<snapdata remixID="9361569"><project name="Lab 2.1 Squares And Triangles Redux " app="Snap! 5.4, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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M+477kPuS+5T2059zH1tvylMtk1qW/nwNuVtKyF0cEjAAHniPnJxV6Ude4IOO/Xf7zx155yl42gvvIM0eYz5VLnuMFVdbU+KMqbfQNpRX2W/5vPwUweoZ/8jR6s7OU94D6L0Z9uMpbS4mJ7jCPf2CnvI01kzZZLSLlfDL9hvSkerwarEJN2eQxs9VOrudPrW6sP1g9X9S6WFHL8TLRelqXwefq6X/jWG2GWrx33Kfct97FOn1HZVPWr2uaj7GmmJsn1FfWb7jnBfcp/avqU+tt8UR7YNbyveZmG8bXkbSwgdGBIwQL7UdOHZk+wsSNdWf7Dk0Y9WnGLb/YyZTh8JNXv2NGmhMP5knTF3ySRVxvxDvXta2sma9dgZtamTg1wzxoz2Dnk6q/9vAVVy3zVGNXqCFi1zGX3c5/YY9mejTo4/XFq7nueo1mrpBqX+udJr61mmzJCdN9NrPOU15I/3GiZy9wi7TLRsEnq4b6mPHaOelJaUP277hTp05+UqWcYTfjXgPuK+4j6zMfch9aX9IvWt7eN0eNvwNiKpbRaSbhtDx4IEDJAH7oRR52it7XuFj320Qo2evTBupqorVTJ5IiWITySmfXu/H1CFdKqEKb+b8G31/qKeXqCdJitM59LZ9xtlXqRl6G2265q6hIg5NVN/a5R7HFdy0hSLluMs07OOq+EjpMmvIcm9Rn8L/O9L+1AfsG0Zr7sN8sykP9QduTTKXbp7/9ol/fYYF3PN8H87b1IVu3yixm/zJVe9i7lvuI/kyxb3oe1L6lPuW2lOT7YRbzPedmG8jXlbSwgdFBIwQI65E67g44720POyrzaqqlcjUzDPoT3wkaq6+iaJfaKV0eJPtg9WUqXpDz8HuE79CVmjzJ8qAoc8ndWP/0Nt1gmq9B6RplhUCe9LHzPcHkN/LU2UpH7Rib4STHJPfKrUF6micLz0QX656Q5D6yHeMnrcHif9mteB1+XKtduplz7dWQ3akvpyyvk71Kit+yz+r7P3py9Lk8V9x31oA+nTJvm2EW873oZRqII7OiRggByr2Vj3MO3s7e9W1atz1OqNvsObxvxFrV2bULNmzZCWFNftewHt6A+WMIVP5qmrk19Vo55X7/008H5mOs6ls2ZQxfYXfmxqGybSqOd8MWUNVXqnUsXX5HSRVP3d5PYc9rjb80e7mF6rhtBydpYvedbXKfPkp3ZF7bqbhve+80WvWf2EMabhDhWCl42XkZeVl1lrE/hDZ/DGLiq5fFf1s3XdpKXBBsecojZtSqqKiu9KU6rvuC+5T21jU3gb8bYivO3SnJB1MG9zCaEDQgIGyKF/jDrr1Z5dygbx4xve+lA9uUSuljFmC32crZLJs9TChZH76RmzB8+3HKmI3ny399oHHk9IRNKc/ZxWncMnZG2mnf2P3dsrYg95UjV8u3HVoVQNJ6UpllbqRGV0UrtOfNKYu+5xeq0b+CEl7MPdCVdFz0DOIW8+ax17NEC7+gK7rLzMMTobrf5S01PdsmaHJdpQig3im1A8pxKJa7jPuO+4D7kvvS9nyLeteBvytpTQb7Rse+iAkIABcuGAA3Y757QhyR/03fFwDl/8ZI26etb79kvkZeU4CUq+90kcQTmALzuSN3kbXP77Y4M755LNmR1+Fs5ls5bSk6dOyLL/x3DWTP0vVcMVVOU1WrlSYt2ZMt9gCYO0mu6cd8PVlMhf9EJ1qTth1En2a/mS7mxorQfbZW0Er+ulHz3fzzhOOYWveK0+Wo8d/Kx6eNE6ekx9aPsyG6FtFdmWhLc5b3sJoYNBAgZoqYqKnwzquf07fzp8H96Rqw11rqp6Te6IY8zNqrp6sJo1K+38zK7br5x2xJHDwK+/1fu/L8+0E2d5jJqh/vez7JIAcS5J3kDJZh4lpIPcWytibylYz1k97XxKoMOp4vPOqsoQPb+rO22yyVCXmCr6ee/QsFEPmT+NytslN/ya/NoSZoTXjdeR19U28Laprj7CbquQV1aq7Q54ytQ5D+mPpClzvK14mwnelrxNJUzhbc9jQELoQJCAAVoikfgjfX745kP23qbM8X6dfvX6XDXvs3UraIc+lKreRid68ERPxjHGbB5+xcmUK3y0yqr6DUidPGRGm3sqGj3kSZXwg5QVEpTY7HuYmdHT9fKn7B0j9Dnj5qk6c6F9rHWZKY2ZDCNHvNfM/LC8XSdaN7uOYbyteJsZE7ipwxe1uoT+e1i2dXZC24y3KW9bCX1wQlZHhAQM0Bzl5ZW0Q36Tdub21nxf28o7J2npVxvVffOWPa5KSspph/64bWyE6/YdRhVQ5LKZZSu3v+2DJT2DtyWsrcvu/V