8keUud02t69FOC27+KGNjBob9/pyZVQ+8yj/4GGJi3B60IgZPF9aTXqlS8nu1IKcF26ZapTj74PgLqh0okqkw76/rNL9vUxpNTWIaQAt3X3NkXj8mRWmixJGk+23yW7a1MkLklERiBc8R0tuVPmBsgIOLIuKe9oNQu3GiHx9KRCu144/b91Udp6Lo/8vs4ptbX7iQIcxFt2wmrrx6CujSuw8FuQ+KhpEI3+VIqBr5jqRdfcBMIXX5a6ZBdMbp0U4Bj6ukDmWeB1QaEU+kiHgRuDdHK/MgEZAcvTEQeBApkngW2mx5r8w0+h0KP/gx6B7Tch69vI1cIETIpvuR//wL0u2RlLlKQAx/AwFMjcBhxsEOqnLtn9DHQiqUDAI6ODDlD3H3qHrDz78hSFJvAimW1nweOm82g0PJkia7xBQ+jExLBuBEyKb7ngCi50yJ5V4V7d8hXH4wTy9H1SoUxeQcnShRqfGhkB1whQzI0J5Ok7W6G+bGyA/q7LwIfN9aJsFgL1KL5+22QUEEMPr2LhngkSD5qEkqULJpTKa2wOUJdvwOE5i+UGAgUyDwOLLJgscMkutdCLtMEE6lV8pQDH1LGaHTbymLfGNJwsXTAlNVVns0RECnA4xmI1lcAqFu2dQN8/8b3XgM+MiTgGNiJpEIF6Fl8pwDF2qkdmpTY4TWU8JVm6EKJv8mTOVxB4FJyGlSmyRue7hkhDTDqMQJ7MRQpOs2j2FS7Zj1joRdoAAgUy9wD724au9s13ui95BW1LN6R+FX2XJVAnVzOfPHtOli7Ygy7Q9xtQuwVZluBH88i+L0gn94WACQH/uMJN6Hoe1BwT/bhGjiC1gBW3tEBmCbCLbVyb4isjYFu6NepXkXkyUWbpQgW3ep0sXTAmPvH9d/oSgPKvBtUBLv33GjsXoRAIIFBg0aWgbQ9fkO/BTfhk5ck8qGBP29Rsi68UYFvCNeptly4AT7lkt60xbEeY23z/dSimFMOFjgAjjYyNQIHMMDC/UsCZPwb1My4DW8WWoASqSkCD8saWjB5kiypM8ZUCbEs5Ar390oXSJS6PfCyC0G3tokDmh8B7qzVybHSsF7sM7N7WMKRxDSNQIPMM8KbJCVTYmGFcoh91GahYtBvWkA4L/AJ7bDaLtbcpeJtt08MWXynAtqQj0lsuXVjtkk1GFLpt3Zjsz+v/Q1iCC1Jkz21bENKwhhIokPG/G/rfDycKrMFqT3WZS/+pDU28g4MXWfSmEfTtCna2xVBL8ZUCbEs7Iv3E0gVzd/o8l4HPm+s7S7mKhXslSBieOCPffzvr6Yi/tQUyJwGXT/wDG7wzm1rl0L9x/JlKxDwLexKo2zRqa1satRZfKcC2xCPU2y5d6KJrm7ksfjrCFNrGlUfmWg0fNGmQfP81oSSaWgkUyPgF2C/ERpes/TfCFKlofCDkf/N9ua3jBNybLLO3s60fWYZkSywi/djShdnPgzZauqDR16cYMCoyEaXYEm48Fr5Bk/g/k2QVMtIw4SSaaAjYLGVR6Osd+fuOBryBlwIZfxni7UCXgXy6JLLNVKQAh6AflUmBzCWA8bcfTWL/FA//JKr47eBnFZkvJOAzk9tSedKLvtJl4MR2aLe0ofkJzPweXD3nBOu2SLLU6Mdk87e+eTPM03esQn0/ZIZ3uGRNDtYxci8F2AhT/UTlZk1WiTbgks3UL5vW8+zRl9cot1zm0wqx55Itq2u9VkvGrUIgz6LvK/Sxhvl+0SX7WUOtyEIQyJM5XcE3Q5j6x0qekSJ7URjbSjZSgKOkGcKXx659mlLW1LSEPm0eA/9rqm9nXYHM1cAxhm2Uf9wMQYksWgIFMnnA5Mffcy7Z10QbXbxNECiQ8V85W6/x9e01+rgUA/6/N5FeUoAjxRnOmUfmIm2+l+zza5m9zab8+t/horWHVZHMHiX4lWlr5PWeKSnRRU2g3GeSSjE0nJAi+72oc+h0fwX6loCy3loSGPHPcnfJ+vsMRH5JAY4cqb1DfxH4bNY+BbzMxFrBxQ7Z00207aj5Nz2bzmZOVoHRAecywaUdn4LWaZPlRMHFDv2yUUyE3buKvgcSqL1CuPxXCXXIPPoNlzjaR5ACbM+sLhar6PvPBOpiU+eKRMbh4QFTfTvpCmPbxRlPhJAlHu3U+63ZFpulcvK8RtfHeTI3KTjc1qNCP11CH5LikSFbWxu9FGAbWnXWFsj434L7zMLo/3MZ2MJM2z6qAn2fA3WeaYsUrHLIyiYHpsBEVxcCNpvFyBub2rvgGfae+yqK/jffA2y9aVjWhTo4Sf8fbG1t9VKAbYnVUZ9n1/0UJZtTelYoSvs7PPKnOqbVNK49Mgdr8Ee/xlcJddk82ebPmJcI60fA9LhMPwOZsxC+H1bx1lcmeOkOYA9bLxp+uY7Zh8Q1x0YKsG0P1Vmfp+86hTrKIsyfNRyfIvtzC5uWk66mb7sRlP+GYFOL5IddsmkLvUiFQN0I5Fl0nEKbTrCSWfshemI1C7caIeEX3zB/93c4ZA9R/qTnmC4pwDGBNg2zmt22HmHEn5BldSn0jUlGjlUsXWtl2CJij77HNGr7yelWO2VGox9PMfDmFmmepNkhBApk/gKYLDWSdeuWz8TYvs6J2zVYH/Hor6iYR9b6DGDLFGfIpQDXSrAO9rbfOSel8BKoK6B0tcvApBNZ6pBkTC7zZF4N+lcKVfZc5ApF+IUudGYuA0/ElKaEEQJGBGyWJJXginlkP2LkuMNFRfreOoK6Q8ErQqCIbGtJ29hSgG2JxaQvkCkCc2sI96KmdFcXsz+dZPEfa/DTMNM8fcdo1CUJSFVLYnoRVnCIQ9afgCGXEGgqAjZLkkAXXAaqPvtN1bgGJbOazAEj6DtAGe2rPzVNdadLf6jNOaJorhTgKCjWwUeBvstAnWzrukwxQqP8nXiubZUzR8dHvV9XqCNt2w9ydKM9M7GIk4DNkiSN+mCK/uvjzK+VYq0ic0QCbgyTs0Kd6dD/9TC2UdlIAY6KZB38eCxaqtFlD4mu9v2zSip/16hPNOMftD95ooTKlFDHK9gHmDXRDou23u6SPaQOXSEuhUBkBGyWJAHLXLJhdnCKLN9mdVRg0YmgrwiXnzrJpf874Wyjs5ICHB3LunjyyFyj4ejJzi0K0qiZQvl7mU524Wn0wwp1C+hlDgPLFJTq0oAyTjU7bJTHXaRQGf9/gUXA62qJr+GJtazJbMbQC7X4EVshEAeBAn15KhwiMj2+jIJn9ojHok9o9IVh+qoEH5hH9qYwtlHbSAGOmmgd/OXJvF2Bv3whsEiVKbbGGdkWdmPHMQgT8NYk2V/HEEpCCIGaCVgeRSqj4EnEwx+qoNd0oQ6aS/aemjswIgdSgCMCWW8345M3/E06dqxnrNYswupql/7j6slFfAuBqAkUyPwNeNV0v5P/Bif+fxkFw4vs+rJZlPwDWHaw7QsN/+xCH5RkwPgAF9sYYfRSgMNQa6BNgUwO6K5nCq1UhBUsdcguqCcP8S0E6kEgz6KjFPq6Cd8Bf3d/d8m+uh55tIJPj8wh/rIsBZvZ5qvg9yVKB9d7X2fbvHy9FOAw1BpsU6Dv0gSJo0ro0T2Ogwum//23vbpawzoFV7myTrLBT6OEr4VAgcxSoOxEy+l+Ner7KfqPryVeq9k+yTZzXsvLvumvCAn+d65s63JdlA6ayyO/b8a2t9e/ys1IuI45FehbAIljQZ8EbFQuVMiHto5Z1+5ao29gdDZ31n+FJ5cQaFkCE6Ng07/TTprrUGDR/gr9TW147GiZh+DXJTY6aB6/+kezPiBSgJu1Zyzy0uwyu0DXZQrlL8HZZGxUPGPms4XHppXmNfqjKQauadoMJTEhYEnAbhTcGbP982S+puBMS5ST5ff8neTBW/LA6hp81N1UCnDdEccboMhuW2hGvqhRB4Jum110NDwG7C2j3nifJ4lWfwLTvwUbRGzb9e5FFu5ZQvmvnHsNOJSVaLg5RfaIsPZx2kkBjpN2zLHG/7D9nV5mzLSslorp67A4muOf56vR17sMnBJHPIkhBBpBoEhmVSlgy9WpebXfjm8FFp0H+nO18C+hH5zHwN61+IjTVgpwnLQbFKvAostAHwM4QSk0uPj+GejX6Kz/vykK/YrfvhSUs9wXAq1OYBUZf8/zU23a0S57nhfI+Dt9fTPM+b2TebXiiggpwDZPfItrNSQ8+nYGtbNCHVaCPoWeN9GsuIuvhlWgFyfg6gQ626wzFVu82yX9FiEQYolhy5/65dH3SY36im0XTfu3ah0tuiJCCrBtz4teCAgBIVAnAnkyjyuDWb8Tkyz9LVhTZKeck12n1CJ1u5Jd39xFyR/1vrNGx3coSmc4PPKnGv00xFwKcEOwS1AhIASEwEwCq+nbbgSVBTY15aPRuRQDPab6RusKZPxX7X7xnV1DLmuBM1yyl9bgo+GmUoAb3gWSgBAQAkJgAwGPzMEabrNhouHGFNkQx3faRKlNO76drl94az1/96cjJM7YmIf9lREtfUkBbunuk+SFgBBoRwIF+j4H6jybtmn0kSkGQp2NaxMnjHY1iy4rwYc1ev0xo2H8KPTZDgNfDWPbjDZSgJuxVyQnISAEOp5AgYw/Cj7YZlOdBHrPZjpwoEjflqB+UjL4rh3Q4f5JZ/4rZ3/rzra5pAC3TVdKQ4SAEGgnAv+mZ9PZzMmaTMqa1O5nx4vwM41mkSdzhgJ/tFrTqBfU5136rd4GNLrtpvGlAJuSEp0QEAJCIGYCRTJ7lMDqCD0F/UlW7dWoNfQFFi