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ASRdBBLj9bfsgOGqvJBqbbRqAVSr4Nzu+gowgEyEVAUYQKnyc3AGkBmQqgADKFV+Ds4AMgNSFWAApcrPwRlAZkCqAgygVPk5OAPIDEhVgAGUKj8HZwCZAakKMIBS5efgDCAzIFUBBlCq/BycAWQGpCrAAEqVn4MzgMyAVAUYQKnyc3AGkBmQqgADKFV+Ds4AMgNSFWAApcrPwRlAZkCqAgygVPk5OAPIDEhVgAGUKj8HZwCZAakKMIBS5efgDCAzIFUBBlCq/BycAWQGpCrAAEqVn4MzgMyAVAUYQKnyc3AGkBmQqgADKFV+Ds4AMgNSFWAApcrPwRlAZkCqAgygVPk5OAPIDEhVgAGUKj8HZwCZAakKMIBS5efgDCAzIFUBBlCq/BycAWQGpCrAAEqVn4MzgMyAVAX+D0H/pwKu/XhcAAAAAElFTkSuQmCC</thumbnail><scenes select="1"><scene name="Polygon Problem Solving"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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gO8urpXbEVZrHBb8MIVRBbxcvPScuafvf8Hs488igKPS0gyBrgkQwF2j7v2FHgzg0ly51lqt8aHeP1VvnsD3Lp7y7494+wfPnvP+0wjg3pwhu0aAAOYOBAv8OYDXlA6T2WetWv9S8MMURhXwSun1Nw8+/fw3zb+cAI4qSzMEuidAAHfPuudXevAT8PwTpOZhVh1b3vOH6tEDeGX4meM2/9oXPGo1AdyjM2TbCBDA3IFgga0C+DRV60MmTQQ/TGFUAZcGVSltWrZgLQEcVZZmCHRPgADunnXPrzQVwEsnb1r0pXsOfolV68M9f6AeP4BXSmNvmX/Jx8697gB+ElaPz5Lt51OAAM7n3Ns69VQAP2/jhYe+v/GGx1q1vqStJjwUTcArpZXnzTnpy2+48WQCOJoqjRDongAB3D3rnl9pKoCP3vDll7xn/ISmVev79vyBevwAXind9INd/ubC59/8JQK4x2fJ9vMpQADnc+5tnXoqgF9+37nHnjD+njut1ljWVhMeiibgleJPfzG07NJ9b7mUAI6mSiMEuidAAHfPuudXmgrgV6//1Dveuu7U5fwO4PTjnPrdwHcOLl7+mFtvJIDTj4MdINCyAAHcMll+H/hzAN972lVWrb84vxLZOLlXShfeYXvd9NgVBHA2JsIuEGhNgABuzSvX1VMB/Mr7Pn3c29e99xdWbbww1xgZOLxXipfVBp54TeXWa/gEnIF5sAUEWhUggFsVy3H9VAC/dMPnXnvi+EkNq9b3yzFFJo7uleINPxs66Fv733IRAZyJibAJBFoTIIBb88p19VQAH7XhKy8+eez4gtXqT841RgYO7+XSL7+/60u+8cKbv0AAZ2AebAGBVgUI4FbFclw/FcAHbLxs/zMbL3+GVRsLc0yRiaN7pfiHj8w76+yTr38dAZyJibAJBFoTIIBb88p19VQAL5qo7f4fa5/+Jqs2hnKNkYHDe6W46aW7Xf+Bb1w7QgBnYB5sAYFWBQjgVsVyXL/VryM8RfXGbna31uWYI+nRfa9SadPQ0NoDF6zhZ0EnnQSLI9C+AAHcvl3untzqlzH8g1yvslr9ytwhZOTAXi4dfPfAHj88ardbCOCMzIRtINCqAAHcqliO67f6fcDPltklVq2flWOOpEf3Sukdy2cd8qkTihcSwEknweIItC9AALdvl7snHwzg+ZL5XKs23p07hIwc2CvFj54356TjPz/75A9ee43xNeCMzIVtINCKAAHcilbOax8M4OJKyY63WuPpOSdJdnwvF3/2seEzi9/Y9Y0XEMDJxsDCCMxIgACeEV++Hn4wgGd/UZq12mqNwXwJZOO0Lg2qXNzwyt2Wf2HVwNK7COBszIVdINCqAAHcqliO6x8I4KkXvldKv5U3j7Xa2GU5JklydF8yfIQKhc8sW7j2vKkNEMBJxsCiCMxYgACeMWF+GmwbwMVzJf3Bqo335kcgGyf1SvEDkh61bEH9LgI4GzNhFwi0I0AAt6OW02e2DeDhV8oLJ/MjKbt/GbxS+pXcT1+2sP54Arj7/qyIQCwBAjiWZA76bBPAe2lXDZXu0YQeb6vqt+fg+Jk4oi8uLdKgfq1N9Ucue7SfRABnYixsAoG2BAjgttjy+dDWATwl4OXSt+X6kY3WP5ZPke6f2kdK/yjTgVarH/3QeXR/N6yIAAIzESCAZ6KXs2cfFsAjxZfL7J+sVt8nZxTJjuvl0i9U8A/aisZ/EsDJxsDCCEQRIICjMOajycM/AWsXqbRGPnmEjY5fnQ+FdKf0kXkHqDDwXVXru5k0QQCnmwUrIxBDgACOoZiTHtt74XuldJbUHLbq2OtzwpDsmF4Z/pK8cI/V6idObYIATjYKFkYgigABHIUxH022G8BT3xQ0oF9rYtMSW33v7/Ih0f1T+l5z/kKDQys1+eA3vRHA3Z8DKyIQU4AAjqnZ57129ML3Sumbcq9arfGePidIdjwvFz8iU8Wqjb97YBMEcLJxsDACUQQI4CiM+Wiy4wCe+3hp4Aatbz7Gfjv+x3xodO+U/ph5u2l24bfS5FOtuu7XBHD37FkJgU4KEMCd1O2z3jv7xLX5U7B8jVUbb+mzYyc/jo8UP6OCLbRq/c+ffqc2xSfg5KNhAwjMSIAAnhFfvh7eaQCX5z5BNnD9Qz+l5Uso/mm9Mvfx8oEbpMn9rLbulq1XIIDje9MRgW4KEMDd1O7xtaZ74Xul+Bm5FlmtcUSPHzUz2/dy8bsy3b69v1mYbh6ZOQQbQQCB7QoQwFyMYIHpXvi+5/Aj9YjCzXK9xWr1bwc3pnC7Al4uHS3TZ3Rf80l2x9g9Dy2abh6wIoBAtgUI4GzPJ1O7C3nh+5LhV2jAPi0fWGy1e8YydYAe2oyXHzksm1ylSX+brRz72va2HjKPHjoyW0UgdwIEcO5G3v6BQ1/4Xi5+XaYJqzZe2f5q+X7SK8V/l2vQao2X7UgidB75luT0CGRXgADO7mwyt7PQF74v1TxNFquSv8tqYxdk7iAZ35CPlF4n8zM00KjYbRongDM+MLaHQJsCBHCbcHl8LDSAp2y8XDpYpovlfpDVGtfn0audM3u5uJ/MfiTXkVarX7WzHq3Mo5298AwCCHRWgADurG9fdW/1he/l0okyvWtH30TUVzgRDrPVN7GdabX6x6dr2eo8puvHf0cAge4KEMDd9e7p1dp54fvepa+qqb+U6s+xmv7U0wAd3LyXN/9mqZ9IutVq9deELNXOPEL6UoMAAt0RIIC749wXq7TzwndpUJXipZL+ZNXGkX0B0YFDeKV4iaRdVG0cNvWrBkOWaGceIX2pQQCB7ggQwN1x7otV2n3hb/lZxt+TVOM7ox9+FbxSnPpnRiNa3zy8lZ+l3e48+uIycggE+kCAAO6DIXbrCDN54fviObtrcOhSyW9VtfGa0E953TpbinU2/+1AufhvMttbE5sOs1X3/r6VfcxkHq2sQy0CCHRGgADujGtfdp3pC98XaK5KpR/LfY0mGkfbam3oS6iAQ/le2lVDpYslPUr1+nPtbq0LeGybkpnOo9X1qEcAgbgCBHBcz77uFuOF77trjoaLF0qar8nCS2zl2t/0Ndp2DudLi4vV1H/KtVZqHNXuN6fFmEfe7DkvAlkSIICzNI2M7yXmC98rxXMlO0pq/q1Vx