8f59JZf6fk8zQlxB7mq+gJWWHOqikLqUI8hirFyB2aYhnVw+1/bOrELOeCcX+m1/Oqda0a5qnMMfua9NoSNorXhdeJ102aonib0bar3MG76UQAb2ve5rztMxXaZrxNedtKmMJjgMeChNBBIAEDZKui4gLlODNpr3kQh4O6d1MH9tjWfumNTz9/VlVXD1UzZ0ZvjRcvkgypQprX98jLg4eajXpdLTwjmhSy4er6y5Iucv9YmdEhT6oUR1MZ/gNapkXSFIue8wj1+VZJ02PYkdJE9D32s9IHuhNG2RPTcsm+Fr2mfe1G8LLzOvC6SFOj3NPNLjN/oPe8Ka6HeJvztucxkAneZrztfHjb8jaW0K/JP4yguCABA2SqomI7qoD4TkB3eA2eIX13lEdKnbT7TpfJwyZRxXM5JY+vS+g3RhnnBHnsacnhZ+FcWv0m7fjvtEGdm/HO3lk99Z+6dhNfM5w6qywOJdpB9OlF02PolbaBZ/lKCV033EL2Nei17Gs2gpeZl53XQZqaJn1z+SDqK2P4veG49+/voPHwoB0TTQlvO2/bRvqfxwKPCQmhA0ACBshEIvE92hEnaS/5U2lJOXPvXe1cjJTc3naqxjV6M/x6xvTjM3Tjqt+nnf7Xv6i0OUaaPHVusw8/+2mvCl6rtT7BvbUi4zOU9dp/fEaJJKOb2lMfjXN7Dv0/9Zv3P+M+sW0mepi9OdwdTvqafW56DWlqHC2zXfYMcZ9w39DDtbavkslX6LUStGHizmA/zY4JHhuNCW872ra8jXlbS4vfGBkb0AEgAQM0JZEYTTvhZ+hjD2mpt+m4fr1G7bXd1lICZ3EykDF82VH97YN8zBhVZsLJqlq9PzIynVZz6MuqV1NVmDohy/u/aW6Pod/WTdyyz48q0yGUaJJ60QY7lzKt6yHunVfy9bXN5vYaOsw+ZxbVNC8zL7uEGfD6hPuI+8o2VVdvoUR8Nq0E36AieA03jwkeGzxG0vG2XbUXCLuNo5eF8ZjgsSEhFDkkYIB0Kiv3UBUVnHijh2uNmaHq6hJPHF3ecE9eJ7O7ALlu38NpR3uuhCm0473DcZbNjBx+Vm6LDz/7OZdU32aUmU2V3tep4ktNMdm47A8h0zruqJ5ZdbKE9MLNPwxNVe/vtdFT7HNmLbPX5b7gPuG+4T6S5gazZv2Vt7nd9mE0Rm7s9cVpH5bVRiebtkLbkLYxb2ve5tKSwmODx4iEUMSQgAHiJBI/pR0tzwwVPbxozI1UER2p3nqL53S2O3faac91zr2h0ZmkfKIJ3d7Zp26s6nf/9lS2HSeNnrosZ7/KhPFOyKIHo91bE7t4jxsRc6a2ZcxEb9nT+GSjUqvkqpvNbuTwfVPcHYft7/YY9h+qept4b52WwS5LrCYTsNcHUnmm+iYGb3Pe9jwGQj7t5Paf0GPdOXbshIW3IW9j3ta8zeP7L2aMQLFBAgYISyTuoMTKJ1uFT7DhuxadSDtgOzG/ueeKvlopvuk7ySxJUmVzOlU4qXmG6xmjxjjOJzWqqxNMFka9p94f4b2PmkNU4U2n6msqVXx8GLzRQ55ur6HfoPXcTcIAeo7f0F6ET9B6Vpqi5vJUUtRDnUsS5qDh3glaGTA9h/5CuYbPcv6GNMWyr22XgZYlBv38brwOEqYzmvuC+4T7RtrS88YAT3OZupMVq+U5snns8Bjy423I29KPtjVvc9720pLCY4THioRQpJCAAepVVh6kKir48qLoJSa0Y1alpQlV3bBzNrW+ZGkyvgl9ZGdLO/3ZjrP0di8In/3sP5M4x+S9YEo857i3VqRPUCbNIVyjZjhrHl+mV0770KmZemz980XM8xKwtVPncVTR/tXtfVJXaYngr9H33E9Ldg9VvjwJRnr0mvzadhloWXiZ5CtB6daB8LpzH9gg3TrE4bHAY4LHRhiPIR5LPKbqhbelbGve9jwGbFsQquAihwQMwBKJX9GO9E16FJ1kwZjLqeI5Sf33v8G7EGl9Gv9HO88PnKob3rBtjaCK5hqqbPaU0M/b0VbcsxXtpIOJws3D4WfhXJp8l6qv33tRIyf+pDmD2YTmYdY1U8cYbY6l5/xQmjx80/418lb5AdtydXem2miScSdH2Tb6Gn2PvZdyOvwa/Fr8mtJkhZcppdGzsFMnXv2e+8Q2ZYrHBI8NHiNRldT+ph1bLLwteVvzNvfEVcF78piREIoQEjB0bAccsD3tIB+mvV3cNIPv0Me3aAcbmUrR/evVfWgHeYgNtHrL/t8I2pHypM5x1e8UqoC8E3S+6kYVka/iM2aBWjB8pkR5obdWY4wyK6gC/K57a+VwaU5xe/zoIFrPvSUM0E60OndWTXtWu07C8NSNfsvl5OHeXZTarhOfnTyQXvPfbq+TvPvsErfnsKu4jb8mTbH4ufk1+LWkKSVumRivA6+LhCm8zrzutg+oL6Q5ezRGTv18q/u3rdPRW0Xy2OIx1vUP79ttmkLb2m5zWwXzrRWn2OagMTJ2oAghAUPHVVn5fVVSwtf2/kRa/O5Ve+zBh5z/I3HQhi