7UJL78/9u7Yxa5qjAO48+ZgLg7YywsVaxs0ogQZ6KYwsL4GYLodinEYgslFlppoYWtLILIGkjjBxBMETRgdmajEUGEaGOhnRHjTFZjdo5c2XU1brLvZc6ud2aebfe9733P7yz8uezcOQmemowrX26RlxdY/3SyPs292gBu7t44mQIKKMCIY+9Drnnedb7UZvDYQfON6L0OvDrpfTO83aH/0qR9mn69Adz0HXI+BRSYe4E6BzZsY2XS5Q5roaMOJwWuTi6C/OakZ5UnuJJJy23WPpp0pmm43gCehl1yRgUUmHuBIb31BEe3ISLfXJfJZzoMqq+h3Zefn+gdvpv8VnVe7243iMy4c11e+ZGryw/z3e/7MmwDmxrADdwUR1JAAQVuFcgcuWuDez7JcKyOToYTHfrn6lyzV+3OEag8B2nXs8irHpEAzvBzC04t0q/17vNeM07D7w3gadglZ1RAAQWA6rWeMan6UNIDNUB+SIwfL/F1jSO6R6G1BPkUcNvg/edsdwrhDN9s0nryXi5erbGemSk1gGdmK12IAgrMg8AG3eNbIRxebguuwKETC3z2ffiircLqafc6h5YS6fkMx+tev1t9It/I8F6bQa0ToErcu0k9DOAm7YazKKCAAgGBId2TiXQ2UPqvkgzXquvarO15vvb2024mLyX4+9S0uvf8b31e+Y10+j761ybvNd0dDODp3j+nV0CBORW4Tu9shpOll78dCrl0Y/gK0ivz8gnnCJ8BHFGyRgEFFGigwJDul4n0SANHu3WkN9r0X5uCOQ90RAP4QLm9mQIKKFBWYETva+BI2a5lumU4nxifbrO+XqbjbHUxgGdrP12NAgrMmcDWMX8XgfsnWXr00IfIq0XAzQwvd+hXxw/6cxsBA9g/DQUUUGDKBYb0nk7wcROWkeDbRH5mgcH/fiBEEzzuNIMB3PQdcj4FFFAgIDCku1q9KhQo3ZeS6hPWLcZnFll/cV9uMINNDeAZ3FSXpIAC8ykwpPtFIj16UKvP8GsircJ4tc3g0kHdd1buYwDPyk66DgUUUAAY0VupXk9KcLgOSPB/u3+1THAhkz9YZHM18fkfde5j7Y6AAexfgwIKKDCDAhs88VDm5oVMerDQ8m5Aeten3UKaW9+VXa6bnRRQQAEFGiUwovtOJj0bfSLe5Un4lzH5ww6bL/i0W3ZrfQIu62k3BRRQQAEFQgIGcIjJIgUUUEABBcoKGMBlPe2mgAIKKKBASMAADjFZpIACCiigQFkBA7isp90UUEABBRQICRjAISaLFFBAAQUUKCtgAJf1tJsCCiiggAIhAQM4xGSRAgoooIACZQUM4LKedlNAAQUUUCAkYACHmCxSQAEFFFCgrIABXNbTbgoooIACCoQEDOAQk0UKKKCAAgqUFTCAy3raTQEFFFBAgZCAARxiskgBBRRQQIGyAgZwWU+7KaCAAgooEBIwgENMFimggAIKKFBWwAAu62k3BRRQQAEFQgIGcIjJIgUUUEABBcoKGMBlPe2mgAIKKKBASMAADjFZpIACCiigQFkBA7isp90UUEABBRQICRjAISaLFFBAAQUUKCtgAJf1tJsCCiiggAIhAQM4xGSRAgoooIACZQUM4LKedlNAAQUUUCAkYACHmCxSQAEFFFCgrIABXNbTbgoooIACCoQEDOAQk0UKKKCAAgqUFTCAy3raTQEFFFBAgZCAARxiskgBBRRQQIGyAgZwWU+7KaCAAgooEBIwgENMFimggAIKKFBW4E9yBSEX02J3EgAAAABJRU5ErkJggg==</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="216" y="204" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="10,0,209,1" 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="295" y="130"><block s="receiveGo"><comment w="90" collapsed="false">Cristian Tavarez, Lin Qiang Chen</comment></block><block s="clear"></block><block s="down"></block><block s="doForever"><script><block s="doIfElse"><block s="reportGreaterThan"><l>0</l><block s="yPosition"></block></block><script><block s="setColor"><color>245,0,55,1</color></block></script><script><block