<snapdata remixID="8692626"><project name="U2L2-Mandala" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" volume="100" pan="0" lines="round" ternary="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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wwxksfnbkoF5KdPetRFoUs7DLu5L5UbvvzYj4HLe+BNpOLRZ2VHZMl4kYNrdc+0tD9/DeN17HqJbY2pBix3g6rvn2jscvoch8pObPA55nojE5jIQ36Jn/ZeLesewzzCq9TLPO2ogq2A3CQKKgDcJ7OqmmzsCodk9GO4g1a/tdSxjDkAfBThcHl1FRHcks8WsSE2K3269mW2ITaWQ+Q4z/0+jvdxmBOyRvucbTN9NZovfa0jweaMK8uplB7fVttO3nf7PV+L0zfI5++203F3mePuyzK6eK4WKV6NO/4/EUTDWSKaWSFVWCpkCM39C9of9h6EVAP9BN+3ptQ/n+Qyz+4JgQES3JbNFESNRh0LgP4KAIuD/CMzqJmMJgUAUQ2z7XtFNWxKmho7KHON2uDiUgx9/IiwH4+akaX86bORYxnMA9thq/MC0CccsbCzK4e+rTtTr6B/LtWIQsOhJi2/uCFGPoecoZBaCuTf491zdtN/aTj+FcfgcR316tljXZzjYH37D4pDbL7llcmbV2u55AEbEUbGMX4NwLLNvs0jAKmi4LzndPjIaq2MZLwPYCcDyRklk7WCj2ioE4iCgCDgOSqqNQkBKg6K1veDrkqbv21uxvHKdgwCExglLCXx9vb3Icj5zJhFfAuC3umkf2wxYz9MXeEg37ffVaxeDgP8G4MDaxCjHSn8E0H5PxDJrvZgZsgT+KWY+K5UrXRqns8v59JlE5MVBhBcBnM1MVcD9uG6W7qkhtzckjtrndCzjZj8OOiuVK46Kw997J7Fm3D44V4wqHgzLqypW+lqGqhmO0/+qzcZBQBHwxsFRXWWMIzCcoIR1etbeulIwHmDgAALGSeiSuATQz1OmfW5TUhWpSRev6Dl7UvN2U88Aaz9utPwcZwYsbTxRDnK/omfnS+YvKgXjXmYcKmVPummHPsBw8sYiaNip2Z7xCFKtE4djGStl2ZcI9yWzfkKZU3hj4miEXdw4ypbxA4A/Lwllfv9hHQGPJbP2wU7BWCn9Gk00G+PDW4W3iRBQBLyJgFe33XwQcHxrQLHVW0uevrBfAkPAK8S4rMe0L4wTTbB03bT+NrxO2cr0ETBJN4u+m1Gdo9UM2CdgMa3HopRZ7PUUp0ATiDyiEaekEUerOt6wcbM4KgXjUWYcwOAlIgTyRsTRCuu4cYTX6beMc5jwNZYl6KAUzFcA81Y01jXaAmj1HOp7hUArBBQBt0JIfd+xCFQKmXuZWWaL4cEEqrjg76dM+6p2gKlY6fsZdLDr0n/1zihe2+pcb/mZ8ISetd+5QQRcMP4Bxjt8jwbRsmSz1yzdWO+afbMzJ2sa/4bADyTN0iH12sSJo89KH6+BLPlxEf/EjRlHozrj6LPGiaMxpsaXNNC3GJwMFcikrQbc29NCCaxVn6rvFQK1CCgCVmNCIdAAgUBTWeGjEPAQaLYdoCBSCKwPAoqA1wc1dc6YR6BspZ8jUK3xu8xK+8B0gW4Wr44LgiyJxnEhCq9XzhvzidDbqja12RI0n48tKkFtr0xEmbEglbM916FWRyNXpvWMY0owk1ydnGvvQOdjTe394yylyzlyf2b0bWgczeJ3rMypID7Pc37ytxuGDgbPTZmltjLFW2Gtvu9sBBQBd3b/q+gbz35lD7DWO1eSjGRf0PPe9ZajCT9OZYsXNwLSsYwKvL3cxj68tec6llEl4NlQaarRtRuaMQwrUw2Ul07UU9svvp+BPXXTblirW+cZJHN5kW7ashQr5LfecZSXTjwktf1ih2XvPKK8NfTCYaUXy3/XM4+IPleQCLdBcdTDslzInK0xvhJZdpa+lxeFoSS14Dy3HQzVH5dCoBUCioBbIaS+70gERi0/E1aBPWGHZTe9bO983CTjL2B6R2gQQIxXmOkX+ozit0PAKnnjV0w4BeAf6mbpzDhAlmenjySNbiNtcK/k9AXPNjunHgH7SU+cAlDSTduQ8yu3TtmT13Q9wy4flZpRuj3Oc1Ss9KUM+gYxrpH2EgeBf5hsN44tBvdKHu3H4ViGDSDNoLIkhbVNwHOm7Mlue3E4VvpSBHEkc/Znwns6szP/S8SfY/Jqf0mESED8xE2L7A8ct7NXE7wdhvt8CDK1DB1n9Kg2cRFQBBwXKdWuYxAoW8Y/Cdg3nPWAaBWYtyHCNWCczIDmMv2gN1f8lkdwvgeu2AiOk+xoZl4Mwg3EdAaAom7a0+KC51jGC2Bk9Fzr2WqUgJ3ZU49AInE7wAlmXFRbDuX4ilfyLLu18SwibJEJ2m+UOKT8hwjfBKiKavVIfcb8u+IuQXskvgFxMPHlYJxARBODbOd1RPRw6I3cl898XyM+lwCXyL3WZe0UEVJh9mbC3moIA0+mTHu/uBiqdgqBZggoAlbjQyFQg0DwI79cBBsImM/AZGZeohFNTJp2wqs1JexMwPNJ0x6xT+xYmbsYfDAB44PLLgVwk27an40DdFBCI2S3e6v2IXFpoH8yIFnLI2p7o+c7lvG8kGmrfeXae4YrAe3O/FrFMVQzDNzvgj1Ca7UEHcyi24rDsQzxDz4uFN/wS8noAd0sHhGNtWIZcxnYHYyXpUa7YhlVl3kxEU0gYCEDsn++FIxt47wcteo79b1CQBBQBKzGgUKgloAtg13iMzWmS112P62R9mtmOoiI/xpIFU5wCsb1MpuSH3R3bVdm8skvlMPLOFb6WYDeysCfyFfI2jL4bjkz3ZnKFc16oC+6MXNgtcoPdmvuwTtNn//nVh3j1/WKqhPJ3/Fjujm6tje8xitzpn5wwNUekDhSueJDra7tk50fh9+Wn9PN0p5xzivnMwcStY7DsYxH4VkLSo4YlsYh4DCORIIOmnR8/TjK+YxFxB8DfPlJMWlgVB8kJD5UG8fCa3dLaeMHi94LE+EGPWuf6FjGEjmXmd4vcQy6OKVLwzXhmGj3ZSQOZqpNZyKgCLgz+11F3QCBSj7zEBO/V35kZfYXEi8Bz4H5fCa6kYD7k6bt1QeHIh0aqNBjFk3nRuOrqOIyEN2qZ4vifuQdFStzHROOkaXs4CMxZvhTVPy/YhlPA3irzLJbdZCTT58Hou9LO2I+Ppkr3dTqHJnVAXguadp7t2objcPnXz4aCXxNP97+v1bnthNHJZ8+TjAN7vEtPVe6IMb1R8URmGN8aMiAgWgFMW5JmsWTwus5hcwt0Tj6rYzlgrNRsY2KZdwnqwmCKYjOZ+CtIRGHY4KYHk7mige2ek71vUKgFQKKgFshpL7vKAQqVmYAxKuTWXu7CAFfB2CqLN/2WcajGnBAdcD96OQT59/lkWvBmMuM3UHoB2MSEV5JZhtLTTp546cgzIhaEzLhb+RLRC7UTTvdDHQhOAb2amfmGLwslABMjrMMLUIg0TgqBWMRM3aKk80dLD+3jCOMMTqTJ+CZVi8IjmV4cTDhPmKITna4wrAMjNl6zv5iI/zCOEBYBEYPEZ5PZv1thIXXTz0i0a39wQUe6zXtdwVxzGemk2QmLAQsJVpg2jLZRKGso/5gVLAbhIAi4A2CT5081hDwtZPpAj1b/NYwAbvbAHR3V9e63XY+ru9Ff/+SxkVlIisF45vM8CQpyeVsckZpThxsKpZxkQv+HIEmBu0HCXi4Z679kdqa2WfmYJuJVeMVkFcK9VuGr9IVZ+nWI5iCcWyCcZOLtbv3muUXGj2fYxmyb711LVEHhLRSN+3QzGDUJfqs1G4axj9fJRw3OWuLOULLI9zLJtB9YqYAxprFCXunvaZjRfRkqW3u38O4hxnvAcGT6GTwYg30i6Rpf7PljeRlaXZ6OmtU8PqJcE4ya18UnieynQCL9OTWL9/Uu+vg4LgXAD6cWVsRErBTyHwfzOepZeg4aKs2rRBQBNwKIfV9xyBQtgzZsz0s/HENCVj2TGVGyMxPpnKldwgglYLhukxOWE5TyRv3MnkzWKkf3QKEB/VsfRejeoCW8+kniEgyr18lwlvE21aWRgH8awsNx6116XsMluXUgeSkKTvTIQ8saSd7eJhkRsZR+yxhHMz4TCpneyVI4VHOG5IV/Cti3JfM+WYLtUcYR5yZ8tB1I3XAfP/BEyqLFkgZUDeBrhuv8XfWuJDl9bdLlrl4KDPjVUAwGu6POIPUKRh/A3t78l4fReOQ8i2NWE9m/XrtaBzhnvaIcQHcm1LSlHFgV22aIKAIWA0PhUCAQMXKrGO4A7pZ8gQYagh4AYF6kmbRcz9yPDcdnCPCElTtvpK7Bh8Nly4rlvFnBj4gNcPNZotR4KOmCQEBnKZpokmMnqBkRqZ76wYS4w7cZfrcx702MQUsRpBoE5OHBTfsdkBX16AkRjVM6AoTpwYHu9415YQXHqsdPLVxxBlctXG8NGeP/bvddZIo5mEdGF/0uy5/P5UrXenH3tqsYiS+3qx+OwL+kjTtD4ZbCTTY9S5ODJwGIrGWvFAP3Kz8scD9umlPGU3A6ZUErTscC3FiVG0UAvUQUASsxoVCIEDAL7nRfqqb875US8D9s42cq2H22vHuxPQx8yVL1hOWIMJUZrgArdbNYph1i8WF9AdWs7ekqrmMC3tz9nmNgOb7951QWbRssQbtcz3mPCmb8Y7KTcbHeBC3gaCBIWVRcn35m5UkpBeZeTIIA3GXoOWa/da0z7pwf7HlpO0mTjzkSS+O8PCXmEfGUe+ZHSuzHOAta5eoF9+/74TVdeJoNcA8AmZ0E9FCwPMmDpTGeDmDtpN4qQtHJY+z7wyvFcaRnLTdRKqJI3q/vrxxgUY4R3wotiQ+dGK29JfheP04iKAxY34oXFK6ZeqE8Wu1xZqLGT0z7PxoAp52FeB+US1Dt+pZ9X0rBBQBt0JIfd8RCDhW5laAPxn9UY3OgD3C9Zad+e+9ZklEN7yjVZ2sYxn9IkUZTfapBbTPSj+sEb076sUbug4BkD3XMHMazqyph1NCu5IBSdQSYhZKLmrsfqsnN9/b22x11IujkjccJvTEXTr2krQY/cmcrYf3qxdHs2fpz0/NuqR9X4RHgoJIl4ASV93T9Jnz745gLHvBW9e6NNWLI3q/oeQ4X1Kzp/7LhLx0jTRaqI2jloCH+51+p5vFo1vhrb5XCDRCQBGwGhsKAW9J0/P85