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select="1"><scene name="polygonPractice"><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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X40VqhXIavmLAj3Ik+T+1daI0nkMYANXY4l2XyrA/3TKokh9Q7JXu89S4D/myqL6v7FDutAP9X+GodafGLjE9kq2DH4M4nwEhXRdfivUHuybd3a1dKlCN89J6sNRnK/RZspq8b8F8rInydj/d4wBbGD3LtGuFQ78A+fIDZG62X+fHvVuH84dc6VnmoFlR6dkOh/cEvCDKGTq4v+S/x9sOn8XgGtQyFwRHfT6nCSr5VMFetwUJNp6RBr3RjYRurxdqk2rUF6mkKtykrgkQqNVPErUA3hcT0MCUNymxk9DWqLzOgTyn53Ss1fFV6MGJ/Rq14MK/dxcWRz8jrH+/nZ5dCKah5dDhz+EoT0qfopWLEBaHm6HNF2NdU3T8fhur8di5hgO2aHlA33ojcNA2z2SfCyGS6jbkffV0q5NwDIHcmS/JO6I60KjHsBVPw8YwI4AnqzmSUrjuZi92h186/nFTll03njqmDq3V7uDLyRt1SmLPmOqh9W66fw3AUxBIfNxq3OYbp7OB/cWX4VC5sumWzVi/Q5dMc1H0zKF8+mcTLmhEQ2ivuasrjpK4H/PwXBbv0yzeq+Faq0iHcDVLsrmeb3a9QeF//65ckPB5hxv1nuJHpUWOL/olJ76e9ZsS+HdEM3DXzMDj+79bBT9Q5tptwe2gzPpKahkMJSO1Ecdoa3RYqGsFm8XYMCTFH93bfE6bKy1q8WzFWjPSeqgjR0bxX/OAA7xqvxK581qglw+V3rSIZYNvdQS7SoMQ08+VBbfG3pxmwXTg9cBUkAh8y2bY9Ssdzr/JUDTKLQeU7OeDdDI1dIlgGzpSeJDDbDc2C/R1fLVgP7Jk+SpcVsMAzjEK9ar884XOGvnyKJI/+60T7vPU/gTOmXxF0Jcvt1SLYVDIHoRCpmd7Q5S4+7p/BNQOQND6Vtr3Lku27Vrab4Cx7+CRNtDImvrcpF1tqg9VSdshnLw5KQrByRp9b77ldIygCsV28Dxvdr1hAP/uIPlhgdDLBt6qdv0qL18OFd1Sk/9hFXL4AMQuRiFzHWhg0W5YDp/DFQ/i6HWvaM8Zhxmc7W8P6C3KNa15WS7SH6EFAdHGzNm9dm0oHkZIId5kgh+JRCLPwZwSJepT7v2VOCaTul5d0gljZbp1a7fCvDBOdLzkNFGtSieKXwKqnNRyLy3Fu0i1yOd/zVEliCf/n7kZovJQFl9LilYFzxz+UxPkotiMjbH/CcBV0vdAC5UNM/MybalOOAwgEO6Sr067+uAM6lTFgWPz4r8X692XwD4azpl8VcjP+yGBtzzwS2wdsJyiB6CfOsDsV5LtcNnBveGyq2YsHY6HtrrpWrLNPJ5rhb7BHLPgCS/3sgOcV97u5a+qtB9PUlZfQb7WB0ZwGOV2shxvdqV9yHzD5FF94RU0miZW7V7Xwd6Waf0ZIw2Ml08nf8uVJsx1Bq7L2CEStMyeAlE1qGQqc+fl4WK9a/FXC1/T6FTcpI81mAblq6RQFZL1wpklSeJT9eoZdVtGMBV0/3jxNu1q2UYuDluP+0JfjLVBBx+kPQMhcBQ+xKZwd2hcjc2mTgdD+z8Qu0HiFDHvZ/YGq+9HrwTsB/yrY9EaLJIj5LV4skCfMLBmrZ+2eG1SA/L4cYk0KFPb+Jj0jIFfpiT1OVjOsnSQQzgEOD7dN7ZCmfruN3cIrhpiMB/YY4sjudvHdP5m6Haj6HWSDzyMYStNL4SLYOfgUgHCpnDx1eoMc7OaqldgF4HTW39MnmwMVbdGKvs0NWtPoaDEO7MSTKyd8RjAIewH/u06zcK+XynLIrVE2p6tXs/gX5njvS8JwSG2pZI548C8GUUMnvUtnHEu6XzDwP4JgoZ3r1pA5fqAF01ZS384FaGX+qXRGN9cz7iWzis8Tq0fIwP/dYEOG13ypRVYdUNsw4DeJyaS7RrJwB3xvUBB8GDIwAcMFd6fjdOitqens4PQf2zMbT7zbVtHPFuLY8cDnG+gUKmJeKTWh3P1dKtCvwmJ8lzrA7C5kYFslo6V4D3eJI8xGijKoszgKuE+/tpvTrv8wJn+zkxfcRfn3ZfqvCf6ZTF3xknRe1Ob3nk8xBnbxQy82rXNEad0vnFUP8BDO0en2taQ96sFi8WyFRPkkfXsC1bWRJwtXS9QlfmJPVZSyO8aVsG8DivSK92X6nwN50ri2P5Dcol2n2tAK92yqLjx0lRm9N3eTSx/mlHwD4oZB6tTdOYdUnndwNw/+jTksoxm97ouO1aPlGhp24BnXmLpP5mtBmLR0LgMC2+5SXIfQK5ZEASP47EUKNDMIDHeTVu1a5tBbjMAbYC/FOi9gzgN1te8GxgwLnUB15UYP4h0vPcOClqc3rL4OUQ+QsKmc/XpmFMu6Tz34Hq2zDUenJMVxD62O1azCrkTh/atlRS8b8BTehC9Vtwthb3dCDLBHrAgKRyUVkpAzikK7FEu4K3N4JvE8+fKz0/DamskTJLtOujAIJ7pp49V3ouNtLERNHWoVnw/RtGbzjBVy8bMt7zwbesv0GJ4xyFwZb6euhGFXurQ4vbDK9/FaTneJK6pooSPCXmAq4WP6iQc5ugM/sl9XwUlsMADvEq9Om8WQq5TCD3vQQ9pVt6hkMsP+5Si7SraQvIpQqdKdD5c+L2NKTM4G0AbkS+NdK/7Rv3hQqrQGYwePV7JPKtB4dVMq512rV8iwKDniQi/aCUuPrGZW5Xy+cJ0DogicOiMDMDOOSroArpw7zLAJnlQOYfHJE7Y92m3fv60MsAvXcOFs8XgYa8dLPlMoPHwcfJGGrd12yjOqveMngPHFyOfOtVdbayMS/H1dKFgO7gSYpf2huzWv0e6GpxMSBPe5I80/YqGcCGrkCfdn9ERwLvq52y+CJDbcZUtlfnnQHI1wUyf44s+tmYToraQen8U3CcT2Kw5faojRbpeVqHDoLv/wCFzIxIz2loOFdXniBwPrMOzW33yLYvG2rDsjES2Fef27wZ65Yp/O96MvUKm6MzgA3qB78RFuBSAH8WrJs/R25abbDd/yvdp0dMVjQHn/W+XYFTYvdb37+vKJ3/HIDjUMjE+77Vtbz4/9yrJZ+H4CoUMv9pawQbfV1dNUvh5xxg5oAkf2NjBvaMpkC7lt7jA/cJnKwnU6x9R4IBXIP90atd3xDgowLMP1h6flmDlrhNu96nwGUK/LRTes6uRU9jPXYbmg7HfxIqMzCU/oOxPvVYuKXwTog+Bd/ZEY+2BD/faoi/Nn12qwloXiZwvjEgUxr27feGuNhVLrJdVx2n8M9ei3Vty2S7F6ssM67TGMDj4hv7yX0679DgC1rBM4PnSs8Xx35m5Ucu0a5vB8/6Hf2i1a8qrxDBM9L5rwHYAYXMRyI4XXRHSueDjxyeRiET+DXMn6ulmwX62ICkvtQwi+ZCKxZo1+K3FLKrJ0kr909nAFd8yao/4Q49Yut1aAq+oDW5Cc78g+T6J6qv9v/PvF2P3nkYfvC58+pmDM8/UG6qoycEqSBdWA4dPglDe9wRplvd1mp5+EBI049QSE8HJF5fuhvHRclq6QKB7OhJ4shxlOGpDSLgavlGhT6Zk2TNn+XOALawyZZo92cc6LcAOWWOLLoyjBH6tPt4QC/1IV+aK4vq8+lA6fyHAZyIQiYbhlnd10jngxsO/BiFzH/X/VpHF5jV0kcFetZEbDLzDtnqpUZZN9dZvcCB+uIWr+O1+xRyQU6SNb2HAwO4+us2rjNv16Nnjr5afXASnp+/n/Svq6bg3drRvAbbBK+q9xp9VX1fNXVic046fwfUX4Sh3X8Um5ltDNryyEkQpxuFzIE22tvo2aHlmT50mYPhtn6ZVt//HtgAruOeHbpipo+m4OlYbf2SqNneYQBb3lS92nWZALMVekqnLK7oFmm9Oi8r62+sgaWd0jPf8lJq0z4zOBsq12OzV2Zg2axXa9M0Zl3a7t0Ur2z2FESPRr51acymr2pcm69iqhqYJ0VOwMa7JwzgCGyDXu06LriftA98fa70XDiWkZZo15kO8NXgPs6d0tNY3/LMFH4I+H9CvvULY