<snapdata remixID="12260454"><project name="Lab 2.1- Regular Polygons" app="Snap! 8.1, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAE2xJREFUeF7tXQdYVMcaPdhjiS1qbBEkdom9t6dRMHaxN3w2VBSMJbbYE43PGgWMxhJ7w4oliCVq7Bo1z2fBgj0aW7DGvu87Q3bZhYXt3Lvs/N/nJ+zeO3PnzGFm/nrdNBqNBlIkAgoh4CYJqBDysluBgCSgJIKiCEgCKgq/7FwSUHJAUQQkARWFX3YuCSg5oCgCkoCKwi87lwSUHFAUAUlAReGXnUsCSg4oioAkoKLwy84lASUHFEVAElBR+GXnkoCSA4oiIAmoKPyyc0lAyQFFEZAEVBR+2bkkoOSAoghIAioKv+xcElByQFEEJAEVhV92LgkoOaAoApKAisIvO5cElBxQFAFJQEXhl51LAkoOKIqAJKCi8MvOJQElBxRFQBJQUfhl55KAkgOKIiAJqCj8snNJQMkBRRGQBFQUftm5JKDkgKIISAIqCr/sXBJQckBRBFIcAd+/f4+YmBjkyJFDUWBl5+YhkOIIOHfuXAQGBiIyMhJ169Y1DwV5lWIIpCgCPn/+HIULF0aNGjVw/PhxREVFIWPGjIqBKzs2jUCKIeCLFy8E+UaMGIEBAwZgxowZmDZtGi5duoRMmTKZRkJeoQgCKYKAJJ+npye++uorDBo0SAfkvHnzMGrUKFy9ehWZM2dWBGDZadIIOD0BSb4iRYogKCgIw4YNSzDa5cuXo3///rh165YkoQr/GpyagH///Tc+/fRTBAQE4Ouvv04U3o0bN8LPzw9//PEHsmTJosJpcN1HcloCknxFixZFz549MXbsWJMzSK24WbNmuHfvHj788EOT18sLkgcBpyTgy5cvBfm6du2Kb775xmykDh48iNq1a+PRo0fImjWr2ffJCx2HgNMRkOQrVqwYOnTogMmTJ1uMzOnTp1G+fHmxHX/88ccW3y9vsC8CTkXAV69eCfK1adMGU6dOtRqJM2fOoGzZsrh8+TI8PDysbkfeaDsCTkNAkq948eJo3rw5vv/+e5tHfu7cOZQpUwa///47SpYoYdiem5vN7csGzEPAKQhI8pUoUQKNGjVCSEiIeSMzdZVGgwlFfTAhejeOHjuGChUqGNwxv3Qr5CxZGL5rpgCSkKbQtPp71RPw9evXgnwNGjQA/bw2i0aDH4o1R9+L4aIpbsOlSpXC7t27UbNmTaPN/1i6Ffz/tz7JrucUboyA6G02P56rNaBqApJ8JEedOnWwYMECm+fmR6/W8D+zLkE79JSQ5Fu2bBFENyaXIw4gS95cyFOmWMKvNcCKz3uh0575Nj+jqzWgWgK+efNGkK9q1apYunSpzfMiVr2ozYm2c/36dUHCNWvWoGnTpkavm52/Adr9HIo8nxU1+D64gDcCb+6QW7UVs6RKApJ8pUuXFueylStXWjEsw1tMkU97Nd111LIXLVqEdu3aJeg3tHBjZPcsgPozhiC3V5HY7zXAulYD0XrDTJuf0xUbUB0BST4vLy989tlnWLt2rc1z8vTWn1ixdSOOHDmCn376CW4mFIo7d+4I33JoaKgwdMeXYzOWI5eXJzwaVBNfBRf0gUbzHkG3dtr8rK7YgKoI+PbtW0E+mlvov7WHbOs5Do0XjBMKRq5cuUSTjBts1aoV/P39jRKS7jr6mKdMmYI+ffok2G75QfqsmeF/doM4N5bLURAFapSNu06jAVfLd6/fIPBmJNxSSbNOYnOpGgKSfLTLMawqPDxWQ7VVNnceiebLJ+ma8fHxMRqgevHiRXHO1DfF0F3H+EL6mQcOHGjwKBqNRvwuaOXmhpYtWyJ16tR49uwZwtdtwNXII/ht7lp0jLSD1m4rCCq/XxUEfPfunSBfwYIF8fPPP9sNslXefdBBjwSJEZBBqyQgXXRa+cGzMdLk/whDz4SLOMORI0fqvqPSQQrmq1waD89Ho8C0Xgm0dJKU50m6C01t+3YbsBM2pDgBST66xeiX3bnTzucorlT/nPkYpp87d24xRYwh5KoVf3s1Nn/T8tfD+AeHMXXWTINzJDVibsOvn77AhwXzYEOux0iVKpVRCtDMQx+0lIQIKEpAkq9cuXIig23v3r12nZ+HF64hZ3F30SYN2EePHhVKiDVCwubOkg1lq1VOcI6sX6g0fIcFiO1aK9y++/Xrh7Zt21rTnUvdoxgBmT7JLY8Bor/++qvdQQ/vOhrNlpgfqmXqAegO5BGBfzDGEp2058g0p29g/7gf0P96BNwSWRFN9eVK3ytCQC35PvjgAxw+fNgheNubgHxIKkqNGzc2SkDtOfKj58CmDsORr1Ip3DlxVhLRxOwmOwF5OKe2yfPSiRMnHEI+NuoIAiZ2juR5kBJ0O+EZdmV9f8RE30JA9HaHjdWZG05WApJ8FStWBM9+jj6Ur2s5EK032sc7sdK7D574ljU4R9JOyO147Zo1YqvVmWZk5IxFfw/JRkBOUKVKlcBcjrNnz1r0kFZfrKcFW9WGRoPZBbyROn069IsX6XIiZDVaDPZHhYZ1sWnTJoR+0lB00Z8+YSlmI5BsBCT5nj59igsXLpj9cLZeeHjyIlQb3t3WZozeT2JCo8GqT54he/bs2Lp1K377fgUqDuws7X4WIJ4sBKxSpQoePHiAK1euWPBotl86t1hz9EkiAsaWHtb5DkTr9TOEnbFevXriTNstlSdiLt1Ev6vyvGcutg4nYPXq1UUC0LVr18x9Jrtep3mvcYgvloqHvtLRpEkTPHnyBK2upMOA27vsOoaU3JhDCcgUSMbZ8Z8SsrHDcLx69BjNlk9CWIsvUXWQH4r51kOIRyPxOEWa1v7HoQvcPvI/PLt9D533LUIOz4K6z40994rP/dFp17wE8X8M4eIfGtM/06RJo8SQna5PhxGQ2xK3XCXJ13JVbNomNWKP+lURtXEPOu6ah6u7jmDnwGlos2kmspNsRmSOZ2MEXDEeYs/zX9CtSKP3sQYNFS1GyTB7jxE19IpIMY6AQwjo7e0tlI0bN24ogjtXPi35qCgEf9IQeSuWTNQsc3T6Mtw9dR7Nl000WNVWNwxA5o9zocni8bpxzPm0KQIubzE6Lo7bmD/78ePHshpDIkywOwGZuca825s3b6qCfDsCJ8MnZIRuJbTGNri9zzdoNHc0kiIfE+U3bNgA5rFQvvjiC11kD114Sv0xKjIJFnRqVwIyl4IGZoKtRAhS/JVPn3xaTFZ790W7HXOSfL4LYTtRvE1cclJEv0l4+egJWvyzpcfHt1evXti2bRsYTU1hOgH/CBmORR8x5bvvvsPw4cMtmBrXuNRuBGR4E6uScuVTnHwA5pdpi16/Gw/pPxG8Cr+FrkHZni1RZbBfAmViaa1u8Nu/CGubBCFNxgzwDYutwkBjevyxDR48GJs3bzYwMXEVTJs2rQj70i+O+eeff+pCwlyDXqZHaRcC8rDNoAK1kG9hhQ7o8dsqo6NfUuPf6HpwscF3Yc0GIG3muFK+5Xu3xid1DBPVeYPIftNTPsaNGydCvP766y9hZKdERkSggY+Prv0VK1agc+fO4vc8efLg7t27pmfFha6wmYA8++zfv18UgFTDyse5u3P8HPJWKml8Gs11zyVyXfSOQyjsUx3Tp08X2yrtf0uWLBF9MaeYZeDiC8POTp06JT5mZPXEiRNdiGJJD9UmAnbp0kVUFLh9+7ZqyLek5r/R9YDhCqeFICnzSXyY9n4djH9NDEyAHtvIMKa1qENNe582j4R2v+0BE9Fg1tAE9zCMi1uyVnhGpmIiBbCagN26dUNERITwciix8u0aMgP1p8XVg9aRLJ6HQjfJTOKwIDktMug/8J6dsOTvD9NmImj4V3j1zzmPsY0UFju6uyQSdScPMMor5rrQQkCh75hR01KsJCC1PjrflSJfHKnicj60n/1x/KwIBo0vDKmyNUtt/fr1aN++Pe7fuYtmvi11kdw0NIuiSSa2d5YY4XGFwprWs2bNcnkOWrwCMpGH4Uc0OSix8unP2InZK1ExqKPhJBohwa8T5qHWmN4WT/b7t++QKk1qcd/27dtFaTiOe3zFFgi5ftBgNXv1+CnSZzVdf1ofMxZGYhqqK4tFBGS1+bCwMKHJKU0+TlpIQZ+E8XdGCBgdeRiFvWMrGVgiaxr3R7ttISJhigpGdHS0MKNkyJBB1wzPv/ny5cOyf/VAl70LTTZ/6NAh8SIdCt12Wu3Z5I0p9AKzCfjll1+KOi0kX2Lph8mNkVYjNeg3HgHNKa2W2HOfXrgRL0vlFVUVeMZjXWqW7eDKRenkVQvL/xu7pZ5bHYGS7WODUk0J80q4olJ4lmYtGlcVswg4ZMgQkbitJvLpJiz+imfqdwtmmtVTqeWePHlS1KqZOXOm7kU4hQoVEpEvD6OuIWcxd1GkyBIlh1ozUxMo9JrQe+KKYpKA3377rTgs04qvlpVPf6I2th+Glqv/o/to16DpqD9jsPg9xL0R+l+zLjiUWW6sUbNl0Qo06toe9+/fN/BiaAMMLm3bj/SZMxk1XCdFKJKOpKakS5cOTPt0RUmSgLRzcXuYP3++KsnHCfuxlK8oEqQVra3vZcxTZMhmWikwNuk0qnOFo42zTs1acEuTWlRu4B8hZeHChejePS7UP9SjkVVR0Ky+pa19SAWHyp2rSZIEZLGdvHnzgmFGNEE4g0T0m4iGobFvTdo/dg5qjw+w6LEfPnwoVjrG833h7SPIx1eAMa6PUiBtFtx8/cSwTXO9K0aehL5i+owpVFCqVbNcWbJogCq72OQWTHAKFCiAypUrC8OzGiV+kMCKerHlcq/tPgL3z6ua/cgcKys1hK0NQ8vmzQX5qPnqm0revnmD1HrRzgvKt0fPk6vN7iP+hawbo1/WQ5veaXWDTnajSQJyPDyfuLu7ixK2e/bsUd0QF5Rri56n4iJfTs4NQ/k+bcRzxt+iE3t4TjwVg6VL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select="1"><scene name="Lab 2.1- Regular Polygons"><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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