0NN5N142+JFzKGkgDlljC5UxEzbrBKS1fN5ZA+p3p9w0lHbkwVHHpPWlASfJ0P+0oYoD97bK2zeuppxjUNN36Y57u3Q1lDN2hjbqDE+xx/UOv10pwWPyc/N7+GNAXwMvGySRgSty6yztQHti9a4JD1ZUt+++m299JD/gjiMcZjrdNb/Eddg8A2940FIWOm+X8YQLuGBAwdU0XFDKpGnqY9XLC64Bu8u+7PKPGeox57rE5aI7R2Ivf0TYcqmKNoRzpCwhSqeG52nGXeiTmDR5dGDz87eU/AzLmk+m5alteoEtzTvTV0PWvas5+b/uPAWTPtTmPUQZQQg1V8LbX4UIb5Ln9IGIufg5+Ln1Oa0ku3bKF14XXldeZ15z6Q5hahjejascNjiMeSH4+1zjNOUl0fkwbC25y3PeGxwGPCtvvw2OExJCEUESRg6HgSiT/R5+j8wca8SHu7hJo9+35pyZW4Q88rtK5tqHg+3YsPP/tOTDKL1ILTX5Ug/xy51lnr0ebWSjvhiNvrRwdQYoybKpNyWWYnhzk1U2dRxXqw6V72nDRljfrqT/wc/FzS1Kh0y8brwuvEj+060rraL9Svey7xGPJm0LL3Rg5wPlaq7CUJaJvbbe/hMcFjQ0I/VMFFCAkYOqLvyP9+41Qy+R2qXuImyW82qlzOpgrmmxL6jdF6ecMhTxOqflX+Dz/7ORdVP08V5oOUpLRpOCwbX/0qU61rpmXXT0f24Mu6skJV7+f08VOnZpq9tWGmvGUzwZmn6sk68TradaV15nW3X8s1Hks8pnhshZX47rXh2/YyJiLJlscQjyUJoUggAUPHst9+3Wlvtq9E9X5FO8ur5HHOGNOvC/0XV/2+6jhL7Z2CUsKHn03rHH4OKPGmRtRaj6AK8eh0CdhkMeVmHEqqwWPQaZk/UOX7NwmyknYZaZ143XgdbSzrnFc8tlzXOxO6nlNDHS3vYoS2PY8NHiMS+vE80TymoEggAUPH0qlTOKm8QzvIyHSAuWH4xKu4+ZODJ9sMfPA42gv7Jv0wn6j5p0cPXeaZc2HyA6oI7f1/zYpON9GyJ+wXwjKccjNgU12ZPOJDwfSvaVrp35meQx8wuxwXM2d2E9IsI68Trxs/5nXldbZfyLfZs3mMBU/AKql/adr2dgwExJ2QRWOpFf5ggFaDBAwdTajSzOy9zGy5bl++Td4VXtSAKpvJVOEED3mGz35uYYXZEvriaqqyzEf6o66xydco866zcmowkTTB7THsKPX8qsxu7B+hR5otZUn7HFngZeRllTCA182uI62rNLWO8Fgr9eX+0BjgMcJjRUK/K2RsQRFAAoaOY//9t6YyIlwB5yXZUbWSbuceqWyo1Asuk2tyevOFbNByG/o0Ri1IU3Sa7P44cHsOvZqe8wW9xTQ933QaVAkP4Ofg55KmzKRbVl43Wke7rq0ruDwlfBWXTFASf7Z5dKyQRsYWFBgkYOg4Skt5J9dw+NMYPkkm/mSdFqAKhQ8nNtwFKMWMpcomeMhz4ORjaJF6SUTMarVgxDMStI0b+ryqPu4sQVhmd2Yy3U/u6/YY+iQfRpamtIxRF/CHhGnxc/Fz8nNLUxPSLCuvG69ja+OxxmMuhfJ/af2l1DQG7Fho4I2V6LXB5GQZY1DgkICh42jD6tcYQ3vapdGdaeTs57Y7/Jxi0ky+YcwCp+bxJmfmcnsOO8U4blJr3WiSMMr81yi3wqmZehd/8GNuky/H4ufk5+bXkKa0eFl5mSUMSrOOrSBUBfsPQ0fOhCdL+bKkyIQnqIKLAxIwdAwVFZ1oB5e63tLKw/u/rtuHL5mp8KKAsbGHPLUKLZNqs8PPKekuP9JN/3FAFeqtWqlHaF17SFMsqnj/6Kyedqiz+vHULRz5Mbfx16QpFj83vwa/ljSll2aZtdHBfm8tjhPcvvZ9YNd7HB4LRMZMXBVcIWMNChgSMHQUQ2hv1nAJB1cVs2enmbKwaVSFbS0P6bfI2IRrTF++GXtkOkeqYF5wnKWTJGwwYPKRtIvtLRExX6j5w9s0Abvdh/Ac19FJSlgjd2aiirScPl6nCvViaQra1df1u3e5nCreiySM4K9RJXwqfayRplj8Wvya/NrSFJVumbUazOsqUeuZNes1GhAfSUTqfCdj0ViwYyKIxw6PIQn9RsuYgwKFBAwdQ44nutD683lUmtRXtPZeubSTHENJIbJDpIQWezIN/URwmbI8wSkvdEls9Wu61W52Vk2Lfd+UKtHzqCJN0seh0hTVvZP9j/tMDytrtMJlVAk/omrtfYaflqZY/Jr82rwM0hTAy8zLLmGQU9o2VXC4KrcnY9WLOwwdP4Z4rPGYkxAKEBIwdBTBna3O6AYKaelz7t1C2cSb1NeoI6gSqaAdYnCyBUI7yHu1Xhp/Q4foIce2P/zsxB+a1YPWl7m3JgKHPE2vk7tR9TmJ1nu8NKVl9txqo/dAPWb7LgPO59MWUzX8Q6qEfytNafEy8LLwMkmTxcvMyy5hULp5rvMvlIB97wPHHIZmPIZ4LEmYwmOOx56EUGCQgKH4lZcfT3uqbSViH6vq6vrJeJtPbn1HO8Htzfw9IkmIqjeejD+++h0w6XD6STvnstiouq1v0wrY3fH4naiajL8pwt7reUVHu7ccugOHZoehRxvX5ao3cgtDP+qD982QHX+jOzlyDDr7992pGv6dcs13+bmkKRYvCy8TLxvHdll5vmde9hi8rrzOErYeb+x97AVEU4GeqoJpTNixEWusjKkAVMGFCwkYil++zn7eavP0+sPQekWvg21bgL3s6BMJQsKHn80TqvqcjCrDvHHLYqsvqkA/MX03PkUJqzsli9FUaf6WKuXntVZ7ybfEop+bpEq7lqvK7e1lQ7avum1uVt/rNdNe4Oeyz9kIu0y0bHYZaVl5mXnZeR3kW4LSrHMrCPaDf1KONIehvbEUd8tCfZzr9mnyrHBof5CAoSMIJ7ucJGBnxC1f0X/ecy0Kns9Dlcr/aIdppzyMpZ3Qjj83y9QiJt0hWT1d85zJa0uVfnTnX1FSa3JWK6rKqqhyHel8+iD1UeoPoOnSZ83Cz8XPyc8tTWnxMvKy2mW28z2neX897TrnWXgM+t8HjoyNBjymeGxJ6Bc5+Q/aPyRgKG6JxPeoROgpEVulkslm3xovYr95tfb/DV2UWtYw2VP6E6/IgImV9HmgF1iu6ty2J2CZ7YZsT8v8QwmDtJlurttjL3P3rhvVQt8dE2NQlfs6JZByp2baBBvfc/XRlAztYV76PyfraJ+bXsO+VmNoWXmZednTnQ3N68zrLmHr8cbgKi8gegMl4cUS0NjwxkisuLFFVfAgY/pcKSEUCCRgKHZ5qX6Z6/b+mkq8fbyEVAV7VxRRhfKk1kt8d10PC53oxNf+vjOi2ZVhLpgSO0tYBFWbq5Wrv6+V+ZuurX8fNx59723O6qmH61WPvSVNytQ1zHFs1m/I2Ulm/Br8Wvya0hSLl5mXndfBrkuMdOued5Eq2H8YOv11yjy2eIxJmEJto+2YhIKBBAzFLa+zX+nRuuuWzqqvnE8jh6EbrX5ZZJnaweFnJ+2hWEPr0+iED7TjX03V6I+pMr1EmhrImcb0PU87l97W6HW9zcGvya/NyyBNsWQd6FtjpF/3fAtud//7wNFxG5CmCqY/kDQORRcQJGAoXonEt+mz/3aAa1Uy+ZQ8bhHX7fMt2uF5N0jfbZn9T63bSpkFe0yhCiX9/NJ7P7A/feaPBmUlbZqAvdv9pbv+1D9PdRRVlU8ptzZB1eij0pTi3n31EVpp+1eJbs4tDDNkX5uWwS5LI9KvixnSrFsetpQ3Ftd6AdFfURWculH//jJWYvEYoz86ItdT85jksSkhtHNIwFC8wlVEbqeebKg06hMwe7lypTyKVxKa/IEnmnj3tM8kahNmS+chlCiz3heYwZ/Xqqs+ONf5bHoqawT4Jz+p3ZzXa5ztMtCy2GXKEq8794GErauxk7HCYyWEq2BKwnFHFVAFFwgkYChmeUnAVGGMpEqj4f60W21Qamc5n6a20wjvQRrhGbkamd6x1WR5JrBRZr750aqX9Dc/L6Uk0cjO3vzCflbqNX3BH1bYpnyiZeFl4mXjZZTWzLSXs6ED9wiOPypRj6pg/sMt7lD0UTxGJYR2DAkYilNFxTfos50i0jJmg+rfv8XJjioO/p2JJB3TZUMN/0/VVDf3riuvt41he9/PZz4Hz24tLW3TBGzU4FL6nEXyMRN1p80J9fUvzudIG3W2e2sicsiT+4D7wgbGLLT/5xEvAy+LDWjZ7DLSsto4I2aI1xetjMckj816+gv6QyJ1yXKljJm0HGfJn2hMzpLQb7SMVWjHsIGgWIWTynT12GN18rjZjOkzmiqM3SVs8L2Xz6Ad3hJ+qB3nKvfuq6KX9JR0Ch1+Ni+o9376qURtwvTqMYTWp9GzmxlVlK4x+ly9etoZevlT650L35pDbTfaL/IN/H3cu676IfcBP+Y+carG5b8ak2XgZeJl42XkZeVl5mW339MI7gPuCwlbjzcmg3+EBQ5Dh8ZMvLgqeHceqxJCO4UEDMUpfPjOcVpcabpu7/60Y7tGwhRKMo9SJfKUUnUnShN9sxrv3nFl8JZ8kcPP+TsxKWNGXSGP0jLGvEalbsKpmXKPNFn68234PchPtFLfoQrUJlm7zlr5puX09Ume8GvzMthloWWSZssuMy27XYemGN1kX+RFeGw2eY/gIB57PAYlTOGxymNWQmiHkICh+FRWHkR7n70l4p1YXW4O9aa9xMPu9J2qm2bTjt7O0qS16qtKnIZEtNdfeN7n4By/jmn7my8odaD8H8sodYtTM+0bzqrH35amFD12xkZKblL96jFmNO1PSp277LoT7gvuE/vlPLGvSa9tA1oWu0whvOy8Drwu0pSGabQv8obHJo/Res5n9JE6MHK4jJ2mRKpgDy5Las+QgKH4uA2TP1h8+7c33ohMYp8N1+1zDFUUp0uYQpXHjVSBzJGQkvC4CZR47HzFlIhOccdf5d33tiQ057AxL6s5I+0h67alIwmL0TqsNto92Vk99TJpiuVcnPwzJbZXaF