7FquGMyg+cDzpbIpz/RKGsPPscD8HtPEtwTjXLRDazT1fL5AN5Vq+8PMIANXMRqSt6mR+3owwl+s/uXYeCU90rPGz7F5tfalWga+W3x2xz48w+WG56spl+sz9n94RSGm5ZDdC/kWx+L9VrCHj4zuCtUHkTT8HQ8skcx7PJRrGf7m6xRNOFM1QvU8hv0DODqr5ORM5do93kCPWH0rlW/+Ocmfdr9/uDuWgq5Yq4saux72mYKZ0H9PVFo7TZyIeJaND24COI8hHz6grguoZK5XS0FX8z7ss3fclYyL4+NvsDff0MO4JueJI1+gZEBHMH9cJt2HzJ63+brOmXx+rfUenXe+YAcM3p/6VsjOHbtR2oZfAwiX0Ahc0vtm0ewYzp/GFTPx1DrrhGcLvSRgrsZKWQZIK7NuxmFvjAWtC4Q3EUNUE+gbSbvosYAtn6p33iAXu3aKnhkoADTgyMUCO5iFHzea+WOLZFkail0QfQsFDJ7RXK+Wg+Vzj8IlQswlO6pdeta9/vH/XzlYk8SofyUr9ZrYL9oC7haPl6gnzV5H3EGcLT3AHq16/RgxE7pWRDxUe2Ml84Ht/a8E4VMY/uk88E+OQCFzPvsXIjadnW1tDi4w1cUnmhT25WzWy0FRp6khR08SRp5khYDuJZXk73CF2gp7AnR2zHcNAOP7daY7w7s+uhWaBp+CioHYSj9UPjI0ao48kxXbR2QZCSe6RotHU4TtkC7lm5RiJFnSTOAw75arFd7gXT+ewAEhcz6dwsa7i+dD179KwqZT9f72l1d9UGFf24TdGa/pJ6v9/VyffYFOrS4zTAkeHLSOZ5MuSbMiRjAYWqylh2BlsKWEF0Of/hgPLrHg3aGsNR1t4f3gtN0G1SmYyj9J0tT1KTtbC3u6UCWCfSAAUlVdNOamgzIJnUr0K7FrELu9KFtSyUV2rtMDOC63TINtrB0/jQAB6GQaay3JdP54Bvgt6OQWVjPV/wwLb7lJTjLBPj+gCR+XM9r5dqiKdCu5RMV+NQW8NtukdTfwpiSARyGImtEQyBd+A3EvxD51kXRGMjwFJnBbqhzJgrp9xjuZL28q6XrFViRk+QZ1ofhAA0rkNXSRQJM8yR5dBgIDOAwFFkjGgKZwUPhO8HPcBrid7BoKTwGxz8L+db6eObzm+yirJbOFeA9niQPicZG4xSNLOBq6VYFfpOT5DnjdWAAj1eQ50dLIFO4HvAfQb41uKdr/f5lBr8AOLsjnw7l/8SjCtWuK49VON+cAKftTpmyKqpzcq7GEThAV01ZC3+ZwP/ygEy9djwrZwCPR4/nRk9g94d3wXDzQxB/BvKtK6M3YAgTZQanQp2n0LRuTzyyx+MhVIxkiQ5d3epjeJkCnTlJDkRySA7VkAJZLbUL0Ougqa1fJg9Wi8AArlaO50VXoKXwbYhujULmpOgOOY7J0vkfQeUFDKW/OI4qkT61Q5/exMekIHx/mJPU5ZEelsM1pEBWiycL8AkHa9r6ZYfXqkFgAFejxnOiLfCOuzfB27Z6CsCxKGTq6+cq6XwWwLX4y4sz8Mf9qvqXPtoXb2S6di1dq9BVnqTq/rfNcbgenPGNBVwtfk8gUwYkeWw1RgzgatR4TvQFWgonrn8gfSFzYPSHrWDCdP4OqFyPoXTd/hSnXUvBc65neZLsrECGh1LAioCrpV4B7h2Q5NcrHYABXKkYj4+PQDrvAbgChczP4jP0BiZN5z8C4AQUMm5drOcNFuFqKXi85IWK5pk52bZUr+vkuupHIKvPJQXr7gNwpifJin4CyQCun33Alfy7QDp/AKD/hUJmOiB+vIHUQTq/HJCPo5C5M95reePps/psGmheJpDDPEncVY9r5JrqU8DV8v4KvQVY15aT7QpjXSUDeKxSPC6eAun8T6HyDIbS4/7NnlWAlsK5EN0ehcxHrc5hqPmeqhM2Qzm409WVA5K8zFAblqWAMYF2Lc1X4PhXkGh7SGTtWBoxgMeixGPiK5DO7wDIUxheuxM7FCGeAAAUhUlEQVQe2zP4Ylb8/nZ9aAaaJvwO0BkoZJ6O3wI2PrGr5asB/ZMnyVM3fjSPoEA0BVwtXQLIlp4kPjSWCRnAY1HiMfEWyAx+Fb6zI4bSx8VyIS2Fq+D4TyLfWvGXPOKwXldLpyj0zJyk3hGHeTkjBTYkkNXiHwV6oSdTL92YFAN4Y0L85/UhkCk8CfinIN96W6wWlBk8GHAuRT69Y6zmrmDY2boi46DpWk+Su1RwGg+lQCQFXC097mP42KUyLb+xARnAGxPiP68Pgczgh6AyH4XMrFgtKJ2/F6KXId96dazmrnBYV4t/moCmd/N2kxXC8fBICYzcpnL4t56kthzLYAzgsSjxmPoQaCn0wfFvQr41HndWygyeDN85AkPpOfVxAd58FSM3uNcf5ST1i3pfK9dXvwJZLb5fICeN9cEhDOD63Qtc2b8L7PbILDjOjQCmo5B5JdJA6fxmAJbD94/Eo7vfG+lZQxguq6WvCLCZJ8kvhFCOJShgRcDV0vkKvJKT5HljGYABPBYlHlM/Aun8DwC8jELm85FeVDr/HQCbo5D5ZKTnDGm4Di0f6EO/4kmyPaSSLEOBmgu4WhpwIOf1S+KOsTRnAI9FicfUj8AuDyTQPGk5VE6C6PJILkxlOkR/hHVrpuPxvcuRnDHkoQ7W8mavBT9DQmISRDTk8ixHAfMCquKivGYTyJa3SWJM77AxgM1fFnaImkDL4K/gOJOhOhy10UbnaYbqKgy1HhrR+YyM5WrxQaDpNE+m1P1b7kYAWdSqgKurZgHDCz1J7TXWQRjAY5XicRSggFGBkZsY4I+eJC8y2ojFKWBAwNXSGQDeUcnNZBjABi4ES1KAApULuFr8gECOGJBkV+Vn8wwK2BVo11KPQm/yJPXzsU7CAB6rFI+jAAWMCrha3gHwc56kphltxOIUMCDganEF4GQ9SYz5drEMYAMXgiUpQIHqBFwtPeOg6YB+mRzP+3ZXt2yeFXOBDl09w8fwnZ4kt69kKQzgSrR4LAUoYFTA1fJ1Av/XA5K6ymgjFqdAiALtWjxO4bzXk8QxlZRlAFeixWMpQAGjAlktfhqQd+UkOd9oIxanQIgCWS1dBujvc5L6XiVlGcCVaPFYClDAqMBsLe/jQH/gSXIPo41YnAIhCrhaetiHfHKpJO6vpCwDuBItHksBChgXcLX06kT8LXGHTH/JeDM2oMA4BQ7U5Vu8jreUPUluWmkpBnClYjyeAhQwKuBq6S6Fc0FOpvQZbcTiFAhBIKur5gj8szxJ7l9pOQZwpWI8ngIUMCqQ1fI3BbrWk+TXjDZicQqEIOBq6WsKmZCTxJcrLccArlSMx1OAAkYFOrR8qA//VE9Sdf8YRqOQLF4TAVeLfQ6cS/ol8atKGzKAKxXj8RSggFGBDi1u48NZ7kliC6ONWJwCIQi4Wn7JgT+9X1LPV1qOAVypGI+nAAWMC2S19CjgfzgnUx823owNKFClQFZX7gE4/52T5G7VlGAAV6PGcyhAAaMC7Vr8MSCPDEjyMqONWJwC4xBo19J8QHcfkNSJ1ZRhAFejxnMoQAGjAq6WjxdgvwFJHGe0EYtTYBwC7Vq+SoG7PUlcWU0ZBnA1ajyHAhQwKuBqcWeF3JKT5AyjjVicAuMQyGrpKYEe5knqiWrKMICrUeM5FKCAcQFXS6scTNyzX7ZeYbwZG1CgQoEOfWGaj9cf8iQ5pcJT/+9wBnC1cjyPAhQwKuBq6WYBrh6QZI/RRixOgSoE2rXUpcCHPEkeXsXp609hAFcrx/MoQAGjAq6Wv6DQbXOSPMNoIxanQBUCWS1dJJDnPEmcX8XpDOBq0XgeBShgXiCrpXaBfNuTxCzz3diBApUJuFq+V6FfzElyoLIz/3E0XwFXK8fzKEABowK76KMTt8HWazbDXzdZIjuuMdqMxSlQgcBcfXLSK3jra8/jhUmPy26vV3DqvxzKAK5WjudRgALGBcJ4lWF8SDZoOIGw3p1hADfc1uGCKRAfgawWLxY4q8fzOVt8VstJ4yIw8v0Ef3JOUp8dz8wM4PHo8VwKUMCoQBjfNDU6IIs3pEBY39BnADfk9uGiKRAPgQ5dMc1H07h+axmPlXLKOAmM/EZ9eM9+mTau36gzgON01TkrBRpQILjbEID35ST5eAMun0uOmEBWS7sA+GUYd2ljAEfs4nIcClDgXwXGe79delIgTIEw71POAA7zyrAWBSgQusB4nzgT+kAs2NACYT6piwHc0FuJi6dA9AVcXb27Yviqap+5Gv0VcsI4CQTPqhY0HefJ5EfGOzcDeLyCPJ8CFDAu4Gr5JQf+9H5JPW+8GRtQ4E0EOrS4jQ9nuSeJLcJAYgCHocgaFKCAUQFXi30C/f6ATL3FaCMWp8AGBNp15WEK+ZQnqTlhQDGAw1BkDQpQwKiAq6WvKWRCThJfNtqIxSmwAYGslr8p0LWeJL8WBhQDOAxF1qAABYwKZLU4RyBneZLc32gjFqfABgRcLd2l0AtykuoLA4oBHIYia1CAAkYF9tEX3jYJr6/yJLmp0UYsToENB/CrazBxyv2y9V/CgGIAh6HIGhSggHEBV0sP+5BPLpXE/cabsQEF/k1gtpb3caA/8CS5R1g4DOCwJFmHAhQwKpDV0mWA/j4nqe8ZbcTiFHgDgawWPw3Iu3KSnB8WEAM4LEnWoQAFjAq0a/E4hRzqSfJoo41YnAJvIOBq6XqB/mpAUleFBcQADkuSdShAAaMCHbp6ho/hOz1Jbm+0EYtT4I0D+BkHTQf0y+Tg3uSh/DGAQ2FkEQpQoBYCrhZXAE7Wk8TTtejHHhQIBFwt7wD4OU9S08IUYQCHqclaFKCAUYF2LfUo5CZPEj832ojFKfBPAq6WPyDQIwYk2RUmDAM4TE3WogAFjAq066rPKvwdPEmearQRi1PgXwK4dInAeXpAplwcJgwDOExN1qIABYwKuLpyFuAs9CS5l9FGLE6Bfw3gBwH/NE+m3hsmDAM4TE3WogAFzAqoiovyaw6atu6XyX8124zVKQB06Oq3+hh+wUNiE4homCYM4DA1WYsCFDAu4GppwIGc1y+JO4w3Y4OGF+jQ8oE+9CueJNvDxmAAhy3KehSggFEBV0vnK/BKTpLnGW3E4hQAkNXSVwTYzJPkF8IGYQCHLcp6FKCAUYGslg8X6Cc8SR5itBGLU2D9T5BKtyrkhzlJ3Bw2CAM4bFHWowAFjArM0vLkZvi/8yS1pdFGLE6B9QFc/NM6ODvdK4nVYYMwgMMWZT0KUMC4gKulx30MH7tUpuWNN2ODhhWYrSsyDpqu9SS5iwkEBrAJVdakAAWMCmS1dCWgD+QkdbnRRize0AJZLZ4MyN45SR5vAoIBbEKVNSlAAaMC7Vo8USH7epL8qNFGLN7QAq6WfirQewYk9WMTEAxgE6qsSQEKGBXo0PJuPvQGT5I7GW3E4g0t4Grpdw7kqH5JPGoCggFsQpU1KUAB4wKulp5XNLfkZNuS8WZs0HACWX0uKVg35ElyG1OLZwCbkmVdClDAqEC7lm5R6E88Sd1otBGLN6SAq8UjBfKxAUkeZgqAAWxKlnUpQAGjAq4WvwzI2z1Jnmm0EYs3pICrpQsB/bMnqW+aAmAAm5JlXQpQwKiAq+X9Af/rnqRmG23E4g0p4GpxKeB81ZPEXaYAGMCmZFmXAhQwKtCmz246ARNedvDEJv2y3zqjzVi8oQQ69O5mHzu/thZrN18m271qavEMYFOyrEsBChgXcLV0v4OmM/pl8lLjzdigYQQ6dPVsH8MXeZLcx+SiGcAmdVmbAhQwKuBq+XsKXZmT5IVGG7F4QwlktXSmQKZ6kvi0yYUzgE3qsjYFKGBUwNXy0QCO9iRxpNFGLN5QAq6Wg2/WX+9J4nqTC2cAm9RlbQpQwKjALC1u3wy5z5Nk0mgjFm8oAVdLpXXQmfdK6hmTC2cAm9RlbQpQwLiAq6U/DMOfe49M/Z3xZmxQ9wL76sqdmuAs8ST5TtOLZQCbFmZ9ClDAqEBWiz8H5LacJH9qtBGLN4RAVksfBfTgnKQ+YHrBDGDTwqxPAQoYFchq+VQBdvUkcbLRRizeEAKuli9X4LGcJC4xvWAGsGlh1qcABYwKdGhxLx/OFZ4kMkYbsXhDCLhazjvwT+iX1IOmF8wANi3M+hSggHEBV0t/9fH6dktl+z8Zb8YGdSswW5/Z0sHEZz1JvrUWi2QA10KZPShAAaMC7Vq+XaHf9SR5q9FGLF7XAq6WDhHIZwYkcVAtFsoAroUye1CAAkYFXC2eFzTwJPUVo41YvK4Far2PGMB1vZ24OAo0hkDwygXAZz1JHtgYK+YqTQi4WroDwMW1eieFAWziKrImBShQU4HZ+