5Zn/OjRtueV4WdKhf+W/CKrNo6bSeOY85jJPngWAQTaEyCA23PL5VOxX/heKb5bslMlnWLV+ln9juqV0jskfUjy063a+OhMzxt7HjPdD88jgEBrAgRwa165ru7EC9+XDO+vAfuaXCvkk6+30XVr+g3ZF83eQ0NDX5Rpb036K2zl2P/GOGMn5hFjX/RAAIEwAQI4zIkqSZ164d//deHS2ZJeqqafaKONz/cLuI8U36SCTf1Uq//SWP3t9nvdG+tsnZpHrP3RBwEEdi5AAHNDggU6/cL3keHDZHa+ZHfI/Tgbbfw8eHMZK/SR4tNkOlfSnnI/xkbHpn4YSdQ/nZ5H1M3SDAEEHiZAAHMpggW68cLf8l3Sp8rtrZIu1KTea6vqtwdvMnGhLy4t0oA+IOnFMj9HY43TY37q3fp43ZhHYk6WR6CvBQjgvh5v3MN184Xv5UfsKZt1uqRXS/Zv2jT5r7Z6/Na4J4rXzRfPW6rBgZMkf5WkC+QbT7XafXfEW+Hhnbo5j06eg94I5FWAAM7r5Ns4d4oXvi8qLtYsvVvSMZKmfk3fF63W+Hob2+/II14uvkymN0g6UNL5KuijdltjVUcWe0jTFPPoxrlYA4G8CBDAeZl0hHOmfOFv/ilaxeLUX0u/SWYlyc9T075no/UfRjhaSy18pHSICn64ZMdKXpfr82o0zmnnp1m1tDABPBMunkUgcwIEcOZGkt0NpQzgrVW8MvdA+eDRkh8jswnJL5frCmnjZZ34a9/Nfx2uWS+U6VDJni/3QcnOl01826rrfpRqYlmZR6rzsy4CvS5AAPf6BLu4/yy+8H1k3rNVGPgryV8kaV9Jdcl+KddPpOYauVaqYCtUbfxmZ78AYsuvTXycmr63TEukwkKZniP3fWQqSrpJsovVnPwfGx2/povsO1wqi/PIggt7QKBXBAjgXplUBvaZ9Re+SwUtGX6aBgrPlnxPyZ4pTYWpL5DboMw3ybVeZgVJ45Lmyb0p02y5Dcl8QrK7peZKyZZLfocmdY1Wjv3cpGYGRrDNFrI+j6x5sR8EsiZAAGdtIhnez+YXvulgua7M8Da3u7VZ2jC4dNMvFg/5xllztG7egCYGJzU4cW9h7vgmn7XxtqF9Vm3UrhM9da4ts7j2Gpv6bnH+IIBAjwkQwD02sJTbfcYB/tyCT30dlD9ZEWiarrjuavtxVvbDPhBAIFyAAA63ohIBBBBAAIFoAgRwNEoaIYAAAgggEC5AAIdbUYkAAggggEA0AQI4GiWNEEAAAQQQCBcggMOtqEQAAQQQQCCaAAEcjZJGCCCAAAIIhAsQwOFWVCKAAAIIIBBNgACORkkjBBBAAAEEwgUI4HArKhFAAAEEEIgmQABHo6QRAggggAAC4QIEcLgVlQgggAACCEQTIICjUdIIAQQQQACBcAECONyKSgQQQAABBKIJEMDRKGmEAAIIIIBAuAABHG5FJQIIIIAAAtEECOBolDRCAAEEEEAgXIAADreiEgEEEEAAgWgCBHA0ShohgAACCCAQLkAAh1tRiQACCCCAQDQBAjgaJY0QQAABBBAIFyCAw62oRAABBBBAIJoAARyNkkYIIIAAAgiECxDA4VZUIoAAAgggEE2AAI5GSSMEEEAAAQTCBQjgcCsqEUAAAQQQiCZAAEejpBECCCCAAALhAgRwuBWVCCCAAAIIRBMggKNR0ggBBBBAAIFwAQI43IpKBBBAAAEEogkQwNEoaYQAAggggEC4AAEcbkUlAggggAAC0QQI4GiUNEIAAQQQQCBcgAAOt6ISAQQQQACBaAIEcDRKGiGAAAIIIBAuQACHW1GJAAIIIIBANAECOBoljRBAAAEEEAgXIIDDrahE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