13M71GPE2V6I+53WgzifvCflMeme4Vo+1r0zLwskhzLF4XXidat4YZqALi+yLveGyGb1HoPxkrPHZi8BjksShhCo9ZHrsSQjuDBAzFKHzYLheHeqMnXhm+o01Z4P1Pq9vmKtrJ2zv3UHK4jZLwofTd0T8K2gNj7pdHKbReSWWcA6lynCJNjdPuWOVsp3RJ7+9xaNd9q81NztfcUu4t5f21Ud5bArwMGbDrZJxyWsZoZR7TF60odBi66XsER5WN8cZkBKrgdgoJGIrLgQceQMnt6xLVa1GyowriXKok4m4RN9ZxFm6Sxyl8wwGtGm4YsLlOU2Wmj5TQ0z4OP/NMUhca15xklPmYdt41VLo+5tRMrXDWTInbkcdyLpr9L1O6X+p6VF73ltx0IWOOU//Hz0ReBnncJF43Wu8EJdzHqHJebded+oD7Qr6l9dXWBseDs5o+6gt1Gjt7PdLkFJMyFuNOyDqcx7CE0I4gAUNxcZxwtfCUqq5umG0oS66709b0X1z1+4rjLEl7yFNX3fgCVVn2RvKdS83X7/q27zJYY95Qc0bk/dKcTDlrpk11Vk/rTYm3p66ZkvVt7dzxo+7Sztb2PsGqdqEyG5/L+37FvTVxjFbqNEqgrqktyaj6DdM1005xVk/tZded+kCa28bbb39On4MzeQXOht6cURXMY5LHpoR+o2UsQzuCBAzFJrijavHkG2V82dHOEvg1udN3qsb9jpLw0/y4av/P7IfVXg4/54A74aoq6h9b7RuzboGq5fcug5cl5Uf9a5ixzuVvfuQ9LnB8T2i/LCblCImrgmkMl+FQdDuDBAzFo7x8H9rTJCTyhA/tZcF1e+9HO67LJfSbSJVGRoc8J8/t8ZsvNnu/ZlwF/3xfKnQc1S4OP7eUO+Hqn1MVehc/Nsp8odxtjqGKdKHW6jD39oq8HfLk5+bX4NdyLk42eW/iglFbG/zDzFlJH3JkX+tjVP9HGp2Xu56MzcgkJDyWeUxLCO0AEjAUj/DhZ2OeU++80/jczI2KXsJhjHIbqq+mjXx+p4o/vuUdnWX3Hb1cuRfMvcQ8OrpMmgoOL7s7/qr7tDL3SRNx/uhccP3i1MlQrhnj/n7/nB/ytM9Jz22DDE+8Khg8VnnM+vkPQ5dmdhjao/mErJgJSHBZUnuCBAzFJHy5RrMP9bpuH54hapiEfmO1XrxIHjfNmCHXvN5LXfHqjmrlem+mQ6refm5qtiTdu0YNtg0FhO9wZGo2J3kdOKbKd6Vx1ZXOedfbs5Gdi2Y/SG3PUd/tpEo75f5QND0nPze/Br+WtBaTnByGljEadyh6GI9tCaGNIQFDcUgk9qTPh3mBKC1tyaHeuOp3oeMsyfyQ5x6Pbkd7vOP44c2zeqgDHtpdrdpY8m+OtVL7ake/5N51VdvMvtQMvKzamBla6X05NsY8ruu2HOCcf8NN9hvq1Tl2x0/reJl7SyJnhzz5ufg5bSCvUXTCE8Y4y6kj5RxCHks8pjLEY5XHrIR+qILbCSRgKA7RWw++pN5803efwMxRhXAxVQrlEvplV9GVbQws04qvSt/b8eLrjqLqLZV0taNudCdc9bh7x+X++xa3K7xsvIy8rNKkjFa/dqrGDY27y5Fz2azXaB3vtkFonugWaZjv+W5+DdtWbHjM0h85Enn8VXBoTGUg0v88tnmMSwhtCAkYioMxwcPPWjer+jVml55ax1a/z1FF8ZCEmQnf4k57Z7k65427marHI4xS79lmpU5UJZ2S7t2jhnLcnrh30TLRstllJLzMvOzOuTf83n5DGnpLyVj63q+oL4e6f6xo8SFPfg5+Lvuc9NzSXJzCZ8n73wfO8raJPGZ57EqYwmOcx7qE0EaQgKHwVVb2oT1K8P3UZl7qYwzf31bHHObLspLr/UhX+pngHwV1bmqZqHp8RTurE1TN2ROZaIe4kzZ6qjv+ynvtN7QDvCza0VN52TjmZeVl5mW339AI/euZVBkbL1HW1c8X3QKp5zBjvecuYpEEvIzavpSAxpQdW9mIG7t6O2+sQ1tCAobCFz45he98M2uWfy6/jLhu74O11hdImEIVxN2Os/h1CTPTbdMQKm0b7i9r1AL1/hlvSmTpc+7dQtXw2fT8P6fKzs6opbVztjth1CZ3/KiJXBGbRx8tsd/cCvi1uOK1rz1+1CZeFttOy8bLyMvKy2y/OQPOxcnfU9J+l/r0QPe2ikukOWv8s/wc/Fz8nNJcvLyxGxxvpTKceUzx2MoCj10ewxKm8FjnMS8htAEkYCh8OTr8TD8Yd+j5KypBsq/gTOiMbJ3+2l+n6oa/0g/wLfPs9I9a6TLaOY7gitisnv2FO+Gqv1FCPNW95eIsK5+m8XPa56bX4NfyKl56ba3tZVLeMhmqenkZm8GVk6WMGW3+UJH1IU/7M/SzNqh/ro4hVAX7z4aOnO2fgRK+LClmelBcltSWkIChsB1yyE6UcL8rUb2sDz9TJXAqJZ0fSOg3xnE+yvKm+Vy1hk4KcxsOP8eh6nKOUzWuNyW8cVTpPUL/2zvz0DJtpZXiZfub6trlS3f8VVMpWY4w91yR8dmwYfyz/Bz8XPyc/NzyGlvZr9Nr22XQZhwvEy+b/cFmcC6dNZWeazo997amJMuT2Aj/jP1Zeg5+LmnuCEIJeAkNhvUS8NjK7siIjOFI/1Pf/oDHvoTQyuj3DqCAJRJn017E/75ptaqurpTHGXPdPnNpZzRQQosqhncdZ8n+EmZu4MShtMvzJ4tFat7w3eVxRsw9v+hk6nqeoLQZQhUPX5O8rXwp5csvNi3/ZMm6eXvvu4O9tCkT9Dx8MlWFFzWgpPsF7Q2mK6On65LVT2RzqLkp7h8qy3WJSfJjSqiHOL+qDhyKT8f9U8XBuk79lx+bOp1wLpuV13sLt9RtuxxlE9zFy/+V/RGTOBUVs/izF5BNRytVW3+fEXeYmjdymgQZc92+72itApeG0baf5zhL95EQWhESMBS2ROIpyio/lIj3JteoZPI6iTJCyfcqSkzXS5hijB7mOIuz3smpAZMeoGUaKRH7EyXgFt1px737quOVq/h95RPolzajKQmbYpRaRZ+eUI6a7px7w5PSnBfubYlbtdIX087+n84lybgjDRHurYmnabt8n6rf25yLk81+D7m15DwBJxK/pXHUcN15Hf0NV38VkjET1fwRZ3hB5ly331CtTeRIAm2XqykJ3yAhtBIcgobCdcAB2weSL8vy5guuu2sf+i+yw6Tqd3qzkq8VPvzc0htC0C8qJUin6oaznPNu2JGW7Vj6uMcl8uWM0c9toYR2Lz8HP5d9zjwnX6Y36bH0uqs5obq3VfxEmtPi75Hku5p/Vpo7lvBYLvmIO1KC0BjLEI9pHtsS+o2R3wVoRaiAoXAlEiMpAT8gEe+w3qXqN6tDxlT93kc7ejutYpAu13rxWxJkbuDE42g315DQjFlOlUpeJtngiqu0VDsX/OwbGc/OpceOrZWHrc69peIC7ag7qNqaT1Vw4HB/GFW/82i7DDCu+qVzafWd0tyu5bwCZonEOzTGGw4ZbzpGqdpBErjHq3kjg7cwzIAx/Q6kz5HD+bRd/kJV8FkSQitABQyFKzz7VZYnX7lu78FxyZcqhFublXyZccJnP7e4+m1Mba1xOalm+iE/1iY4kVJF+yYnVqpwr5bmCP6aTb70vYWSfPMoVAX7J+UIjbUM8djmMS5hCv8u8O+EhNAKkIChMFVU8Bm7wQSc9b1/oxMU0I5ptVJlzT/kqUPL5OY3ARcc+nPB/m/MaPeuysghT9uWuuyogx569guPaTstpZwfFx5rWSkb6431sBxOHQpNQgKGQsU7n4bxa8x8NXs2nzWaEfpL/0z6i/9ICf3GOM7CL+RxdgZO4suhdvQCYlSNWjDiGYmAUEX7NFW2f6e+76Q2udGdPbXx1/h7+HultePiMc1jO8U0TMrBY80bc1mTMR7pf/6d4N8NCSHPkIChUDX78DP95V+apvp903GW2BvMN4sJHRLXLT/5qhjpOq+ypZ39z8xtFak/gvgxt/Hj+u8BKziOApNyNO9kLMZjnce8hD72XsINs7hB3iABQ+EZPLiUsmXw/S/HySIB9xlNO/q+Evq08PAbX7PrZ5o3H3Wx05dVzzOuspe8mPrDzaT+MX+Nv8c2AnVYaGY3WwHLCfDhMZe16Jjn3w3+HZEQ8ggJGArPV18Nob1Ew7SMxnykZmV2ezrX3XVv2sH8RsIU+ov/b46z+J8SZm/gxMG06+otEftSzR/ezCkxi5/upsYYZZbStjjSva3yZ/zBj20bfU2+DVh19at2jKfU+g5D05izY695eMzz2JcwhX9H+HdFQsgTJGAoPK4bOtSbTaVZMlEehLRwnmHjhCoRHH5ujD6nekvDSVbuGCp7vaRLbfZrEBS5Q5L/MHR47GUr3dgvmSQPIE+QgKHw6NBt/ox3n92muG6fkfSX/aESplAFcL3jLPKd6NIMOPycNefS6r9QR83QSveh7dKHH3ttEBEe4/4E3MLD0Dz2+XdAwhTaJofw74yEkAdIwFBYysuPp8/+GxF8rJLJF+VxUw6X/1OMMZu17tWy6nfgQ4fR7moPiYjZpEo64/BzBoyrUn3vfwwh3hi3d8uy9GZKwqnD0Ht4Y7D5+HeAfxck9Iv8zkDuIAFDYQlXv1lNvqGXyYMU+iu/zJjV9r63zWZCh8R5meacErczgxDn0uSLfNIV7fyv58fSDPGCY73hcqS4MZgV/h3g3wUJfaK/M5A7SMBQWMKzX2V4+Jk5zpLrjFGLJPQxY1x3wDYSZC9y+Dn9vX8hyrm0+mrnkmTkxDgIydNhaG/sm5jL8swi/p2REPIACRgKRyLxPfrsvxPQKpVMPiuPM0J/5UcmGdCan3ND8868HfhQBT2Db15jSvElXfD+L+SeN9ZXeQHRGygJL64PBnpjsTk2jPF+B4K0djAhR54hAUPh0PoUeeTJeupJforFL1GK/KuEKbQDusR1dztAwsyZulDlofnw8zoJAHIrcoekBfKARMZi03jM89iXMIV/R/h3RULIEyRgKBzGjJBHniwOP/tpXconnMTcmCBmasSmNPOMbIBmCY+vTnPlAYmeH5GB6Jjn3w3+HZEQ8ggJGAoH7RXkkUfrjOd+9tP6wyX0X2THQ5XAia7b70cSNm3Ag3ybuGDVXNIZh58hfyJjPnBL6ANkTGaExzqPeQn9xsjvCOQZEjAUDmM+lUee6O0IM+Y4S6+nv/Rjrv2NnozSiF/I/x6jnlZzfrxGIoDci5yE2Ln+Dv2i7hx5kIHYE6/m8++GhJBnSMBQOLS+Qx55wvNBZ81EDrNRRbC/6/a9TMLGaXO6PBJmG6UeLZEAIPfCY37LvsvlkUc7p8mjRvEY57EuoU/0dwLyBwkYCkd4Oj6tv68OOqiHRFlznGV/o7/44+Z/Hu26ezTcVjAdozrJI4/W31IDNyXV3g9+Q1oAcofHOo95v7p9d5NHnvCYjCFjO3KzBf5d4N8JCaEVIAFD4Zg16z3aS7wlkae2toVVsBtXBXejJ276ULQ2v5dHfvsrx/xHDZiUWRUNkKnwWHd70Ufo78/4MRlSy5cd0RgPi/4uQH4hAUNhCd+arQXvAzPH+fi/9Jd/5B7AtIM6z3X7ReaNDpg3Yqyqcw6hR9Veg4/Wv1cDJ09Re0xqupIGyIQuC16GV+eb/ZTHII9FHpON4DHNY1vCFP4d4N8FCaGVIAFDYQlfB8kJ+PDDmz+LlbWFL0v6QgKfDE7Iev+0N9W84ZXKuHE38h+mytRstffEFv2RAKAG3n6q0rXHSuSp3dP7n8cej0Eei02KPfGKxv4WVL9tQMv/AIWjouJ/9HmQFxBjTlfJ5EMSNYvr9rlEa32LhCnGqNMdZ0lmzz1g0mn0GzWefq22lZYGxtyo5o8YJVFO3L7LUffTa+1mlJkhTdCGtNKDjXIXX7z832dIU24MmDROdZp/per8jDQQdwelNgz/QhlVReMqo/Hpun1Po+r3QQlTKAFf6jhLb5UQWhEqYCg84ckIWngYmvEOiHZEwfeXPZGTVdLiHWGtm6Dle05aGmh9Je1IX1J7TdxHWlrMKP027/AlhDZnFtFIihtDzcNjhccMjx3/vM/M3fUjO9YyTL4i7sSrt5B82w4qYCg8icShtFN6XSK2WW3YsI2aM6dFdyAypveJtAN9XMIUqoKvyXpS+gGTx9BvV1zy3uRVLcMj02ECpAyY/DPvaIrqrFSdUlvzQ/q/njGHqWTyDYmaRNXvb6n6vVZCH/dHWi/7PwmglSEBQ2FKJBZSEpY3waxTVHX1Y/K42Vy3z1St9VAJLUrAtOdz9nScRdlVm3tPOlY5mvecu3sNPkb9We3cu0rN+HbMlJjQYQ1+sVStWDae9swNt8gsfZ/S8D8kIMZ8QMm3v0RNct3d+tHnDygBB65Rp+p3GlW/wySENoBD0FCowlM+5uhEp9jLkmjH1Yx5oheMeEZt7lxOjx72Gnx4B7ti2Wy1z+RvSQt0dDwWeEz4ky8LH37O6h7YzOXLjmImiMFlR20NCRgKU/ROSDlJwI7z8TtUGfxBwhTagZ3hun2/I2HmPjxlrZo3/DSqeH8lLQ20+jq1v6wGTL5cWqCj4jHAY4HHRFjJguB0k1ncBYzHLI9dCVN4jPNYlxDaCA5BQ+FKJJZQZuwjETtRVVdnWR1EGdOrmzFdFmqtd5Imy9AO0nGWDJYwewMmVtLy8lnSB0lLA2MeVyV1VWrOmSukBTqCQffvrOpKxtO4iLkJiJmpyp56RHX6oOEPQmOWqmSyr0RNogQ8gxLwERJalHw/1Xpjf61X4baZbQwVMBSyvFTBsmOKOxR9BO3QzpIwe/NHzlLzRhxMu8DgnNaMd8B1JUm1z6S4u9NAMeJtzds8PvneYcdKpw/2lYZ62VS/Z4WTrxiL5Ns+IAFD4XKc4M7ImJxNeOE4SydQpeA/07reaNft31keN8+8EXw4+qe0wGu9BqH1Lsrox6lSvklaoFjxNuZtzds8wI6Jn8oY4TEdnH4yPBNcGjJG4y47ep3HtoTQxpCAoXDNmvUC7VEablGo9Q6qsjI4WX2LxN4tqbdSmzO/NjidecP/plzFJ2j5ZlcQ2vm1GjBphtrngXD1A4WOtylvW97GUc/YMcFjg/FY1rphsmce69XVz0vUhM2jvbEahrsdtSdIwFDYwndIct0cVsHLnqWKITLRAe3YRrluv5ZPqLFgxEe0s6U/GGKmvNT6COWWzFYDJzf/kDe0L7wteZvyto2gMcBjgcdEvfBYDo/1NHhs8hiVMIXHMo9pCaEdQAKGQhfeKbXw7khh6S7VMC2vgut5E+h/jz6C15toe2u5P6sBk+9Tgx4t8xqh4PC2423I29Lbpn68zb8nYyAsOJbDM8CllW5s4rKj9gYJGApbdfXT9PkzLyD8nlp5+VEStZjjfPw+VQ6RWbCowvix6/b9oYQtN2/4c6pWJehRdGpBrX6u6jYl1T4Pxp1QA+0ZbzPedrwNox6y25y3fRiP4eD7w5+pZNI3G0c8HpM8NiVM4THMY1lCaCeQgKEYBKvgHMwN7af10jG0A1skoV/uqmC2cPgXtDM+nV7xAmlpoNW+tBedoQZOukJaoL3jbcXbjLddBG1j3ta8zeNoHT6Sk2H1G3vi1SIewxJCO4IEDIUvenOGnB6GporCpY/I4TtqO4gqjl9KmDvzTr9LqbpKWq+Y28vpG9XAyY/TR+jsWWg3eNvwNuJtFWa3KW1bu40bEf4jMoPJN3gs8piUMIXHLo9hCaEdwUQcUAwcVVHBlcTWXkiMOUIlk69IlBOu2+dfWuvAbFjGqBpq66/14s+lKbcGTrqdfk0vlKgBnxGrTZWaN3KatEB7MHDiUGU0T6wRmMTFY/6o5o24SIL0Eolv0c+/LBH7SlVX8y0u0yZRY/ptT5XuQkq0DWdNE2r7t+MszdlbMpBbqIChGLi0pwlXCDk9DO2JvSypB+3kcnso2s/usM1PaP0a3udmdgfvTKUEfbO0QFuz24K2STj52m1H2zCT5MvCR3C8IzyNVrA8BsPJ14PLjtozJGAoDnk+DM0cZ9nLtKPjs1kDaMd3kev25ROo8mPeiL/Ti5cro/iEsxB9Oe34X1EDHtxPGqC1cd/zNuBtEcbbjLcdb8PMZXX4mccej0EJU3is8piVENohJGAoDttuO532OFskYnupROIQeZxDhk/ICk6O78lfFczmnr5YzR/OZ11f4zX46W/SciXVwAeDd9GB/LN9Tn1vt0HENXab8bbLVEXFwfR5Ly8gPKZ5bDcu7sQrGqMx15dDu4IEDMVhxoyN9DlcBef8MDRVFB/Tf3GHok+gSuQkCfNn3vDrlHa+S5VV8JISrUpph3uvGjj5r6r/0y2bKhOaxn3Mfc19bvveh7cNbyPeVtkLj9knZGzH4jHHY09Cv7EyVqEdQwKG4hGdGzrnh6GZ4ywdRxXGXAn98lsF15t72guqpHOCdvSTpcXvTFVaM1sNmHykxJBr3Lfcx9zXYbxNeNvwNmqO8Hzm4TEdFVf9zuUxKiG0Y0jAUDzCOyut91WVlTzfcj7EVcFfp4okbo7f3Jtzyjo1f/gIeyZ01D5Ulb1IFdqVEkOucJ9y33Ifh/G24G3C26Y5DjroQDtm/RpJwDzWeMxJ6IcTrwoEEjAUjzff5EuRnvQC4br5qoIfoUojbmai0bRjbL1rdOeOmKC0S9WweUNa/MapgZOmq70e+JrE0Fzch9yX3Kdh3Pe8DXhbtERdXfjw85MypiNkjMVVv//gsSkhtHNIwFBswhVDzt8H9omc5EIVyVb0X+sciq43d+RsNX/EYbT3vV1afPQJqqQkqQZMGiYNkC3uO+5D7ssw7nPue94GLRceq40dfubLjnisheHEqwKCBAzFJnwYulwdeOAgiXKKKo1ZVHFEbq5PO8ZzqEL5hoStZ/6Ii5WrfqyMqpGWejvSQk2hCu4PEkOmuM+477gP/biPua+5z3OBxyiP1aDYBMxji8eYhCk8FnlMSggFAAkYikt19Wr6HLzlmuPksQq2lyXFzYLVulVwvQXDH1Ul9pB0zOFxfSkllP+ovR/eXxogHe4j7ivuszDuW+5j7utciY7RZ2Usx4k79ExjEJcdFRokYCg+rTIrlsdxlq2h/+JOyPouVSrDJWxdc0YuocrsOKrSfiMtPvobyqnjs6QjFRQI7hvuI+6rMO5T7lvu49wKjtE0k2/wmOKxJaEfX3bEYxEKCOaChuJTXr4rZcbgNZCuu5eaPXuhRDnnun2qtdaB2bCMUR84zpL+EraNvScfRb/l4+ljb2nxe0CtK6tSy368QeKOrfcjXVW3zePp0Rleg49RC+ijiqref0lL7pSX96fxGryu23W/RuP1E4lSKAHzfM97SmhR9Zt0nKUVEkIBQQUMxYd3XMbwpSIN8jApR0jcCVl70g6zbQ5F1+OE0W19OfXHRGnxO0N12zRb7T0pcIOJDon7gPsiNvlS33Ef5iP5suidj15Mk3z5xKtA8hU49FygkIChWIVPxsprAqYK5EmqRPhknQDaYY4xpu8eEraN6nPWq/kjzlDGPc/W5QF6gHL0v9SAyVdJQ8fD6859wH0RQH3FfcZ9x32YL9GxGTn8zGOIx5KEKTzmeOxJCAUGh6ChOB1wwG6qtPQjier1U9XVuX7vLsV1++yrtX5PwhTajU9ynCUjJWxbe006QJVoPsx6uNfgY8xTqk6fpxYOXyYtxa3/5N6qxEygBHictPi9pupMlXp/xNsS50dFRV/6HJwrurZ2d/X224sksqj6nUgJeISEKZSAv04J+H8SQoFBBQzFiXdgxrwqUb18V8G8I7zJixrwjpMqmKMlbFucUOYN/wb1za3S0oATUamZrQZMOllaihevI69rXPLlvuE+ynfy9YQPP78aTr48duKSL7kJybewIQFDMWu1s6HrGeOOpapkuYQpVAW37XvBYfNHXKqM4kS7ymuop3tSUnqUEtQt0lB8eN14HXldg1bZPuG+aT3BMal18IYiJG7s8BjjsSYhFCgkYCheJSXhBHyUOuigneVxXjjOsg1a67gTsr5JlcwvJGwf5g+fomoVn7kdfQ9R60vU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