uctHbxas8/uaro4NquZwMh3CTbdbqm8vSbfJWAA1+zSshEFKGBSwNVS3oHW5NurJtfB2nYERr5NL1d4kqzZt+kZwHauNbtSgAIhC2S1eBUguwPOGTmZ0hdyeZarY4GsrpoD+Bc5wMMDkvxwrZbKAK6VNPtQgALGBVxdeQLQdBqgLyh0YU5SvzDelA1iK5DV4vsFchogWwPDCz2ZekUtF8MArqU2e1GAAjURcLX8AUBPB+ArZEFOEtfVpDGbxEIgq+VjZGR/OIAs8CTxcxuDM4BtqLMnBShQEwFXi0di/Ssc3cKHLlwqU39Sk8ZsEkmB2bryY87IK96XAF3oSSp47KC1PwawNXo2pgAFaiXQrqvnKoaDVzzbC7BwQJI/qFVv9rEv0K6lTypwGoBnBE0LBmTyEvtTAQzgKFwFzkABCtREoF1L+yn0dIW0OpAFkzFlYY/IcE2as0lNBbpUm1Zj1Wk+9HSBDgpkwYAk767pEBtpxgCO0tXgLBSgQE0EOrQ8cySIsZ9AF06Cs+A2SbxSk+ZsYlTgYC1vtgZ+8D9ZpwlwdxC8/ZK4z2jTKoszgKuE42kUoED8BTp0dWvw1rQCRwqwIAjjfkk9H/+VNd4KOrS4TRC6CpwuwI3BW839MnkwyhIM4ChfHc5GAQrURKBDi+8e/Y/3CQAWOpi4oF+2XlGT5mwyLoEOfWGaj9eDz/eDV7xXjP5P1G/HVbRGJzOAawTNNhSgQPQF9tfi9mvXv4Jygm9O/wBYt9CT7Z6M/uSNN6Grz+4INAffaP6kwl84AVhwl6SeiZMEAzhOV4uzUoACNRE4QFdNeR162shvRfU6wAl+KzpUk+ZsskEBV8stgH86IMcEv/GeCFl4p0xZFUc2BnAcrxpnpgAFaiKwj77wtol4PfhMMXil1Tdyd63kAzVpzib/IpDV0t4jd63SOQosfB0TF9wvW/8lzkwM4DhfPc5OAQrURGAXfXTiNtg6+B1p8Io4COAFnqS8mjRv8CauFt0Rd9k7cH8eLyx8XHZ7vR5YGMD1cBW5BgpQoGYCWS19avSV2JOj95vmgx8M6Ge1OGf0Ps07jr7z8H0DbayWZABb5WdzClAgrgKulk8Yud+0PBe8JZqTxM1xXUuU5s5q+fCRt/x129H7NNf0AQm1tGAA11KbvShAgboTcLX4QUCCn8GsGw2M6+tukTVYkKvlo0cfoNEMaPAW/zU1aGu1BQPYKj+bU4AC9SKQ1eJRI2+ZYvORV8TJn9bL2kyuI6ulj4684sXLo2/p32CyX5RqM4CjdDU4CwUoEHsBV0uHjL41/R8KZ0FOplwe+0UZWEBWV50s639OpP8z8s5B8lYDbSJdkgEc6cvD4ShAgbgKuLpi/5EbRWgmeGW3P5ILzhXx47qeMOY+R9W5C6XTR79clR+50cm0u8KoHccaDOA4XjXOTAEKxEagXVe16fpXeugIbhyxKbCw0R78EDwg4dX1t4oMvrSGfoGzYECmLIvNRTQ0KAPYECzLUoACFPhnAVdX7h7c4lIhRwT3K27G8II7ZdoL9ax0gK7Yeh2aRp9MpDcFt4z0ZOoj9bzmStbGAK5Ei8dSgAIUGKdA8OAHH3K6Qo8PnkksGF7YL9Pq6sEPHbpimqJp9Fm8cqUDXdAvqVg8IGGcl7ei0xnAFXHxYApQgALhCHRo6R3BE5hGHhiPy5yRx+c9FU51O1U6dPUMf+TxjvNH/ucieLxj8o92pol+VwZw9K8RJ6QABepYIHjww7r1oRU8QF6uVawNnsAUqwc/uPpsi2DCaQo9duTt9aYFcX1AQi23GgO4ltrsRQEKUOBNBA7U5VuswVtPG/1pTq9AFgxI8jdRBmvX0nt05G5gncFPribhrwvvkOkvRXnmKM3GAI7S1eAsFKBAwwt0qU4sozz6BCbcL2haMCCTc1GCadfVWcVw8I3mfYKbjiSQWNAjUhcPSKilMwO4ltrsRQEKUKACgZEHPwRPAsLvAX+BJ1Nvq+D00A91deXBgBPM8y4FFuQkWXcPSAgdbQMFGcC11GYvClCAAlUIZLX88dEHFDw3er/pX1ZRpupTXC2/b/TuXtuOPnjiv6ouxhP/T4ABzM1AAQpQICYCWS1+aPQuUmsBLPQkYfTBDyMPSFj/ZKIJo/dpvjomVLEYkwEci8vEISlAAQr8Q2DkwQ/rH1L/1uAh9Z4kfxamj6ulj2B9ff3ryFvNqYZ5QEKYjhurxQDemBD/OQUoQIGICmS19N6RV8S63egr1HE9+CGrxZNHX2E/O1Iv+euILr0uxmIA18Vl5CIoQIFGFnC1vP/os3TTwf2mc5iyEGN98IOqk8Wqv9+nuTD6GXPDPiChlvuIAVxLbfaiAAUoYFDA1ZWzAOc0QNqD+y7/DVjwkKT+9kYt99TiW94CnB7cnxrQAYzcp/leg+Ox9L8JMIC5JShAAQrUmYCrq3fHyO903x98hjsRwwv//uCH4AEJr6PptNGfN/0CaFrgyWQ+IMHCHmAAW0BnSwpQgAK1EHC1uDPWf0aMjwlwZfAwYgGOB/ATQBd6knqiFnOwxxsLMIC5MyhAAQrUuUDw4IfgoQ/BMoOHJPABCdG44AzgaFwHTkEBClCAAg0mwABusAvO5VKAAhSgQDQEGMDRuA6cggIUoAAFGkyAAdxgF5zLpQAFKECBaAj8Ly/jhSx8ZYM0AAAAAElFTkSuQmCC</pentrails><costumes><list struct="atomic" id="6"></list></costumes><sounds><list struct="atomic" id="7"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-125" y="0" heading="90.00000000000011" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="184,255,85,1" pen="tip" id="12"><costumes><list struct="atomic" id="13"></list></costumes><sounds><list struct="atomic" id="14"></list></sounds><blocks></blocks><variables></variables><scripts><script x="117.33333333333314" y="10"><block s="receiveGo"></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="clear"></block><block s="doAsk"><l>How many sides would you like on your first polygon? (Cannot succeed 8 and must be at least 4)</l></block><block s="gotoXY"><l>-200</l><l>0</l></block><block s="setColor"><color>236,41,0,1</color></block><block s="down"></block><block s="doSetVar"><l>numberOfSides</l><block s="getLastAnswer"></block></block><block s="doSetVar"><l>degrees</l><block s="reportQuotient"><l>360</l><block var="numberOfSides"/></block></block><block s="doRepeat"><block var="numberOfSides"/><script><block s="forward"><l>15</l></block><block s="turn"><block var="degrees"/></block></script></block><block s="up"></block><block s="setColor"><color>184,255,85,1</color></block><block s="forward"><l>75</l></block><block s="gotoXY"><l>-150</l><l>0</l></block><block s="down"></block><block s="doSetVar"><l>numberOfSides</l><block s="reportVariadicSum"><list><block var="numberOfSides"/><l>1</l></list></block></block><block s="doSetVar"><l>degrees</l><block