<snapdata remixID="9611233"><project name="Polygon Problem Solving" app="Snap! 6, https://snap.berkeley.edu" 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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" scheduled="false" 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xP4C4v4Eotj/VtJbW6/irlOric11bzmwm1n21ylnZ0mAAM7SNOgFgS4Eurlpl2PfZdKipsubbksrVv/Cen4GIBAl/j25fqvlUrvT2BYvdPluZrnQtfj/8yNAAOdnVnSKQJNApzftcuIPmDc/TtGlqWoPn9ZlBPsWKCe+wVxNn4Lu5DGenc4S//ESIIDHa56spkACndy0o9g/I+ltjSwm7ZyKbWmBqEa61Cj2HZKWtLzb8Jm0YmfN10gnsxzpIig2EgECeCTMFEFg8AIL3bSPfo8v3XqIHm99hrGX9JLqavu/g++IK9YFDr3AX1Jaou83abh04Bbtd88VVg/nOT8LzRLZ8RQggMdzrqyqAAIL3bTbfqev6bq0Ym8sAE/QJUYVv06mN7Q0sTmNbc6Tx+rHLDTLoIuh+NAECOCh0XJhBIYrsK+bdnmNr7aakqYOTFvSih083K64+ozAZOwPubS8UcRclanE1rQqEcDF3DcEcDHnzqrHQGCfAVzx3WaaaFxmulz76b3t3wIdA47sLeGTvjR6eM5fAbT9VDQBnL3xjaIjAngUytRAYAgC8920o9j/XtKrW0p+LY3tdUNog0vuQyCK/auSXttyyI1pbK9p/GcEcDG3EQFczLmz6jEQ2EcA1yQ1/ru9M+VTz8EmPudT0SZPK1YigIONJDOFCeDMjIJGEOhOoF0AR7H/q6SXNl6p/vjJqYpd1d3VOXpQAuXV/g4r6VMtM/nXqYr9h5l/xivgQWnn6zoEcL7mRbcIzAq0DeDEa42/duSuX1UTOwi2sAJRxR+R6RmzXbS8CiaAw84nVHUCOJQ8dRHoU6D1pl2O/RZr+aaj2oRevWmVfb3PUpzep8DkWv8jn9aNjZdx6TvV2F5Z/2cEcJ/AOT2dAM7p4GgbgdabdhT7tKTZv1t06ZFqbM9EKhsC5dgfNqnx3YhaGtueT6oTwNmY0ai7IIBHLU49BAYk0HjTLsd+pan5qwatpj+dWmPXD6gcl+lTYDLx0931paZXwa6rqom9kwDuEzenpxPAOR0cbSPQeNOOYn9M0rJZFdOOtGL7oZQtgSjxJ+RqfA739jS2/QngbM1pVN0QwKOSpg4CAxaYuWlf9I71R9u07mm6vGmfD/8fcCtcrkOBKPF1cp3Z9Cp4QkevvOrUPfM7Z8NN3JM7tByHwxj2OEyRNRRSYDaAz1x/h5mOb3j1O+f3TAsJlNFFR3M/qX7Hys+cumd+BHBGhzaktgjgIcFyWQSGLTATwBeftX63pEUz9Vx6oBrbkcOuz/V7E5is+C/d1Dif3ResO3XP/Ajg3kzzehYBnNfJ0XfhBeoBXF1+lD77+k83W5jellbsbwsPlFGAKPG/kOuzje297Ya3q/zQvQRwRmc2rLYI4GHJcl0EhixQD+BrX3uZ7p98YWMlT+PmxxwOuQ0u34NAFHvT40KPmPqx3vK1cwngHizzfAoBnOfp0XuhBeoBfOlbb9TuRUv2OrgeTBM7otAwOVh8lPgDch0+0+qi3Tt13tWvJoBzMLtBtkgAD1KTayEwQoF6AF981vqmiiXXJRsTu2CEbVCqB4EVsV9Uk5rmdMG6UwngHizzfAoBnOfp0XuhBc44+RP+9Vee22SQxvUnYZkXGiYXi3eLYtXfhp79+cNbLtM133g/9+RczG8wTTLswThyFQRGLvCSd9/tGw953mxdl3ZVY2t4P3rkLVGwC4Eo8Z1yLZ45ZcXmf9cP/voY7sldGOb9UIad9wnSf2EFjly53Xcuftre9Zt+llbsqMKC5GzhUeL3yfWcmbaX7Hpc91+0jHtyzubYT7sMux89zkUgoMBkpeZuTf8Kr0tjOztgS5TuQiCKvf77Y2fNnGJyTcUl7sldGOb9UIad9wnSfzEFPu2Lo43a2bj40mIdv3Gl3VlMkPytesUaP75W0+2NnacrtERn2678rYaOexEggHtR4xwEAgtEib9Orq803bzj5pfDgVukfAcCUezNH5gz/XFasa92cCqHjIEAATwGQ2QJxROYjP1zLv357MpN02nFZh9HWTyRfK64zXc4X1ON7Yx8roauuxUggLsV43gEMiBQjv0Ok45raGXP19ploDVa6EKg9Wsk3XVnNbG9X6zRxbU4NH8CBHD+ZkbHCCiK/UFJh81QuLShGtvsk5UgyodAOfYHrWGOkjakzDEfwxtAlwTwABC5BAKjFogq/qhMBzbUvT2N7WWj7oN6/QmUK357y1dJbk0r9vT+rsrZeREggPMyKfpEoEFgMvEn3LV09hWw6yvVxP4EpHwJlBP/srka57YzjW12rvlaDd12K0AAdyvG8QhkQCCKvf6rKrMfujLXVVOJvTMDrdFCFwLlil9lprc3/EFquprwYbouCHN9KAGc6/HRfFEFosR3yzXRsP6L0tguLKpHXtd9aOIfLrlWzvbPp9nzOsqe+iaAe2LjJATCCsz59RXX+dXELg3bFdW7FZhc4+d5TR9tOK+Wxtb4B6tuL8nxORIggHM0LFpFYEagNYDNdf4UAZy7DVJe4+dZcwB7Glspdwuh4Z4ECOCe2DgJgbACc14Bl/SB6mr7eNiuqN6twGTsf+nSx3gF3K3ceBxPAI/HHFlFwQSiiu+W7f07YHddVk3s/QVjyP1yo8Q/IVfjlzrzFnTup9r5Agjgzq04EoHMCLR+Ctpd11UTe2NmGqSRjgSiiv8PmWbn5tLuamyz3xHc0UU4KLcCBHBuR0fjRRaIYn9c0n6zBq5/ShP73SKb5HHtUeI3y/Wqht6fSGNr+JLnPK6KnjsVIIA7leI4BDIkEFV8i0zPnGnJXHdPJfb8DLVIKx0IlGP/fyYd0/AHqYfTxJZ3cCqHjIEAATwGQ2QJxROIEr9brufNrtz0UFqxQ4onke8VR7E/JKkxcO9JY9s713wvj+4XECCA2SII5FAgiv1GSX80+wrYtGOqYnvfks7hmorYchT7E9LeR4pK+noa26uLaFHENRPARZw6a869wKEVX1syNT75it8fzeFUo8Rrcs3eh820dqpiq3O4FFruQYAA7gGNUxAILTC5yl/mE/qXxj7Sf9MiXW/ToXujfocCp/tE9Bva3Xh0qaSXblxtd3R4BQ7LuQABnPMB0n5xBaLYvXH1bnpLtWLXFlckXysvJ/5mc32+6Q9RsXFPztcY++qWYffFx8kIhBOYrOx2b35s8E1pbKeG64jK3QhEa3y9ajpl5pxSbVob1yzintwNYs6PZdg5HyDtF1fgqPMe8seW7f0ArbkenuJXWHKzIVo/Ab3/9i2679KDuSfnZoL9N8qw+zfkCggEETjpzd/0u5570t7aJk8rPMg/yDB6KNr6PO9j771Z37r2JO7JPVjm9RSGndfJ0XfhBT704rf71add1eQwUdJxG1bb9wuPk3GAQ1f5b5YmdGdjm2/98jt0yQ//hntyxmc3yPYY9iA1uRYCIxS4/LBT/JIz/1He8Lkdl75aje2PR9gGpXoQKMf+FZNeN3OquetDn/l9nbPhJu7JPXjm9RSGndfJ0XfhBeoB/Fdv/pK2P232iZSS6/E0sWWFx8k4QFTx7TLNPvN52eOP6H3Xnk4AZ3xug26PAB60KNdDYEQC9QD+xsvP1m0vfn1TxTRWSbKmX1EaUUuU6UjALYpVazz0t354g07+3t8QwB35jc9BBPD4zJKVFEygHsD1JV981vrWlX8xje3PCsaRm+VGiX9Rrv/S2PAF65787THegs7NGAfSKAE8EEYugsDoBWYC+KKz1j9q0tNnO+Bt6NEPo4uKUeLb5Xvffpb06AXrTt0zPwK4C8gxOJQAHoMhsoRiCsy+Aj5z/Sdlem+jgk/o6Ooqu7eYMtlddXmtP9emdU9Lh5+8YN2pe+ZHAGd3dsPojAAehirXRGAEAjMBXL9ptz7UX66fpIkdO4I2KNGFQFTxu2R6wewpT/3uduMsu7gch+ZcgADO+QBpv7gCTQEc+32SntN6Yy+uTjZXPucPStLP0tiOIoCzOa9hd0UAD1uY6yMwJIHGm/bkaj/JS/pm09vQphuqFWv+iPSQeuGyCwtMxn6DS6c1Hjk9oZM2r7KbCeCF/cbxCAJ4HKfKmgoh0HrTjhLfJtf+DYuvpXHztzUUAiaji4wqPi2r/4rYUz+ux9LEDqj/LwI4o0MbclsE8JCBuTwCwxJovWlPJn6+uz7SVK+k/5mutqZfeRlWP1x3foHJ2K9z6Q2NR5jpg1MV+ygBXNydQwAXd/asPOcC7V41TSb+hLuWNizN05gvaAg96tYvXpC0I41tv5m+eAUcekJh6hPAYdypikDfAu1u2uXVXv8+pLjl4remsb2i74JcoCeBKPZ/lvTbjSd7TXF1jSUEcE+kY3MSATw2o2QhRROY71VT63OG6y7pdj1dl9rWohkFX+95fmC0TI829dHmQSm8Ag4+qSANEMBB2CmKQP8C8920yyv9z2yxvtBUwbQprVi5/6pcoRuBqOJVmQ5tmcUb04pd1/jPCOBuVMfnWAJ4fGbJSgomsK+bdhT7RkmTLa+8LkkTu6BgTMGWG1X8Ypk+1NLAVBrbitamCOBgYwpamAAOyk9xBHoX2GcAf8z313Ztlavx33E+kNU7d9dnRrHXv/For7/JtUwHph+wxwjgrjnH8gQCeCzHyqKKILDQq6Z2D34Qb0WPZGu0e+vZXDdMJe0fjLLQLEfSNEVGLkAAj5ycgggMRqCTm3YUe/2DV3se9jDz49LfVWM7fTBdcJVWgXLFrzdT8xPIXFvTxPZ+Y1XLSZ3MEunxEyCAx2+mrKggAp3ctI+s+GE7S3qg5a1o+YT+U3WVfbkgVCNbZrnip5nphqaCJp9+ug7ffK7V/16+7U8nsxzZIig0MgECeGTUFEJgsAKd3rTLFf+Umd7RUr2W3qZl+t+2Y7BdFfhqp/uS6Df0uNTwuElJLn2qGtu79iXT6SwLrDuWSyeAx3KsLKoIAt3ctKOK3yvTUS0uTU9jKoLZMNcYxf6E1PQUsnq5e9PYjl6objezXOha/P/5ESCA8zMr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