ZRpS4LTELlG62YDPeQdQn/Y/kLm5y7z54Lmz+gNynscK3MtwCdJzTB3a9N6j53XFwU9KGVaHJJEUIe6PQiP6ln73Y06yMkbMoPbioikjlZmjZ5ZRILpgklNzCKCl4KJdeL4P920vxZnQDiWcRmAr2pEv+jJFj8fkJJgOBRHvesssjKnViNmBwRUpdYLoFV6zh5aQag91ykYfwdDPIyX6qY9IbifvNwMxTH0InDztF4acOf5Yih0nW4WZXl51OH4ZV97yRd14ng91MGuR8Bly5B9ZEqZdii4Egc21UYhMAIBRcBqQCgEwv1eQj6VtaU8qC4Bl2elv0wJuiKajAOwzaT9m5iPrs2qrQVWSJ68RCKak8wWpf506D4EOrtK7niN6X88ItXoeH168ZZmnRPdOy3fmpmMNXw7AVLj29QsomJlzmLwxbVx6GYplJ2MNSYcK10EyIheR+JImsVLoheoZ3bAwNPYgo5MHV1cGHcv25mTOQYuS82w5hJ/N8Ha2mgccs9KIVNg5ukMrGtGjmHWOhPdSuy+rTYOrvLpqZmln8g16xJwwZhNjJxaho41VFSjBggoAlZDo+MRcArp68F0Qu2Pae0StP8Db7hgPOACIsQwNANyCulXwSSzsaYiGo5lPAdgD6kZ1rN2UoQfQDiYPaEPiNLUq7ppi0FAy6MRcTGjqzLHeHDILILESwGvVAfpl70zQ/3q+nG0vGlNg3DlQAMekjjCLOK+WZnvJ7r4swzs5CeR+WYHyen2QUQYHEHQbSaTOZbximRBg/AsAW+V/hBhFKdgVKS2F8Bc3bSb2gaK4xSIF+vZ0ls8kg1WQGrjaETA8rlfssY36NnSie3iptorBAQBRcBqHHQ8AuV8ejURaeGSbHRmWivdWLaMVwjYUf52tHED+/R8aqEsY4Yz2SqDl7VKiqrkM2eyxtbdJRAAACAASURBVBdDkrfk/4OaVhe4ude0Rbc41hF35hg1i5AyHk/jGCTOTrJ8OiqOWDcPGvX/dvLe7rrup3yfAsiMdJVoZodlVFGzg0bXjRtH9Pw+y7hJA471jZowKNlzkqxGLp2dzBUvbRaDL/xB20VflqJxMPBaKvISVG8GHBDwWmZ2U7lSKATSDnSqrUJAEbAaAwoBmckQcHvStI+KolFvBuwU0neA6eMM3J6qad8/Z2rWdTWLGfelGtTJRq8flLqIoAQ78+2J7zwHUioT+1gf4ipbmbswwiyCBgG+Nq5ZRO3DBWYHssfaJd/JPjdAD6RqzA5aEaJ83+rFpfYa/7gQ2+tTDfESFjHsgaRp+2VLTY5y3riXCIdqmmv2TB+ZtFa2jNsIOBLEv9ezpU+El2lEwBXLuI2BI9UydCvU1feNEFAzYDU2OhqBfitzhQv+cr0f0boEbBliVE8g3Kln7Y/XglexjMcYeGeC8OFJWftPjcANso49s/uAuJanTFtKbmIf60PA4cUli9kjLuIqM/nL5mK95zY2i4gQkkUaf0ycgbzThq/BcbOoo0Gubxxly1hGw4YLIEYlmpVdC+SigvGhKuOPBPwjadoH1H7vFIzfgyEmDiPiaETAcr6MEQ30kx6zeHrsjlMNFQIBAoqA1VDoaAQcK70S0EbISkZIyjNjCN2DKpaxhIFtAF4G0Ba6acsy7qijnlRl2Kgyx/g4u/hd4C8r9bwrmeljRCz1qZpLuLA327hmeGMQ13AcntTjOInDsTKid30MMGwWwb7ak7cqEMwORf0qiJnk3Ft0s3iSYxmrAtWubQhYkQyylOMOrHYJuK9gXKCxX9vLTB8g4jsB2lq8kOUz0vDJ5HT796MINiI12aDfVgG8BiAR7BiKozkBi3yluy4Ub4kbs2qnEPDfedWhEOhgBLzlZ6L7ktniKGnF6Ay4bBkyc/oQiD6fIHfXqktnNVt6lGQtBsp61p4cwttvZcT79mCAVohoR5DEc7meLX0lmE1VIMpXwAvt+AG3s3QbxlEFnarB3ZtAp9fGUbGMqxiYGTGLCEOQGeespGl7QiUjXlTAV7jQnk6ArxYbxpRpfzjusGqHgANf491EUyQsE3IK6R+D6QzfrcgT19hGAz3QYxbFI9k7nIKxkIBUmCTWgIA5ofElVdZeBPPPwziaEXClkLmXmQ9Vy9Bxe1u1iyKgCFiNh45FwClkvgfmbzf68QwJuDuhrRp0q/+MLl365Imb9Kx9fD0AK1b6YgadRYxrkjn7M45lLBMlK5fxaG/OfneYRDSK/ArGr5hximccr2E3fbq9oFEHtUNcco2+WbvuqyVGxxEmf/H92KJ/kXGPC7zbL5cCs8uypwvSMF4Sq6S8RwP+3jPJ/ggdgjW1cYRL8G41sV/vzBefjDO44sThzDGmsIsXpLaXCNcks/Znal8Cwjj68sbfNfJqhpfrpr1dJW/8igmnEPiSpFk6uy75FowbwTgu7I8wji4tsd9A1d0qNGNoRNwg+l89W/xOnHhVG4VAiIAiYDUWOhYBx7OWw1aN7PkidoR/AdFqPTssNekRKhFFP6sF0skb80HYJcgQduG6x+kz5t8q7cqWsYIAVwiiASGsAXtZyjfqpj29Xps4xFVDUqOkJp28sQKELT1BDKBbdJfBeNUF/7jXLHl+w+HRZ6W/pYG+AsJbpLRIEp88ARDGaj0XUetqIFW5vi8SjmWIs9TxIKzVs8NCKTWxLZNM6FSgGubMnno0NE1MHMRcQaJ6Sc/ZUxs9g1PILBebh2h/BJ9tGSxze3aEDQh4EIRVera9PfyO/cNTgQ8hoAhYDYaORcAjWODvKdN+T8OZjTjvEHasTS7qt4yfucCpzZYeIzW/HJWZlHsF9/51yrRPaUgKVvpZgKSeta6UYjsE7FiZPsktkjicOXvsz9V112ga7cnMXvYyESoDLn9/SmB20GpQLMinT+sWswiGl0hGRIOuy89SYtwp+vS5j/tJXuToZrG31bWaxRFKeQL8nG6WpE667lG2jGsI+PSoWm6/blt+55rWBvvJVLi6x7S/UEPsUib2Knwv5Lq/l2XLeISAd6tl6FY9rb6vRUARsBoTHYmAYxlfBXBZCwL1dIIZfEXKLJ1RC5SvAz1a6lDE/Met1RZ5y7jgOxj0CQKeSpr223zy9aUp4/xgOzcaX0UVP/ISjlycmJph58PniEvAjmX8DMCp4p0r9a+ilCWzb5GtpCrOEZOJZpKNjV8Q/DjEtIATuBCMXq8eV8wiGMtAEI/jq/UaUqu9Xr04yrONHGm43pvBJvB1/Xj7/1oN1Nr+qFjGvxnYJ+wDWT5fN96dFJpphNdr1h9lK3257JNL2xhj5Wu62fo5W8Whvu8cBBQBd05fq0gjCDgFYzFcbKfnGitXeT/ojIoeMRyomR1JJnA1ajnoFIzrwThBlkuTZL+FpmNFuZD5HTEfxaCzU2bxksDwvkuM3+N2SnDOdsz8cCpXEhWulnaEQV2yLCP7EpO+6EcJo80OVgIYjGudOExcnsXfiDjELAIJ7Uow0p6Lk38UNc39Vm3dbaMXiXI+/RARieFFbDtH/8XGGIqjbGXOIvDFTHRbKlv8JM/BNhU2ZCY7HoQb9Kw9pF4VYJuIml5E+6WSTztMlGxKwHmjCg3L9KwtLx3qUAjEQkARcCyYVKOxhoC/v4t/p3K2GL2POhzLWC2m7bVKWNGGZcuYRcCMiBay53wkVoG6aUum7tDhWOnXAJog6ktB5vUIPeg4+IYiEmFyUb2ZY8TsQLKvw79vHtDogF2mFz0f4doj1E+OMyMfGZOXQd4wjpfmZPbvdlk8g4eeA4SFtWYR0TjCZLW4YiYjiDLQgfazoY0qwEt0sySqZZF+MF4ILA+HlvWD7YDZKdOWzO9RR5gFDWCNbtp1Va/KeeNfRHhbuxjG6XfVZuwioAh47PatiqwBAv1zjBmui1mNfiwrBePfzNhHTm9GwPJ9YEd4JwGHy/IrEf1vMlv8bl2is4yqCwxIJu/6/lA7+d3fCRp4RJZmZUkV4NUu04VdwFdYQ4+330k0yMzPaODxDNqDWXtHKjfvn80GhP9SgCuTWfvLcQZOpWD8hBmntYqjnJ+2H5H7BMDPM2gNEe0F2XcWfWoX/YPAjzXicwCSRDBRsnLB3e/Rc8//I85z1LYJyHStBnQnG+hyVwqZ/2Hmb8syPANie/ixZnFECFj2yp9KZv2thHr31jTM7Jluz16fZ1fndB4CioA7r887PmLHyrxC4B3q/UBXLOOLDFxFwB0MfCIGAYuYhiy1eiUvTUnuxmkzUXVvEJJpZdrQqpMcS6wIRRRk6BgA4Z+h2UGfZXxRkzg03JGcbh8Z43qeCIVulnZo1dZ/8Ui/3kyMJHqNyhzjdnbxCRf4Uq9p/3TYLAL7QTKvh48VutnYkjDec8nMV/aNtRP04+fNavHS4ZWGteqPkIDDMUHAl5Km/dPaa1cso8qg13WzGMtMI048qs3YRkAR8NjuXxVdHQREJMNlvJgy7d3rzGJcZn49lSu9pZ4UZbR9KPogn7WaCYbnBTNmdGvuwTtNn//ndjrIF5zAiQD5+4ySIka+/jJVeXd9ZumlyH1EavK1uM5KTsG4A4yPtxUH4fd61h7STG5BduJgNCKb3JmV3oUT9Lzv2xs9eDEI14cCJXExemXO1A8OuNoD69MfoThKvXtFhTjK+fSrRCSe0OH+9tApZct4XiPs2kzsI24sql1nIKAIuDP6WUUZINCf3+0wlwb/1ED7eQkB2yRN2yvNaUTAFcv4LhPOl6QmjfgYl+k2YlyUzNkij9jwqBSMC5nxTQCrCeiKaR7wKyKIQ1I4u17NoL+I2UG4dxos30pykScM4ljGiDjidr63DB0njrxxIRO+GZesw/tXLENci2SWO8EJhC988waW/XbPjEHMIgj8AQDhXusyZtyUyo0U3qgXU8Uy1jE8q8MtiXBRMtuiP4I4NOKjXKZbPDclxvlJ0xZP5mFizWcOjApxROOofQ6vnIm7PtSTe+HeuLirdp2LgCLgzu37jozcsQyRe5xUO4MpW8bdBHwkXCZtRMCOFSTxBH6+XruCIaIZsgTddOnR87ElbCtiEsFMeKFu2lNqO6Kcz1hELDPLMEt6JRPuSWXtT40ghoiPbsUynmZgLyKsZcb4aBxxO1o8ccnPPG4ZBwPbNTO8r3fPcFlcMsQlG5mAZ5KmvXejcqpywfgtMT4yAgemO1K5olmH+EQxbLKXgLUe/RH0Y+gnPCKJrlaKMoyDgXtSpn149FkCkwtJ8Boy2oiLv2rXeQgoAu68Pu/oiP0fSH5JN0vpEIgF1uS9u+B52j6hm/b+4efRGfCSO943cdUKR7KcxxGokDSHSaBcMO4RnehasY1aoGXpG8D9yax9mGOlfwjQ1zWiX/Rki