s="setColor"><color>10,0,209,1</color></block></script></block></script></block></script><script x="535" y="120"><block s="receiveGo"><comment w="90" collapsed="false">Cristian Tavarez, Lin Qiang Chen</comment></block><block s="doForever"><script><block s="gotoXY"><block s="reportMouseX"></block><block s="reportMouseY"></block></block></script></block></script><script x="18" y="367"><block s="reportOr"><l/><l/></block></script><script x="298" y="521"><block s="setSize"><l>10</l></block></script><script x="398" y="612"><custom-block s="%s divisible by %s ?"><l>10</l><l>5</l></custom-block></script><script x="162" y="639"><custom-block s="integer? %s"><l>4.3</l></custom-block></script></scripts></sprite><watcher scope="Stage" s="reportMouseX" style="normal" x="10" y="10" color="4,148,220" hidden="true"/><watcher scope="Stage" s="reportMouseY" style="normal" x="10" y="31.000001999999995" color="4,148,220" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="%&apos;Number tested&apos; between? %&apos;first number&apos; %&apos;Second number&apos;" type="predicate" category="operators"><comment w="90" collapsed="false">Cristian Tavarez, Lin Qiang Chen</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doReport"><block s="reportAnd"><block s="reportLessThan"><block var="first number"/><block var="Number tested"/></block><block s="reportGreaterThan"><block var="Second number"/><block var="Number tested"/></block></block></block></script></block-definition><block-definition s="%&apos;number being divided&apos; divisible by %&apos;divider&apos; ?" type="predicate" category="operators"><comment w="90" collapsed="false">Cristian Tavarez, Lin Qiang Chen</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doReport"><block s="reportEquals"><block s="reportModulus"><block var="number being divided"/><block var="divider"/></block><l>0</l></block></block></script></block-definition><block-definition s="integer? %&apos;Number being tested&apos;" type="predicate" category="operators"><comment w="90" collapsed="false">Cristian Tavarez, Lin Qiang Chen</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportEquals"><block s="reportRound"><block var="Number being tested"/></block><block var="Number being tested"/></block></block></script></block-definition></blocks><variables></variables></project><media name="U2L3 V1-Predicates" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>