s="reportQuotient"><l>360</l><block var="numberOfSides"/></block></block><block s="doRepeat"><block var="numberOfSides"/><script><block s="forward"><l>30</l></block><block s="turn"><block var="degrees"/></block></script></block><block s="up"></block><block s="setColor"><color>0,46,209,1</color></block><block s="forward"><l>100</l></block><block s="gotoXY"><l>-50</l><l>0</l></block><block s="down"></block><block s="doSetVar"><l>numberOfSides</l><block s="reportVariadicSum"><list><block var="numberOfSides"/><l>1</l></list></block></block><block s="doSetVar"><l>degrees</l><block s="reportQuotient"><l>360</l><block var="numberOfSides"/></block></block><block s="doRepeat"><block var="numberOfSides"/><script><block s="forward"><l>40</l></block><block s="turn"><block var="degrees"/></block></script></block><block s="up"></block><block s="setColor"><color>62,255,231,1</color></block><block s="forward"><l>80</l></block><block s="gotoXY"><l>100</l><l>0</l></block><block s="down"></block><block s="doSetVar"><l>numberOfSides</l><block s="reportVariadicSum"><list><block var="numberOfSides"/><l>1</l></list></block></block><block s="doSetVar"><l>degrees</l><block s="reportQuotient"><l>360</l><block var="numberOfSides"/></block></block><block s="doRepeat"><block var="numberOfSides"/><script><block s="forward"><l>80</l></block><block s="turn"><block var="degrees"/></block></script></block><block s="up"></block><block s="setColor"><color>184,255,85,1</color></block><block s="forward"><l>75</l></block><block s="gotoXY"><l>-125</l><l>0</l></block><block s="down"></block></script><script x="501.33333333333303" y="316.6666666666669"><block s="forward"><l>75</l></block></script></scripts></sprite><watcher var="numberOfSides" style="normal" x="10" y="10" color="243,118,29"/><watcher var="degrees" style="normal" x="10" y="31.000001999999995" color="243,118,29"/></sprites></stage><variables><variable name="numberOfSides"><l>7</l></variable><variable name="degrees"><l>51.42857142857143</l></variable></variables></scene></scenes></project><media name="polygonPractice" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>