58PzA4+FJn5LQfoVjE7aNRhtcTVl596gUbauZLgpFUxsydSMxyn0ysFQ2Zth7RaQo3GEee6YZv+2UbO1SD7sjTI+MGUnG86Eaee2TeL4KODPVs5bXWg1XxUfyHzc5f5cwD/SDdL34gbh+Prdf8plbWF5L2jYmUsBmfFXGKrbfSeCZ/42+J6WtCOZUhG+TsGMbDPFDPqCZ0uAbTL+rhCtYOlajs2EFAEPDb6UUURAwFn9tQ9oGnPjdO27X3L9H+VI0Qry5ZSYhJNahpaggbx6QTIrGtNMmtPJMKaOjMwMbr/Vm+udEG9R3EK6fPA9P3osm3ZMmQpeouwPYOXEFNez400O4hLwI5leHEEBvXbR2uGY8DjNfFrn/lbeqM48unzQCPjiHPtsLaXgKXseweLm5S31B+HgKP3cPLGVUycI9CEYeywJhUpEQqMLr6lZ+v3R18+fZ7WIA5mbFGROnEpQwMsMF1RTwvasQypAx+KQ57l1TlvT61zl/fBdd+qz5g/Nw42qk3nIqAIuHP7vuMidyxDkpRkmXIogcYpZBYCnKo3ew2WiZcAmEDA3KRpiyxk3cOxjHUgvKZn6y89OgVDljclw1jqYsUoINRdJpkQ6mYxmg0cq29G1M/WxDHk3hQjO3sEucWLQ5KppGQo1jFU2xtxSZLZJ0BlPVuc3C4Bj3xesQP0y5oCyckBAI96GLfuj6ZxVCzjOQb2YMISYkgN96jfy2gckRc6WemQ7QXRAVeHQqAhAoqA1eDoGAS85WeCo2dtT584rGVlxpWp3Mj61wWzpx7dpWm3eKXA0L6XMuf9dzOgnILxVzAOql16lExfdNHNYIRL25K7/DKYL5dZpvd9guY3EwVpdN+QuDSiWVKTWxtHn5V+uwaSpVJ54bhIN+1zW3W2N1PV6D2NltO9ZVuXHwnVuJpiYhk/ALykM9cF799rlv4Vti/njZ8Q4TSpPXaZPQGMdmwVpX0ofoEqT5UMcMefnYtk6M5D4h+ExzHIx0YzxOXcYCw8qGft9zeLoWxN+38EV1yOROz6mCmBmUa9OMIaaqdg9IHh6W63wlt939kIKALu7P7vmOj5fGxV2cNYWe1y3zP5uPl/D36EZdY0yiWnbKUfJpBn0NCqDnjkbEzUtfjL4xLjHxlw110LYA/RXQ4Lhhg4LWXaV9WCXraM2wn4hEv4em/Wvixup4QEHCzFztdNe2hfu2aWKEYMKTBe1HMjFbrq3cvf++Yvp2qMGcr59GlE9JM42c9O3ngBhF29WW4DQwbHMkoApsrSe7sE3FcwvqYxfsTAHSlzdJ1z2TK+RMCVw8VakPrgud3auJPXVde+J24cPtH7WdDeeAA/kjJLIpM5dISuVyEuC2+a+u7EoPZIcq69NZ2PVXH7U7XrPAQUAXden3dkxBXLeJEJmXBm5+SN1SCI/u+IpdRgX29rAv7CwAfiErBjpT8CkKgq+dW5vu7yAnZxHiVwMZh6mi0zl63068S0fTNt6tHEnV5MTBNAWKebdk0t7cjWlYIhAhhfkAxkct09krn58xsNBMfKDIC4X8/aImc5TDQFY2GrOCr5qVNZ0+Z6Wc6EnyWz9hebDTjHMiQjehwTL2lnBuzkjSoTL001EQ4J4+AqziYNF4AxJdCnDiuoD9fN0j2t/iAiQhzemACwsk6+wDowqnrOl6qUlQJiFJOmvWur66vvOxcBRcCd2/cdFbksOTLj1VTO3jlcuiR0vStpviB7shB5QoC/zaCqy3xMr2nf0UqIo9+aarrQLgQgpUTyt+T9sA9W3SOmzJwvZOwd/r35yVSu9I5moIuSksu8NJWLrUYl/r6JarXr3ZNnviD7ni2PsmVIktZQzXC9E8r59BNEtO+o5fQWcURre1Nmfd/e2vstnLXbuxKJwb8DXNXNkpeU1eoo59Ova0TbN5KaDM+vF8eCWVMP70pod0VmxtJnCzS45/SY8636eAzXAfdZxic0olsInACGZUcr1m4HMAYfDbcSynnjZSK8RS1Dt+rNzv5eEXBn93/HRC9kKnt4XYnETmD+OYA/6Kb9MZ8g00WADGJykrliKkKcXDsDXnRj5lS3iu8yWOo8Pd1lMM8dqNJ/TekuPl9xjeXQMFMP9IAXWsbMBHBD98B4facTn5Ma5IZHpZA5mZl/U6++tPYkp5D5XBCHuBi1lcAV2vQ18hl+5fq3Jge61zrROJw5xgy4mNUojtC3N2q7GHdwOZYhiVNdIPq8ni3+otl5Yb02Ef1XMluUZf6GRxhHFThhsml7spRhHEnN3nbBQGb37gT/BkR7ePrUABOooiXwP5OOL149TOQjhTjk80o+U2ZiHWBbN0ue25RjGXcC+KjEMVitviI5BHGW6+PipNqNPQQUAY+9PlUR1SDg5I2nQdgrcMlxwfy6LlKTV+//Ftp+sQNCFwOzohZ1wQ+qR8CaxpKo83UAO7Fv7i66y/92u7Sje4+d1xe9XVAKtEA3bSO4hi0z5LDkplXnOFb6CYD2G5+gg3Y8vvhQo/ZBPbNMuWUZtm0LPHmRqFZZ9IxdaDgpfGGIvHxISVPLOAJCu04SvRIJ+mKUuFrFOkRwVnoxAdvL+0yzGeNrN2YOXFuVvVj+p242X01oN46+m6f1aoPurWCI0UI3ySYCIPKZP3Jd+mvdMqSCcT0BM8EY5KUTdf3Ux1918ulXEUhVBnaWz+g5e++4WKh2nYWAIuDO6u+OjFb2C0FYwmCNmDwP4D7LuFkDRFlqdXKuvQOdP7K21/EzeIekJcV5iAiPJafbBxN5cod1D8cyngJjz3AvV2zxCHhOFJ/igu9YxqpmUpWSfCVxMLGYCbSdPVzzwiAJUNvXJhcFylpvDU0j6sURSVZbKvKSceOrbTeUTBbE1OiFIpSa1E17q7j3GhWHPxae1U3bc7uqdwRmEQ8w44DAoSlsdmFtJjmfjy0qexivi4CKC/y217SPDfanlxHIhZQvNfGcjhuHajc2EVAEPDb7VUUVQSCcicgsmF0+gwj/DaIdvR/irL1X2LRiGVcycEJEd1m++odu2gfEBXThrN5dE4lxL8B1P0qaSCsn7nTB+0ZLcOJcyxeSwAI9O7KWtJzP/IGIj5A4oMHTLF6fGXD0Gcp5424iT/JxyNGpb9au+2qJ6j8JVW+Z3oujmtivd+aLT8q/I76996RyI+UY48Q34v6BpCZcfJc0upyZ7krlih8d8aJQMF6SJKp2l3SDUqwnJQ6WtChN+0O1um63yTP7Xoz7nOV8+jEiemek/TICbkia9mnhZ07BeEZevMD8GjP+n8QBpmdA7K28xL2XatdZCKiB0Vn93XHROpYhvrJ+DS7zfBD52svE3xGVJCdvXA+iowEOVbBk9nlv0rSPapWE1QhMmQGRBv8HnjEtNHdoB/xyIf1jYjpDA67uMe0vyLl9Vmo3DeOfD5dgN0TAovZZKjf07Inurf/FzAkiXCxGBmI6AMK8aByBocTZRFTFwMq3J0/of7aduOq1HSEoEizBu1i7e69ZfkHa91vGz1zgVCa+PJUtfaXd+0XjYBe7tjsjjUpRVizjNgYOAxDMwmkFmG/Vc/aJgdrZ9/zn4wUATQ2e9XHdtKME3m4Iqv0YRUAR8BjtWBWWj0CwJyu1uKJOpEnNqQt6IAGIiL7vuENYzi7dWSvyv94EbBnPA8gEadG2brauva3XX5WC8RKLclfWF3SoFDIDzCwlR55Jw8Yk4PD+njIYswiVeC8QBHh72QzIXrYcu4KoTxSsNtYYq43DsYyVRDQumfXVwbySHmBhsmY1IO79xUBD4pBNXQBFvY4NZbNr1dOC9vAX0wyNPwb2PIXlWF0F7tbABwe12VKK5pWkxc0BiBuTajc2EFAEPDb6UUXRAIHQfzf42iPh4L+XBjZ3n20E3voS8HCykGQm4UM9x9vrbU3nFDIDYF4n3r4g9EYVqt4IAvaJxVepEkMCMZ8I8PH+u55q2IYOvnpxeBKPDElw2xFE4/SAjNfnXv03Goe5VfxJzm2V3Fbv+o0IONq2nDd+GdhGbi+fEyBGD0NKWGoZen16buyfowh47Pdxx0bo5KcOgjSZ/QYHCwGvBpOXvNTyIEip0atgSJlMe4d/rkwdm5YetbooaUgwe9KKcrGV0Wdn4h7vx55JXJo2/qGhJ9BX9iNhvCH3qRcHE29PIG+Zlwgvs+spWa3/sSH9QZCZ+Fti9yXxdmBsCaIhAibwYNIstVUutv7BqjM3FwQUAW8uPaWes20EHCstgv/RMc7MGCCK/WO+pRjGy2ym7ZsPG8p7ZvMbeHhL5QQMBIbzAR8PLaFvjHuMfkTCFiMIGKNdoDYwroZxSBY4i2GFf2yM+PzthvW7lowhca2K9RzMkH10efbI2GPWzZLSht4oA2bsXEQR8NjpSxVJHQTqLUEHy4ML2XXPTc2Yn28E3PouQffP2SXtuglvz3Tduqox9aSXRPN4vQ4pSfJEKsArUCNV+UYtQTs3TptJVffaYAk1/I1gD7eEdrJ+/DxP1GJjHXWXoL1yIV4KkCTHidhI7NKj2ueaf90u6XHj/P7QtKrRM729/oi1BD17ao407QcETA5wi253SH2z+q3dWANmDF1HDYox1JkqlNEIiLyj94PI7HpLgkRlZn6diN4aqh8xU0Uj/t+kaYswxdCxvgTsFIx/gOHLThKe0LPrlwFbtownCXh7qMblSVqCF6fM0o5y6TeCgMPaXs+bmKgYjYOZM5JcVM+QYEPGXm0cZSv9GoEmiihHSH4M/Ctl2vuuz302tD8aEXDFMr7oMn2baFgVjZmfI6IdwJwCZMuDNHlxaSWbuT5xqXM2fwQUAW/+fagiaIJA2TKe1wi7ioIVA2UCRGpynTvA76Jttde1tXwzM+SH3ffndfGKRrisx7QvXG8CtjKyVLzIm3GBd0624Z0bhlK2jE8TcA2D7k6ZxSPk8/6CcYrL+FVYJ7uxCdixjOUAZMbpyXSKmQEzXvbeIwg7i5nEkNwisEI37TD7d4PGYDSOsM5ZI3ymJ2tf479oZO4i8OEMnJIy7V+3ezMR8HBBfhzApHa9l6ME3G8Z57iMr0HDTqH/MBGedMfTsbzc3UHrJtHkHhcZa5JB/kKqzczrdmNU7TdPBBQBb579pp66DQT8ZWi2Re953QAd1N3N94khARFuT2bto+RSon7UXzDuc4F3j1A/Yr5ez5VOinu7Z+Zgm4musTyRoC8MDrLsN//qb5q97fTpWBH3GtLOM2aA5xDkzXYjxOzNijVOvKdKg2IqsMFCHBXLuIgJZ4GpWq2u3VNEKubMwTbvE11rgu9mxPhpGIcvNjL+WRAniHFJ0rTF83e9j5CAE9x1hEvVR+rNdmVWrIEmtDuTDONgxme6uqi7WuWfLdbsbfdqoz8q+cx1THxiGKCoomnA33uy9qGhKlqlYNzGjCMlZ2BggA4d180PgtkGkaGWn9d7aIz5ExUBj/kuVgHK0i0BLzOkXpPGBTO5pwHsxcCrKdPeqRalcsG4hxgfjnwuZUs3pHL2l5shWraMBwl4b6hp7JXTAA/pWft9cXvCsdKv1+73Rs8N94VZsqI3kIClRtar7QUW6qbti5R4s86aOLzlbzycMu2DwjaOZSwAIPXAL65vrbN/r/Ri+V8CSX1zw/1eX1KUl+pNLAhrMXYKxt8AHDhkQ1knjnr9EpRiiSqaV1bkvYMQ/pjK2qIYNuIoW8YrJFnSwDO6ae/t2SCC1xGwnCErB34dtzoUArUIKAJWY2LMI+BY6RJAu8gPYUCIZfG6DQzmrxCRDhd0Wq857IAjoIRL0JTA2XBZyDhMBFoB0G91s3jyqB98y5B62dd10/ZKhJy8sQiECa38esPrVArGHcz4OICv6ab9f406J5jVCykuWx8pygXW5EwXup+VbF0GX6HXKEwFPr1L9Jw9qVkcjih2gU6X7PJBDOw5xVxYbHdAedrWwHayX9pstuhYxlcBXEaE3yez9ifi3GdUHJYhpVQ71PpA+/2duRZg0QcfUkWDRn/kKi6uZ8bQZ2VO1cBXegIvzKencqUrHfFMBlJC+IFhxku6WUrHeVbVpvMQUATceX3ecRH33fm2Xm3ZioUJovcNMB+vAV/RwD/vMUunChgVy1jCwPYE/CMZ0X2utwdcLhizCfhERP1olQv8ode0jwtJu4twzs5Z+yL5d3lW+kxK0CVxliHD7Ok4CUcVK30Fg77MjHWpnD2+nU51LONmBEYUjbKLJXYNOFf2wuXa3t4n8INGcQSzcin1+a1u2se28zzlfHqtKF8R+CdJs3R6s3PDxLS42cxeH1b5rNTM0qVy3ZcLxjcHGWKq4P329VnGTZpYCIYvV6KKBtyRytozwueol4RVsYzHGHgnAUuTgRFFv5W+2gV93gV+3E10Y5X5b+5220zu/di/RzhmtYONaju2EVAEPLb7V0UXIOAtQxPKyaw92ckb80nDlGQg8egRZ8G4B7LkTLRCzxa95KJWSVhOPvNzEE+PLFN6pSe1JFXxVZ3uS5r2h5p1SKh6FUpNtuq8spV2xZA4DrlHZtiLAmGPJ3XT3q/ePSqWoUPEpQAAIABJREFU8ScmHBpV3QowEjuDhnE4lvFPAPuKcEYy68+c4xzhbF43SxHRlMZnilRlHHUsiQOEQ6P9HPZrKE0a3GUpmOboueLn6921loCdQmY5mLcB4Y96ZEla+pldLNBz9tRKwVjIjJRafo4zAjq3jSLgzu37joq8bKXLBEqGP4j1rO0C55zHA83on/hLq3RQKtfYl3eY2NKXMpN4Bnt/U559IfNDeq50iFNIv8pM26RMW8Qc6h6OuP1EdJ/jdE5gSzgBhFWtSHtRYdoJVde9Vp6OiE5pZmZftow1RLxCz5ZkX3PoiBNHpZA5mZmvEQASmnbypOy8G5q+dAiZAltJ2VM7S+nBVsLCWreo6L2icTj59P1MdGA0wY6If5jMls5shfVwKRRfQSDJAXBd8P5Rh6taC8mgZKySMkuSda8OhUBdBBQBq4HREQj0W1Pf40J7eEsel56Ymzvfma3vAW2L5xj4d8q03z6CaKxMHyB1nJIdHY+Aw5kVAxdqhDXs4kthqQozZPatJbO2GL2P8hJ2LOMyAF+NLovH6RR/75Rk1rhtM5P6cj79CBG9m5kXp3KlHVpd25v5AxemTPvcGkIToYlz4sy4y/m01FpPZOa/p3Kl99S7pxM4HzHzChAG2yHgcLkXwP/ppv212ut7nr4FQ8qoPOzDEjPScJXL2CJuHHLdkID9e1BZN4tiVjF0lC3jXwS8De6at+oznLmL83tMXU3rShrc9/aY8x9phbf6vnMRUATcuX3fcZH7Av88XzdLnsNPZY5xO7v4hAY+o8csSTLW0OFYxs8AnCryjwkt8a6dp/s+uI2OsmXcLnvDteTkJw7RmSGhE9Egs/uU2504qvfYed7eYCPv31YdFGYPA9rfgzrZ01KmfVUNOawgYGvScEdyun1k62vWjyM8LyDnO1Jm62uF+DKwMmXaYWKTd6myZXyJgCulzhlw3y2ftUPAHm41HsF9N0/r1QaqtxFp+zBzV0iYAF9am9AWN46X5+y6b9WtPhrIYl6tB9aQIR79Vvp0F3R5FF/HSkv50dTaJfxW2KvvOw8BRcCd1+cdG3HZMl6WcpHovlyz+tJAxtJ3AZLEnCakI0uQDF7biEQcy1ji2R+KOQN5pTtSmlKVFWGGZ1fXtlD/SB9dYwkB24TewxUrfTETnUlMg1x1d9VnlmSJu+URJFOJ5eGEeo2DOMbFlYZ0ZqV3oYT2IhN3EfOlSbN0tvfyYxmD7It5TNgQQZGg5Ce0m/T/l7EQvvnC6kZxBKsH45vFEb5Uha5Q9Wb+9eq1/eVnr7wtMNFoCbtq0KEIKALu0I7vxLAX5nc5JkGJ34oylcxsI7O6KjC6vjRMwtKIr2Zgb3FG0uvUDIez2GZWfVKuA6Yzwh/x8uz0kaTRjeKQ5z2Hv1RqM/g03SzdE6d/6vjoygz/dRAJ2Ysf8UtJ0w5N4eNcMkg8w5WN6p1Dq8I4y9DRG1YsYz4Du4gfL5gngEhKgbz62HYJ2LHSHyHQlcwwIMvL/rGWXT4+NaN0e9gfIL68trwqfKZWcTiW8Yo4IBHwtMt0ar0yJK9eG7S9btpDyWMyU5b8gipXPzU599ItsUBXjToWAUXAHdv1nRm4v/TIz6fM0h5DP8bWtM8S3F8wcE/KtA+PEDOHe8Ci+8vAlaLrqyXotEnHD9cMVwqZAjNPb0VKcm9impPMFbNOftqJIPc6ZvwRoPM14p8zIM+UGDaLwLmpGXZDs4ha4urLp7+jEf2PPL9L7mW92fmSFBb7qOQzBab24oh9cSn5KUz9kcaat1/rMn+3N1f6XlwCLs82cqQhanYgqwdzXabPA3w+ET4M1k7Sc/OubysOojnJbDEbxrHoxsypbpWvFP1wAk4TffB6ZUhly7ibgI8wtM+lzHm/HB5L6bkE2r3VWGgHN9V27CKgCHjs9q2KrA4CTsF4DewJY4woeQkTgsDdB+i55/8RzqJqk7CCJdjtQXg8NFmoWMYKF3BTpr1dM9ArBWMZs5QNFbf1li6Zl9YmRfkyj+MsAvYJ9h2FtCuoYxYxQkO5YPyWGMcMlddo496pT58rGd2xD8cyRC5TlsObxuFYhvgpS7nViH3dVjdy5uyxP9x1gq1XrsWEW1JZ+1ONZsDy0gOmb3NgdhDYMT5Vra4zRS4zej9J+tKIthepSsfKLCdiTmabx1G2jGUaoCWDOALThv0BLI0uXY8qQ8rv/k7QwGP1Et8cS9S6sETP2iMkRFtho77vTAQUAXdmv3ds1I419VRA+1m9GYpXXxpIVTYiYG/Gljfu8WZcwEohIX+vmK6rp4wVBbpiGdcw8GnJRiZZusyNfAmo7RSeg22cavoeIhJSGCeZvOTiFQrMIiISjpJZLSVDT+imvb9jGeJbKwTZrkBHrDgCxaiT2p3leapUPsFv6ViGvByIY9SrDD9hSvbPRfCDGV/jYbODdcz8uJ4ofYRa6DeLVCWDl0r2NQG/Tpr2Kc0GejSO4OVja1mRSOVGyk2OIuBAarJe6Zc/Ftwv6Ob8qzv2j0wFHhsBRcCxoVINxwoCQXLVv/Q69naemAKjT3SRmwlxLJxj7JNwIcIT3kw6LhmF/sSuy2f2zij9sB1MK3njXpdwkBhJyHksFk9E3v4xurSToj69wX3m66YdSwYxfDloJ444JBfG51iGeCJPjV5ffIcx6F7n7+NK5ZME49VQr9UYDyZz9mHt4NM3O/0NTSNP8aqdOIJ7VKsa9ps83X6q9p5RAhb9ayL01op7BC9skin/9rj3bic21XZsIqAIeGz2q4qqCQKVvLEUhK3DjOFo03I+fQURfRmMn4HwhVZ1wL7erye+0ZLs/DIZV7SCZRYYS/WpURhlyxD95Gim8lJi3JAMzCIqlnEVA19k5p+kcs3lHQPyaGtZOe5ytb9i4GNKwE+Tpv0l+aySN37ChJFmB8CSlGlP3JDB6y0BA5rbrU0Oy7waXS98KRDOb6ZYNVQHPDQm6mMqmd1grEzm7CEDhw2JRZ079hFQBDz2+1hFWINAXz79bY3oe41mKpKxC8IUz0O4hRCHn1jFNhNJbfG6AY0O3GV6se7eq18yI8ZMlNiQWZK/VI6tiDHgEq/USLuHGR8DONyT9cwiGDiMiPU49ajBjPlmPdC0bjVoHMu4CcCxceKQ+mtmcgi4d6TZAa0gwp0uux/RmLZmgpRitVT1avZsgaxlVbaYG/n+vjQns3+3yw/Jsn7Yd83iCAmYxC+asaBRZrnc22X+Tm+u9L+t8FPfKwQEAUXAahx0JAIecRI9kswW31sPgKC+tKsZAYczu/DHO9h73aKeW48TkHrgksMEviJpls5oB/xKIX0JQN9gxmD3wPhd1nWveVbOj9Yely3jGg34lJhLhNcW8Y9kttiwzrhipS9n0OlxyDT6vB6GLeKoFDIDw6IY3g/OUhf4bSqyPxvuZY8b2GLPge61LxGhC/BkIs9qC59IHL7oChboNWVYEbepNbIXHcz+udlKwbASFg02IvVKIfMwM7+nXQzbiU+1HXsIKAIee32qIoqBgGOlVxC08UmzPjH1W5P3dtH9FAPzUqYtfrmjjnqiFGXL+LeXwcz8WirnaylXrPSl7BPnr1I5+7OBaMeaVDu+tpZhA0iDMV/P+fu6repny1b6co1xMhOFWc1rANyvm/bHosHEEaVoEH9d8RHHMu4EcAgAT/uamJe5hGtTDV44RtUz540SCFK/XNJN21Mti3OUrfTrBNpCxDXKeeOXRPgMCZGbvt5zOZ9+lYh2ZOCplGm/LbxmK/GRsmW8SMA0DQP79JgLxUd61FGxMgMMd61ultrKDI8Tl2ozdhFQBDx2+1ZF1gQBZ7bxQ2j4egv/WfYIBPiS1IPWXi6QkLxTz9ri3zt0SC1ptco/lXpeAKczIPKQQ4b3TsH4PRgfizNb6rNSuyUw/mkmdCWYL50UKEnFIeDwgcKsbc8gnrANZGkdWKeBH0qapUP8ZDO+K5UriS1f7KOcT/+BiI6QOCpW+n4XgdmBZGszVjCwbb2s4tob1HuRWGSlL656Sl4YrGLt3r1m+YVWD1bbH5IwJQYX0n8ArpDa3kSCvhit4ZZrNuuPoP7bk/dsOVZc/EifYX+j1XOq7xUCIQKKgNVY6FgEgmXo+5LZYt1sW3+JFcsY2KY2aaovb1ygEc5t8aMsilSyFDwqycffL8QPenP2eY06oDxc2+uVO8UhrkbXktl6KFVZsTJngflrTOgJt6EI/EhPtvT+emYR9a4pZgf9hfRfGRQaLQjp9oPosqRZvCQqNdlqgDWbyQ+VBwU1w42u1ag/IklyI2p7671M1esPSeoieC8T2zXMGShk7mXmQ+O8ULXCQn3fWQgoAu6s/lbRRhBwrPQqQOvSzeK4esCEZUhE/FeuEc1w8ulXmVpaDP4DDKnhlWMEiToFYw0zlqcaSVsW0q+CaUcQHtOz9rvqPV+rJeg6JCMz8teicpqOZSyHmDX4dUCa7Be77D7N3Ykja7OIJYubBqq3a6TtLfu6gWKX/IZIbJ6Hsjej9GUcd4zrhdsqDqdgPArGASB+rdYiMbxn2TKkPnpbPTts+RiSt9cmIpxSH0tjDTGv0INtA2kTODptz0zvrydFORxvZh3gDupmaSv1B6YQaAcBRcDtoKXajikEKgXjV8w4pdHMJSTgLsI+VfDPmOmuVK7oLdP6s2fcl8zWr1UNpBNnM3CvtsXgGbym699S78ourhKd5Ypl3AfCwbX1pH2zMycnNL7Gq4rVOJfMluY0Ar0VcdWeFzoQEeH2ZNY+aigO0ANJs3hIJZ8+jokuBCMdaCxXGVigyQI1keg4J7yaY0KJmM9J5ko3VazM/Qw+OMSwUjBuY8aRDIxyZtqQOCqF9HR2KS+VwlWXTumdUbw2ej2p3wbjgaRpH+rpPGv4kqevvcXg29w1XZcTcBi7mNFI2rNSMO5lxtAstpzP/IGIj0iAvjDIeKo5AXtj4Zpk1v7MmPoDUcG84QgoAn7DIVY3eDMjECwz3540fUKKHlEhjrJlPEnA27u0xH4D1erhRLiw2ZKjSE2KKpMeSbQqW5k+8n2GvZph//o4J5WzL5L7VizjMQbe2cz0Ifp87RJwcA9JLNvbHeB9qYuOqBeHmB2A6RoQ9GilBANlAp9SaxYRxsGDfJfWTYLT00nT3iduv7cTR8Qk4R9J0z7An6ka3wzjCGt7GVRORXx7xThB1MdEqrLRc4VxdCcSdw+61X8y8K+Uae9bTws6vEbFMm5j4Ei1/By3t1W7KAKKgNV46GgEgqVgStWRbaxVwpJsWQJ1iZQkyNOTriv1KBaHBBqlN+2RhWWIoYMkBa0LrAhlSThZsYyVDGxVBW6dbNqi6dzyaIe4RhK3sUbuDWAxgIkSR2h2AGCKR7qebzE/k8CAiGWgiu4biGgv+D67kpy2gF3fLCKQmPSuxWJ8bA4vA7cMIkY2d+01FlrGLQngaAJWJU17a8cyKrLkHTyXWEdelTLt0+q8UMlL0ZKUWaqr0+zFwVgiUpYMHgytCpsRcNky1kp9cHTpO07Mqo1CQBBQBKzGQUcj4OSNG0E4roE29JAbUghSKCXJzA+ncqUDa8ErW5lbCfxJJvpmKlu8uMlsS/SavTKd4Fi3fOnE1O6nPv5q3A5ZXwKW64dxwLdlFFKV34IBxv9v707A5SirvIH/T90kRDYRQW5XJ0BXB9n8UJYZRwHFbdRvXFAk3R0QFURBZFEEwVE/P3VkcUNQARFUhHR1AAVxFHcURB0QFQlrbnUgudUJOyFku7l15jnVXTd9O71lgUpy/zXPM2pu33rr/dWbnK633vccvXN7Z4e3bzfzb/Yed63jmTn777wkeupGgVgeZ9tbbMHYclHH+4zX50lwffpx/6UH7rTdC58cjnNkrznG9va2u/bhSv5MUT1PITdki0OHr3XvyrnbRCTeF97cj24BOHZUXOuWgiP7vW/8HAUSAQZgjoUJLxA/6QrK2UIwqxmjXS7osJK/GaqvhYOL3Zn1tIrJMXfOPoMvilbU+p2CDcveKlj2J9XILVXXOTXl+gSucLZ3tgzgNFXUi8WrRgLnlkxp6LD1GQi1cv5mRXQoROK6vCJ4REdxgTsrOKff861PP5Jzh35u1N6WQzHiloK2i+mar6Pme/EU/JPO1My+M+9ZNO5+z/G+jQgnQuT3bmGNR6cAPFzxZouitD5fOvq14ee2bAEG4C37/rJ3fQiElfxKjaIoW6rGmZHW/ONu72jl4GxpyNIWxkfo5xfariJ7XmxN8Vjz86uapy47NT08x91TohfcDVFb1FR/9oxsFbKeki1Vv9XHJccf6Tdwhb53DqAfAmTHetDFisbclz2Bd82D3M+1NLb62EdtCtf603iyVytY/x23GJzd7Tz99qP5HMPl3EkCubCxWEzj/qiMqrP8ZdmZ4f3d2kteJWRaVr83smdZB0K36f1xxwBczi0Xx3HcwtA6VZ3qx5SfmRgCDMAT4z6zl10EapX8z1U1TijROwB7tgr4Tqi8HNBVSUk6W/wjgt0GZwZTuu2lHfa9nwjwdkCWWl3g0PesotLLAVgxhBeq6t+ypapN7/Y8ugWuWsX7JhRHN6WkXAbgJrcYHFH/ImFFJPTvgOwHyHK7lp4NtvmA1d4F9AWA3gXIK5KtR6HvXQfgLZaz2n7NUlBCcFWmEHy09TTrGoCHy7k7RWR/q9sLwLJ8WWWr/RvXsq0CN2bbLKpL2o33MM/xVqnioaRaVFKKEqL/gOKA5i1UnQJwYx/5TZlCfWU8DwqsqwAD8LqK8fNbpED9XZ5c4paGTkw62DoFvai8eyESx4eD3XTUebFIdKcVZVfIrwQ4UxXfz5aCD3QCaqRKfJGq/iVbqsYJLB6Zs8/gapu2Fi1E6hwr0De37hnucj5b+DSWC7pe3xbvTooyiOAZVbneLQ4d03yOeEuPSmWqg92egew8OdI7ANzhNlYV93uDQ9+7HcBBI44ctB300RURHrJ+tG6dCv38lSJ6uCoaQV6WAvhRUj95XQLwWGIOyC8cia6wfkxypmZe0phOHi7n/iwir1Tok91SfQ6Xve+J4P0KnC/QNwGyv6pzgAxEjyPCQ45GxcHS/IpZtAvAYTl/MURP4PRzv6OFn2snwADMcUGBeAtQnMt3lVusbtMpAIdlb744kk0KG4R+/ibUA6a9/FzoFoamt8N85Nr8+0ZX6xXxG9cBzHSPDH7U/LnQytghLhzghX5mb8jWdwE6oIqL263mTX43zuGssg0kXkiVJIF4GorZbmn8++mW9qoiMi3px7Dv/dr2yTqqHxwsVS/vZ0AsKueOi0S+a/ucs8XgjfY7jcILVku5Yw3isOx9GwJ7154Ui1gGxWQVfba5qETrNcSrxwUnAjIKXbafW6zdG9bzY+/qFgNbRDZ2hNd475ZR2P5pGZgkx77kPeP3DI/d30p+AVSn1f+3/MItDtkTe70fkQ67pcDyUbcPwH7uWYEzpVMu8X4M+RkKMABzDFAAwMKyd4sjOGRcwfh4n+6ad8C2txeCuZnCuET+cT3gzsk8cnfa05UtTsoUgl3aYYd+7h6B7Nm8RzWseAugmAabJm0EgqYvBj9T4PUC1N89itq2p+9mCsFZ/dzMuB8O7s3MDF7WdE6bzt2mNZh1Ol/jS4NlwBqrulSb492NCHt322vbfL5axTtXoR+MM37Vl1OvFOC3rcUi7IsPBLtBsNAtBGNfchp7re93i9V92l1nreItri8207+5xfbT+o3V4OPeg9cq3l1Q7Jv0o+0TcD2V6K3TSsGh/ZjzMxRoJ8AAzHFBgYZA/I9xhHPdWfVFQ+MScczJvUki+SV08r+4pfttytaS+NdTJMZpHOMpz3H7SxtVdmxh1zVuMZjZCXrh1Xu8whkY/dvAZLxplyOCXyefs4xOjoOPWPlBkeguVceSW0yB1aWN8ChEt1fAqir1XcR+8XXeG0dH8KvmfjQFYfsy8ZhbDOorpDscoe89AmCn1lSTYXnPgyAjt7f2o9cAq1djwlSoLIGDna1YRLxPWqJ/qjr7WXnCqJFBLDlX0o9odGD/aUc9+Pcu12pPwrZFaHmyr3fMt75f2+ykOeVn0g919N+zM6u/ag3A4WzvHDg4i9PPve4sf95LgAG4lxB/PmEE4qc6wTK3EMTl+1oyYVlJulzyhLjQzx3pQOZYOsoo0h+JyDeTOsDDldw3ROUUqzg05dlgp52Pg+Vb7no0nijnucVgL/ugLRQKK7lbHTgHKDSp5btCgdOzxSCuzrMu706bgqytEM63e9INK7ufAnW+oSI/yRaG3tnugocr+RtE9R2Q6FS3MP/C1s80+jHkFoM9e/W5KRCOe5fdSJn51bFyhpCRCNGdbqF6SLLALfS9+wDM6OeJ/dHLsd2qbbzHBJiiohdmC9VTk7rAqvpRx5F3WxrKCDpzWrF6TePer1agaqUo1wrAFW8JFFv303a/BvzcxBRgAJ6Y9529biMQ+p492R6YPNk0B+Cw7I2K4MFMI0BalRyFLkmePofL3j9EsB8Ei6BxlaEH3WLw0n6h45qzCg+CuwDYk+5AXOxAscBRnD0qOCs+v+rjScGA9QrA9X7My3QIkGHFmwvFPrJ69b6Zox++p/n6a1ftuo9OmjQXgnvcQrBvu77VfO9+VcxwS51TPrb+3tr1gHOPwer2Ku4aUJwbCc4RwXQrFhEn5QL+CcV+Kgg61Wpud22h71lJwz2Se2Tnz5YCW4Eef5kRiFU8ivdj13zvPlXsYf1YKwDbTAnwV7cYWNpQHhRYbwEG4PWm4y9uiQLx1hLVMzKl6leSAIzJslxWR3eOjkRvnf7e+TdZJSSIWArHseQZj81291rlTL3XTCKVL0wrDX22H5+Hrs4fOHkg+iFU9mzsabWiAkOIopPdo+b/ovkci/wZH4wQXWp/ppGeBgeft//e7xT0cHnG/vHK7Sh6qztr/k2drm+44q2waeDW9JyWdtGmv7NNFYfWegKevftb4Dg/txXF2dI822LV80gCMCJ8Vhy5wH7BgfPhweK87zb/cnj17m+G41wEQT7+SFwYQu8fGXXeu9tRQ3/t2VD8rj//eUf0M/bZKdGKvXeaFdqTdHzYlyqoPmlfcBb8cPe3DEx2fq6TnAMwoi9IijHUyrlPqMiXOf3cjzY/00uAAbiXEH8+oQTsSRcOlriF4EVj5QgdvQwR9rKnocb+1ndD8Cm3UM/2FPrezwC8tb7tB9u1Wzg1LpBYsQOITSPbauHkqc4Cwd4KzM0W1yzyaoffeFrbAaqjKlbSsL93wHEWKMU+/TydNopUDGWKwQy7hprvzdP61HXPfzMaswX39FuQofEOeDtbtNzI1dz1nfaw790lgD2B2xcem7K3L0L2/roK6Edai0WMs28s6Bq7V8DPk0VfYcU7G4ov1bdIBUc0xsJ9GsnxSQAOK96TiLB9P4YT6i8OO7teAj3/Mq3XWflLFNhMBcKydzcE+1qgaaoH/AfbJrT1tu6By5aGTwgwN1OsryAeC4aCP7qF4JDQ9y4B8GGIXugWqqcmDHGxgwFYqT9bxRsXO4DqXTpVDs8ePrQgDuT14DCtn3eLSbk8WzrslnoHxcYXBdvutKDbNqE1T4P5y2ArlB39WvxnkXwckO+6xaHje93aRkWi6f30o3FdNqWL5nKP3dqI3zMrFo5tE7o+P11W6PUQsSn6erEIwQIdxVnN5QfDSu4bUDkFwKVuMTghrHi3QnFwc9Cv+d7dCuy79bbujsuWhvZUvauqvGYsANdzP891S2tWkPfy4M8p0EmAAZhjgwItAvVpaPmAin7PweTDI4xcb7VkHQc/UCCuktOYDv6OhSYn0ncNzqreOBa8bAsRkBXFSVB8Rh0MNlb22n7d28MZwWEHHRTv3R13JDWEo8nO9GlHzFvY68aEfrwYaDvLhKwRLnVLwVgSkdbfXXjdjGnOSLRgFDh6ejG4ute57ee1sheqxO+zIYpFmVJg5Ql7Hgt876gB4Kpe/QjL3sXi4MOqEFVdmi1Ve2bjSvrRqbbvHXdgsjvPuxmIV6dPtilzibAIgi+owNJ8DjdvZVo0O/f2yJEf20yEA+dDNu1dT1UZr7x+nziY7Qw4h0ej0fXJmOhnFqAnEj9AAVZD4higwNoC9TSN8jigOwF4QIAZgMyHaO4WCbY/OPL+KMB+ABa7xSAOUMmxsJz7lCNyGoCd4z8TrNQIf8yWgjf0Yx3v0QXuTGrddvud5N2piCyN9wwjTq0YJ49YK7j73l8d4BX97tFNfj+pmrSuQcf6EQF/zxaDA9tdT+h784H63l5V3dY+089UutVMBnBAv/0YLnu/EQcHQxt7poFHI9ULppWqNtU8doS+Z4UZdlHgrj86wcGHqn25EZvS3l1F50HlpYA8BuiLW7df9XNf+RkKtBPgEzDHBQVaBGxFsiPI25OZrboV6LMK2V4gVyrU9vNOba6eNOx75wF6fGNPqZ1tuSr+KoJDLJi6HYJQ+0CZXyiCXdzCULL1qOP9aV49PFzOXSSOnGQFCaJIXjNt1rw/Nf9inN0JWNQpW1fbIFnx/gLFvza+SPyPWwhe2e9gCSv5BQIMJtm2xr6gzJ7xKsfRP1ghCo30W9lS9eR1Wc0dWj8Ui7NNxRJ6XVPoezaVfIAqbhWBfSGIi27Y3m1ALssWg0/a/06qGwFYIZA5Cj1GgCUKWHa0Aav7GymG1mXlda9r488ntgAD8MS+/+x9GwH9HLau7eU9O/5H+iwQp31cmbk32KG2l2fvRo9qFAOwSG0//2mmOFRMfm+47P1SBG9SxXHZUmCpKHsew7O9j4iDb2UKweRuRR3igOHnxu2ftT9Lkn80v0+1PcW1ijci0JMzxeo3e16E5ai+Nv++1av1+wB+1/j86yZNkvd3SuvYes6an/uoQi5q7sfYe+uWpBj9BuCkHxrhpOys+l7oXsdw2TtWBJer4lfZUvDvyedrft4H9G2N4Gp/bMUwrs7cF3y8trcfxF50AAAcQUlEQVT3VP2JuXHPmxrJ3BdsI5+DFbbgQYENFmAA3mBCnmBLFGiU2Ev+fsRF9hzB05HKQFLsAMAzorgmUwqO62QQ+t5TAmybaclX3M2s0fZtbjGwJ+iOR6fANex7fxfg5ar6ZLZU3XHYj6fMX7UuU6e20EmBZdliPSnJsO8tEaxb8gnrhwJ/yhaDg4fLuSdE5EUK/CNbDF7R3Kl+A3Doe7cCePW69KNW78dStxjs0AmyVvYuV4mzZTUVi1BbVR33venY4NKNW+LfFfZp/QUYgNffjr+5BQuEvveQrYBt7aKtmIXgSsum1G/340Ck+kS2VLV3yj2PxvvIHd1i9wLz3QJX/OQHXCYS51i2yfRH3UKQ6dl4XIwgzqG881qpJn0vEsGjnXJat547rHg1RNhZxBZZxddxfLuZgHUIwKsAPNH63r1Tn4bLucdExBxtq1dfh2Uxg+IYgbQL2FYwY7e+TsQPUaAPAQbgPpD4kYkn8Oic3J4jkYwlaZh4Auxxq8BkR/faeWbVUnnyoMBGEWAA3iiMPMmWKBD6uZWATGnq2yigC1aP6oWTB5wV69JnFfwnFFmF83kHka247Xoo8G2N9H7HkW90+qCqWr5kiMjpHT8DPRWQJC/ziAAdn9wdcV4yqtHnACwS1LNstR4KWIavwQFxPhdpZEUZ2h4K2HU3FpLp/YIN60cU6aniyJ4CfKSXXQRnUBB9FoJhUfxXr883/3x0NJrqDNheYbH92mOZzhS6Klus1qtP8aDARhJgAN5IkDzNlimw6Mo9c9HkkXmWJlIAK4Zg/wjHq6NVMXfSlNXv2uWIh60ubc8j9L3ltt/ULQY9/yEPfe9RBbZvTQfZ3Eg/U7dx+khgSTS66tUDA1PmWlAUwSWZwtp7hu2zttLX7ZJq0toPK94KWyHe7tpqFe9iVZwAYGR0dNW+zsCU2+xd6sboh61IdotBfXtXlyOs9zlyi0G82rnXsfi6Xb3Vqyb9WCTOrmVB12bMV8XlHhWRMzJ5xuAx91d7nYc/p8C6CjAAr6sYPz8hBRol+HYWtW0p8gk4+mlRTLMCAWLBGHgwipxjW7f/tGI19tVW3WLgdYOsVbzzVHFmt/23/QTgekpJ/XKmWD2zETwfgsbvti0j1tg77rDs2ZeMvlJNxuepZ4Qackv1VJWNP3sYwHQIHnYL9XelNT93vkLO2Cj9EJyfKdS3DHU6Qt+zL0NWtarrv20L4+1Q0RUC7KFJ4QvBQkTyRYF+RSVegPVor9KME/IvAzu90QQYgDcaJU+0pQuEvmfFAWzFs47q6BHTSw/9uFbOvUdFLMVkbqyYAnS+Rjgt25QdK7FZVMl/J1I9HhJ93S3M/3iPIGwrcX+aKQTvaPe5XgG45ns3QvAfmcL4RUhxSkbIyQIZdRy8FhodPhrJGar4frYUfKCf+zhc9r4ngvcPOPpliHN9FOH3CrUV4hc1p+CMg3DFswIT/50pBm9fr35UvJ8AeFtrP9b6clPZ/WtQ52OOyGWDhaEPtf58eHbu7eLgAkAsWUmjmAOqonpWplS9dkF5t3cNyMB1jRmOy91i8MF+LPgZCqyvAAPw+srx9yasQOjnVwI6RYB/ZpoKJyys7PY6R51vAZY1qT6VaQV4ROQzmcLQD9Y8KeYXAur2Wp0b+rknoPICt9R+KrVXALYpb4UuzxarO7a7WaEf73XeuvGzRW6xv1XSa/rh1Sx7VCNgLXOLgSWsWOsY9nNPCOQFnaaEe/aj7C2H6HK3Qz+arscymIVuU5KOWiX/PlX9AhBnCotfHQD6QCTRSdMKDyV7nK3YxF0al4GUVW5xqOcrggk7+NnxjSrAALxROXmyiSIwXPYeEIlry65s9850kT/9ZaOYfJVA9gV0kuUkhmIxBnCee2RwQb1wvSx3i0Md8x/Xyt7FKjih03Rqz8BVnya+2C0FHRcuxSX4AKefKkRrPVHWa+juYFPw3fY5h2Xv2xCcuCH9EMUlmS65rkM//wygFuQnhdd4p2EUn4Rgl3oOblmt0LkDGDl6sLjg7rWfnOPyi1up4sFsqf8azhNlrLOfz50AA/BzZ8szb+ECNX/3ExX2xAsZEPnKLoWhM9p1ObjhZbtMXbbsJxBYAoopttBJgaehsL2md7jFwAoHtD3q73Cl0pxhK/lgtwBcq+Qrqjqz67vXcu7PIvJKKKysogUscYCPDRaDjiuvre1FvndqBHzdvlJMcvTc1SqfUtW/ZEvVf+vaD5E5mcJQoV0gtz9rlwvaMlYptNCtH2E9P/RBAJ4WwfaNFKKroPj7iq23fof3zrsXt7uuxZX8l0dVP2EzFYLopExx/sVb+JBl9zYxAQbgTeyG8HI2P4GwnFsKkW0EGmaK1WyvHtQq+ZsV+m9rCgTosxD9Trt3wqHvPQ1gUrvp3W4B2KaXBRjJdMgAFVZmHA2NfuhAbh4sDr3Orjks5x6DyIutIEG2GLy8XT+Gfe8fcSEK1cetcH09IOd/F0EPgzjvdQvzrmr3ezXfe0qByevTD9QrUL1w7SdXe+crH4pThNohWCmQP2cKQ4f1vAd+blghLlSfdUvVuBgEDwo83wIMwM+3ONvbIgWGfe/3ArzG3jH2WwfXIOIiCfUatsnxDCCVpO5u6OevBPS97Z4AewRgBeRKtzj0vnbg9Slw2HvbcekWQ9/7bwD/1woStL6zbWyjmgrgZ24x+I/m88alEbukqgz9/A8APWY9+/FDtzh0TPwlwY/rFNtTdPPUvQXonsUrkutt9H1AgT9ki8Frt8gByU5tFgIMwJvFbeJFbg4CzXuGAfm5WxyyQNbzaOR+fkwFt4rCCgYki5meVZWfimhBFFe05pzuFIBrvneFAh/oNG0blr3FcLCz27I6OrnQxVfv6o0OTLrXpssd4FL78wj4MIBVA6Or997lqPb7nkNb7RzhUbcU2MKstY76dDq+lykGxzb/sGM/6jmaj1WVioi+bZyL4JeicbWpnXotZlsTePM/A/St3Nvbc0jyA8+TAAPw8wTNZiaOQPOe4Uxp7anTVonQ92w70lcVckO2OHR4/KRX8X4IxTubn/QEuDFTXLMlqVPgqi9IAtot8Aor3rVQHCGOnJmZOfTlbncl9D1LPpHUF57vFoNct8/X5uTP0EjPh+A6txC8Z+1+tr+udv2o+d5PFGjetvQMBDe4heC9dt5hP3+9QM3ndLcYWGWqrket7D3Nvb29lPjz51uAAfj5Fmd7E0Kg3Z7hrsGu4s2FYp+ByavzrZm1wnJuCCJrEncIVlptW0DjYveti5fiJBmCa91CYBV+xo5Fc3bLRdGAJaq43y0Ge3W7nofLuUMnidg2nQGr56BAtFr1dbuWqrf0CNqWP3tPxxn1Bmc+NC57VFjxroHiPa1P5kkABqReQzkuBVg/RDXIlKr55jYtc9XoyKQhCO5xC4Flr+p4cG/vhPjrttl2kgF4s711vPDNQaDTnuF2194txWM9qOqFolgZKY51HNkxXu1rVYYEt1nJPztnzc9dqJCT200/dzt/8/UM+96vBHgjRJa6hfo2qbCSfwaq2yrw62wxeFM3+24pLRuZuS7KFKun2DkapRJfHQdbK3gf6ROO4AoVSwMpp7R/Z9xfykzu7d0c/oZM7GtkAJ7Y95+9fx4Eeu0Zbr6ERqrKIbe4JsVjHADrSTNGmuvahn5uueWmlnrNwXi/q0DF8hi7xSBJsBGfPvS9BwDs0StFY1j2noZgewHuyLRsj6r53u1q230US9weU+uNfjzoFsfvqw19z4rZT7Fn2zX7o9UesVdmS9Wx3M1WR9nyVreumg59bx7QO2Wmfdng3t7nYXCziQ0SYADeID7+MgX6E+h3z3CjOPyxgH7VLVZtj2oSQOPVyc0BtPnd6aLZuZOjAedMqFrGJzsswcZ9A5HOWi0ySwSfFMiVmQ6rohdWvI85CquuFInIcc2Zu5p72Mgsdbkl74gEp08rBF9vJ1Dz8z9Q6DGqOG+S6uxRR2YDsGnveoUhkYXOaHT+4KzqRe3eATcC+LjV1qGf+wogp7dbkJZcA/f29jce+alNQ4ABeNO4D7yKCSLQz57h0K+neGxd3RsHpUj+y5019Gnjag1cC2d7X3IcnG37caHRFwTY1YpF1Gl1NNLRN08rPfybVuqw8f55XYoPJAvNOr2HXVje9Q0DzqSbVBFvsRIgUuBhiPMZ238cRThn2qzgU+36Ec7OfxGO/mfr03pjtfjiTikza9zbO0H+Fm053WQA3nLuJXuymQgke4a7pXCM96oKlrmFNft06/twdZlbrL64beDyc49DZevm3NFhxXsWiq1t601cLML+E1ggomdkitVrkqlaOHKDO7O+ArvfI5yTvx6RvjNJx1nzc0eqiq2stopISbEDm2tekW2aEg/ruZ279wOydfM+5LDiLbF+dNpjXfO91VbViHt7+717/NymIMAAvCncBV7DhBPotWc4rOReA5XfN6d4HC57vxHB65Mnw9YnYHtCVsVvs6XgDXGALuduE5FXiUavy5Tm31yb89J/RbT6cgX2XjMVDHUw6dODhQe+tD43YWE59ylH5IuNQgd2ilEB7oUz6bjMzAf+p1be/TAV53eq+qdsqRovtlqPftRTZoq+1i1U/9B8naHPvb3rc9/4O5uGAAPwpnEfeBUTVGBsKhd4pjUr1ViKxwHnaPfIeVcbURxkRT6ZLQyd3xyAF5S9Tw4Izh0LzrO9kjiYDcUtbimwDF1jR2OKexDASogMoJ6Jyyo3PeIAFwwWg3O73Y5FvndWBJwG4CVx4BVZDVV752zbh9aqqhSWvT9AcKhGmJWdFZSTfowqzppeCs5r7sdwJX+mqJ6X9CO8ZsZRGI2uak6ZmVxbI/uWrdJm3d4J+vdnc+82A/Dmfgd5/Zu9QLc9w60pHm2LjyN4KlMIdmkOXLWKtzhS7JAtBvEe2ka6xeVuMRhL2dh4qv6tLaAS6NcyjUVec+dg2x0i7xcCWFGIyY3KTY8D+K5bDM5unM8KNnwQghfXV1xjRIHbn3KCN+87E0vtMzU/9xWFWFKRCKKvb35aDX3PkoPE1Yrip+B168e4lJnc27vZD3l2oCHAAMyhQIFNRCDeP2vVklrqDMcpHhWPuMVgMKx4twrwaitO3xKAbZHTbW4hOCT0vUUQvKQ51WTNz/9OoYeJ4JlM03vldl2v+d6vI+BQu5bmn9v2Jge4JVMM3tiNrFbxlqhiO4HcnGkUeoiD+EbpR71ur11L8mVjE7l9vAwKrLMAA/A6k/EXKPDcCYS+dz+AlzYHmGRa1rJbTZLgA6sj75kIcoIgiqeKBc5ZgF6ScYLtFmn+citD6ABnJ1PJyVRtr5KB9SfduPiDpXiMizTYQjH7f6qN7UPAEkBuSIojdJIYTkodNk2tN6auzxGROYMydFwtsqdiOUEb/VA4ZznQSyY5wXar1fueZc1KptuTp+bGl4IH3GKw53N3F3hmCjw/AgzAz48zW6FA3wLt9gyHvheneNxqquy6coUOQfGYisaJKxyV5SrYaavJjrdyJFoAIA5QceCGnmsrnwfEef8uHUoFLvS9ax3ImwFNyvItE8iNrTWIG7V5LT9zI8mHLI2gv5hWXDvvs13X4sqMo0c1+r59Q1DIWfbeOvmCsdVkZ/rKkSgQxWNRox+ishzWj6mSX7lCH05SZnJvb99Dhx/czAQYgDezG8bLnTgCyVRusrDJpqhtsZQD/FMFB6qq1QqGiLxQFH+NgP9j6bDcYrBVErAtDtrUdatao+yg1c1NMmYtFcWc1opLnbQbCUNmAhgL2gBubi1TWH+q9hbZvuYkoIa+t9LSYHXrh3XLppiTBWP9TJ1PnJHBnm4pAgzAW8qdZD+2SIHQz/8OVuxeEbmlYKCeIUqrgORUdZnlT7aC9AIJFOrZ6uHkXXIEXNf8dFore79RgW0Fspq+djwN0R+4heqpG4IXVnLfgIrVHX5h4zwrRHFbprEdyv6s/pSNI5Kp9U79AGAFHHLWj7Ds2fS3A8jNbtO75A25Vv4uBTYlAQbgTelu8Foo0EYg3jM8ZeTBemUiCRXq1kv02s4hez9rO4FsZTOqCuQUWDl1quzxm1VDTx6inmWj+pdkQZVCn5DIuTjJprWxwS2LlTrRiQLZMb42YJUIbr9Vgre8YUr+RStW6IMCbKWK+SJxqcOxflhVCQu4TX0cdVZN3mPwmPvHVVXa2NfM81EgLQEG4LTk2S4F1lGg5ns1BQbjJVFjBRiSk2gEiAPRqqg8rsDLbUtR/QkZj0aQr9o72HVscoM+bu+gHejpAHaOKzcBIwL8w7YyqSIHaGTz541tTY22rPJhXF5iUaYYZDboAvjLFNjEBRiAN/EbxMujQLNAWMl/B6rHr6ViYcz+z3I/23+PsCgS+f/TikOXbgqCC/38hx3V/wcHg42AaykxG3mqW65Q5DK3MPShTeG6eQ0UeC4FGICfS12emwLPkUBY8VZCx+/TjZ+MVVZD4qxUm+6hMgCx7Fv2oLvmEMhIpjg0bu/xptsJXhkFNlyAAXjDDXkGCqQiEPo5S9AhEWTE2dSDbgehSGXAgcbZt9xitf0TcSq6bJQCz70AA/Bzb8wWKEABClCAAmsJMABzUFCAAhSgAAVSEGAATgGdTVKAAhSgAAUYgDkGKEABClCAAikIMACngM4mKUABClCAAgzAHAMUoAAFKECBFAQYgFNAZ5MUoAAFKEABBmCOAQpQgAIUoEAKAgzAKaCzSQpQgAIUoAADMMcABShAAQpQIAUBBuAU0NkkBShAAQpQgAGYY4ACFKAABSiQggADcArobJICFKAABSjAAMwxQAEKUIACFEhBgAE4BXQ2SQEKUIACFGAA5higAAUoQAEKpCDAAJwCOpukAAUoQAEKMABzDFCAAhSgAAVSEGAATgGdTVKAAhSgAAUYgDkGKEABClCAAikIMACngM4mKUABClCAAgzAHAMUoAAFKECBFAQYgFNAZ5MUoAAFKEABBmCOAQpQgAIUoEAKAgzAKaCzSQpQgAIUoAADMMcABShAAQpQIAUBBuAU0NkkBShAAQpQgAGYY4ACFKAABSiQggADcArobJICFKAABSjAAMwxQAEKUIACFEhBgAE4BXQ2SQEKUIACFGAA5higAAUoQAEKpCDAAJwCOpukAAUoQAEKMABzDFCAAhSgAAVSEGAATgGdTVKAAhSgAAUYgDkGKEABClCAAikIMACngM4mKUABClCAAgzAHAMUoAAFKECBFAQYgFNAZ5MUoAAFKEABBmCOAQpQgAIUoEAKAgzAKaCzSQpQgAIUoAADMMcABShAAQpQIAUBBuAU0NkkBShAAQpQgAGYY4ACFKAABSiQggADcArobJICFKAABSjAAMwxQAEKUIACFEhBgAE4BXQ2SQEKUIACFGAA5higAAUoQAEKpCDAAJwCOpukAAUoQAEKMABzDFCAAhSgAAVSEGAATgGdTVKAAhSgAAUYgDkGKEABClCAAikIMACngM4mKUABClCAAgzAHAMUoAAFKECBFAQYgFNAZ5MUoAAFKEABBmCOAQpQgAIUoEAKAgzAKaCzSQpQgAIUoAADMMcABShAAQpQIAUBBuAU0NkkBShAAQpQgAGYY4ACFKAABSiQggADcArobJICFKAABSjAAMwxQAEKUIACFEhBgAE4BXQ2SQEKUIACFGAA5higAAUoQAEKpCDAAJwCOpukAAUoQAEKMABzDFCAAhSgAAVSEGAATgGdTVKAAhSgAAUYgDkGKEABClCAAikIMACngM4mKUABClCAAgzAHAMUoAAFKECBFAQYgFNAZ5MUoAAFKEABBmCOAQpQgAIUoEAKAgzAKaCzSQpQgAIUoAADMMcABShAAQpQIAUBBuAU0NkkBShAAQpQgAGYY4ACFKAABSiQggADcArobJICFKAABSjAAMwxQAEKUIACFEhBgAE4BXQ2SQEKUIACFGAA5higAAUoQAEKpCDAAJwCOpukAAUoQAEKMABzDFCAAhSgAAVSEGAATgGdTVKAAhSgAAUYgDkGKEABClCAAikIMACngM4mKUABClCAAgzAHAMUoAAFKECBFAQYgFNAZ5MUoAAFKEABBmCOAQpQgAIUoEAKAgzAKaCzSQpQgAIUoAADMMcABShAAQpQIAUBBuAU0NkkBShAAQpQgAGYY4ACFKAABSiQggADcArobJICFKAABSjAAMwxQAEKUIACFEhBgAE4BXQ2SQEKUIACFGAA5higAAUoQAEKpCDAAJwCOpukAAUoQAEKMABzDFCAAhSgAAVSEGAATgGdTVKAAhSgAAUYgDkGKEABClCAAikIMACngM4mKUABClCAAgzAHAMUoAAFKECBFAQYgFNAZ5MUoAAFKEABBmCOAQpQgAIUoEAKAgzAKaCzSQpQgAIUoAADMMcABShAAQpQIAUBBuAU0NkkBShAAQpQgAGYY4ACFKAABSiQggADcArobJICFKAABSjAAMwxQAEKUIACFEhBgAE4BXQ2SQEKUIACFGAA5higAAUoQAEKpCDAAJwCOpukAAUoQAEKMABzDFCAAhSgAAVSEGAATgGdTVKAAhSgAAUYgDkGKEABClCAAikIMACngM4mKUABClCAAgzAHAMUoAAFKECBFAQYgFNAZ5MUoAAFKEABBmCOAQpQgAIUoEAKAgzAKaCzSQpQgAIUoAADMMcABShAAQpQIAUBBuAU0NkkBShAAQpQgAGYY4ACFKAABSiQggADcArobJICFKAABSjAAMwxQAEKUIACFEhBgAE4BXQ2SQEKUIACFGAA5higAAUoQAEKpCDAAJwCOpukAAUoQAEKMABzDFCAAhSgAAVSEGAATgGdTVKAAhSgAAUYgDkGKEABClCAAikIMACngM4mKUABClCAAgzAHAMUoAAFKECBFAQYgFNAZ5MUoAAFKEABBmCOAQpQgAIUoEAKAgzAKaCzSQpQgAIUoAADMMcABShAAQpQIAUBBuAU0NkkBShAAQpQgAGYY4ACFKAABSiQggADcArobJICFKAABSjAAMwxQAEKUIACFEhBgAE4BXQ2SQEKUIACFGAA5higAAUoQAEKpCDAAJwCOpukAAUoQAEKMABzDFCAAhSgAAVSEGAATgGdTVKAAhSgAAUYgDkGKEABClCAAikIMACngM4mKUABClCAAgzAHAMUoAAFKECBFAQYgFNAZ5MUoAAFKEABBmCOAQpQgAIUoEAKAgzAKaCzSQpQgAIUoAADMMcABShAAQpQIAUBBuAU0NkkBShAAQpQgAGYY4ACFKAABSiQggADcArobJICFKAABSjAAMwxQAEKUIACFEhBgAE4BXQ2SQEKUIACFGAA5higAAUoQAEKpCDAAJwCOpukAAUoQAEKMABzDFCAAhSgAAVSEGAATgGdTVKAAhSgAAUYgDkGKEABClCAAikIMACngM4mKUABClCAAgzAHAMUoAAFKECBFAQYgFNAZ5MUoAAFKEABBmCOAQpQgAIUoEAKAgzAKaCzSQpQgAIUoAADMMcABShAAQpQIAUBBuAU0NkkBShAAQpQgAGYY4ACFKAABSiQggADcArobJICFKAABSjAAMwxQAEKUIACFEhBgAE4BXQ2SQEKUIACFGAA5higAAUoQAEKpCDAAJwCOpukAAUoQAEKMABzDFCAAhSgAAVSEGAATgGdTVKAAhSgAAX+F7g2Dd6UQV7yAAAAAElFTkSuQmCC</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="0" y="0" heading="306" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="230,168,34,1" 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="57.666666666666856" y="30"><block s="receiveGo"></block><block s="setColor"><color>230,168,34,1</color></block><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doSetVar"><l>ii</l><l>1</l></block><block s="doSetVar"><l>point list</l><block s="reportNewList"><list></list></block></block><custom-block s="polygon %s"><l>10</l></custom-block><custom-block s="Mandala Design"><comment w="90" collapsed="false">the mandala design block uses the points stored in the point list to create the design from each vertex</comment></custom-block></script><comment x="294.66666666666686" y="168" w="90" collapsed="false">the polygon block adds the point of each vertex to the point list so it can be used later</comment></scripts></sprite><watcher var="point list" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher var="ii" style="normal" x="10" y="31.000001999999995" color="243,118,29" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pinwheel, branches: %&apos;number of branches&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="gotoXY"><l>-200</l><l>0</l></block><block s="setHeading"><l>0</l></block><block s="clear"></block><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><block s="doRepeat"><l>12</l><script><block s="doRepeat"><block var="number of branches"/><script><block s="forward"><block s="reportQuotient"><l>600</l><block var="number of branches"/></block></block><block s="doWait"><l>.1</l></block><block s="forward"><block s="reportQuotient"><l>-420</l><block var="number of branches"/></block></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block></block></script></block><block s="up"></block><block s="turn"><l>30</l></block><block s="forward"><block s="reportQuotient"><l>1000</l><block var="number of branches"/></block></block><block s="changePenHSVA"><l><option>hue</option></l><l>10</l></block><block s="down"></block></script></block></script></block-definition><block-definition s="pinwheel branches: %&apos;number of branches&apos; size: %&apos;size&apos; backup: %&apos;backup&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="clear"></block><block s="setColor"><color>44,0,189,1</color></block><block s="down"></block><block s="doRepeat"><block var="number of branches"/><script><block s="forward"><block var="size"/></block><block s="doWait"><l>.5</l></block><block s="forward"><block s="reportDifference"><l>0</l><block var="backup"/></block></block><block s="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block></block></script></block></script></block-definition><block-definition s="polygon %&apos;number of sides&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="up"></block><block s="down"></block><block s="doRepeat"><block var="number of sides"/><script><block s="forward"><l>50</l></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of sides"/></block></block><block s="doAddToList"><custom-block s="point %n %n"><block s="xPosition"></block><block s="yPosition"></block></custom-block><block var="point list"/></block></script></block></script><scripts><script x="174" y="108"><block s="clear"></block></script></scripts></block-definition><block-definition s="polygon, sides: %&apos;number of sides&apos; side length %&apos;length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doRepeat"><l>20</l><script><block s="down"></block><block s="doRepeat"><block var="number of sides"/><script><block s="forward"><block var="length"/></block><block s="turnLeft"><block s="reportQuotient"><l>360</l><block var="number of sides"/></block></block></script></block><block s="up"></block><block s="gotoXY"><block s="reportRandom"><l>-250</l><l>200</l></block><block s="reportRandom"><l>180</l><l>-160</l></block></block><block s="changePenHSVA"><l><option>hue</option></l><l>30</l></block></script></block></script></block-definition><block-definition s="asterisk, branches: , %&apos;branches&apos; branch length: %&apos;branch length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><custom-block s="pinwheel branches: %s size: %s backup: %s"><block var="branches"/><block var="branch length"/><block var="branch length"/></custom-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"><block s="errorObsolete"></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="go to point %&apos;point&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="gotoXY"><block s="reportListItem"><l>1</l><block var="point"/></block><block s="reportListItem"><l><option>last</option></l><block var="point"/></block></block></script><scripts><script x="320.8076191875" y="97.00000300000005"><block var="A"/></script></scripts></block-definition><block-definition s="y coordinate of %&apos;point&apos;" 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