<snapdata remixID="8464702"><project name="Real pinwheel project" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage name="Stage" width="480" height="360" costume="1" color="255,255,255,1" tempo="60" threadsafe="false" volume="100" pan="0" lines="round" ternary="false" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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</pentrails><costumes><list id="2"><item><costume name="XY Grid" center-x="240" center-y="180" 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7jsRNj1zKJVd11MyrP0xBnP5Jvnwt0KeUMtWS5KLmEGEIfjBAPghRZBkCwbEPgXVdxabrYDw7A2v1WKlelpfRaDSgGcZhOo+AlxkNISiZscMY+0VRFN/N8/xnvV5v6+/+7u9ItVwxR68FuPbcc8+1kiT5o6IoviKE+JKiqjcrAFm3Kr3IKv5MX4fkX/+gi+7aOsYX12Ds7GE+CHAiy7EkgKailHLPtaG06lAOASfHSAau3zHkw1+n13r5NVfy49301+Hfj9BVqdilhYvJBKI/BoIInLxVIaQ+34HABV3HZs1D3JlD/cRxLJ04gbnFRRmJpGs9mkclZiFPlHP+FmPsB4ZhPJ0kyStf+9rXeoqiXBFDvwJwsu5vf/vbFL9ezbLs84yxRwDcBYCs2yhd9mlspIy2jYdD7G9uYnDhIrC5jbnBACeSDMeEQAsKLIoraSpgmVBqLpSaB8Ugr44cjAqZy6/kcuCvuNKr2crlnH3kmEqoS7CyDGISQQQBEGdQKPoIIAcwgsCmApw3dew26iiWFtEiKz9+Aq2ZGRjkjVZJkjLYxWgAciHEvhDiRc75U6RaxuPx2l//9V9Hl1v5FVd95swZ/a677moahnJHmrKvMMYegsBNUOAeWncFOF18FEc42NtD98JFpOvraO53cWIS4wTjmIUCpyIOacW6BtgGFM+BYttQCPBDNriKlUvRQqvqEXM+/H1KEUf+VhrwlY/qdZliK7gEHNEEmKQyEjl9D4GeAehBYE1V8LZt4WCmBX31GDqnTmF+aRl+vS5VGYE9fVZJ6gjAec458fhTmqa97DjO4HK3/1K2rJwcUiaMsc/lef5Vzvl9ANGwLFu4JK1V5DlGwwG6m5sYXbgIa2sHx0ZjnMoLLADwoYCY+vAxBd0yoDgmFIrmKRrk2nkU1UOWuQ7Yl5vK5Qx01AkqTVJKO5EzIE6BJAXo98sGiDgggsAeBN42NFz0PUwW5uGfOCkdo/bsbLmAVmm6KeiCi4KsXFGV51VV/bYQ4if1en3zcmfocsCl7s6y7DZSJnmef5kxdruiKP5UBsq4RhXTTuIY/b099C5eBFvfwOxBDzfFCVaZkLxNk++qTKCrgKmXgFOUjpSOFCyVDpdvknqxGqvLF84qnnL0wy859NLFVSaOGVVpcSAtAIqxXwXs6qygSNQYAhsKcM42sdNuQaysSKk4t7QEv1aTnnGZa63iLWUpRqiq6muKKr6nacbTjLE3qOTuqGJ5hymr3GS/359jjN0dRdFX8zz/Auf8mALFUjVVxkoO49o5QzAao7+1iXDtItztbayOAmnd80ep5GqLG52VKlAIeAK8rEYpn3IxnlLJ5YBXAzINYF0V8HeS0RXZlmAXHKBnzuW/JWlf40FWTvH0A7mAqrjgexgtzMM5cQKzq6tozrRhm6YMP0iZWD6p+ojetqmp6g9NS/s2oP8yjuPuo48+epghugTw559/3g6C4Hgcx1/I8/yRPM/v5kzMUkFPmbGprBsKkjTD6KCP4cY6xPpFzHX3cYo0NxdoQgGVwF5LqB1+T7LqqXUT6ETpMul75M2KOBQxpRqsPpWOm/6zel3+mKZ/ypoICqZQML60blb9+xDsa18hWXkIga3KyrfabbDVY2iePIGZ+XnUXBcUEy2jiaJMbAteQPCeqmkvqKr6Hdu2nxNCrD3yyCOHEvEo4JJOJpPJbSzPH8qKghbM06xgNSqfJPeWnkQp9B0mkxjD3X1E6xfhbG1gdTDCqSxHR0AulGV6+AYf04Nl/qx689Tlny6aVQ6yLKsS5aAcwb+cCxTMAYQEXUauADJX+jldUG/Qe6WPkFauCJzXVZz3fYyXluCcPIG5lSU0ag0YWqnLCwk6VRJwSrUGgPKGpmvfM03ze0KI147SyiHglFwYDAZtxtinBGMPZ1n2pYLzk0LAoZIo8ii1qo6kYBzBOMRoaxvF+gXM7O7ipjDCccbQEDdo3deimilrSPwOi0neqSupAL9kRKfSfArqIeAV8DcI8uWXdMjlKnDWcbA3NwflxCraq8fQbs/AMiw5iUoLL2QVDYRIVEW7qBnas5Zlfcf3/V9pmkZBLZmkmAKuPPHEE4Zt2wtZHN+XFcWfZ3n+ecbZMgTMadh0WriTZTnGg4EMuWpra1imxTJJscQBbyoDb9C4r3rY1WZ69Vr54x31cgmW05js9EPfJ9DTt9O4xaRYiFZMA2utFpJjK6gfX0W7MwfHpipqFUwmP5gMBZOy1FR1R9eM53VT/45pmj/VdX17Gl8p9UDl7CiKcjyKogeyLCMLv7tgxayqqDolA0rQy++aJimGvQNEG+vwNjZxfDDETXmBjlBgkYq5GopTd/x6xZnXOoZev0SLX0UTXssxnV7Ltc57neuij8whMADRioZztRqGS0uwj6+itTgPz/OhKnpVDVZm/YUQhaZqfV3XX9I1/SnP8n5geMaFhx56SDpBU8DVJ598suY4xq1JUjwUx/GfZVl2O+OsrpCGmFZK0dTlAnEUyeRvtrGO5tY2bh4HOFEItFQFJmVKZEK2zNKXCxcDCkbxUSqXor0i5WJ5aEqkGqpj6DW5kFbvp/fQkx7krZKzdPS9ck6zyoERctGVhXDyvEToNFikiHR5bilBSysr/15U6Ui6rul5q+uallAErMAGBM66LvYWOlBIqSwvlU6Qqle5VSZlIl2NoiiBrumvG6bxPU3Tvm8Yxut/+Zd/OaaMkAS8yle2GUs/MZnED8dx+sUsy27inLtSrFVh2MNszmSCYHcffGMDc7u7+FgYYRVA3bRgeC4UijmQC1ymwWlKAFEMpBlg24DvSzf/8IvnORDH5ZPMyraAKjoH+hs5KTRd6b2OC5iGBI4GH8X0vUl5Ll2HoIEpCgjp3OTyNcX3ofgeYBhHrisFoqgcLDqf4wAy5EDXLYA8A4siRGGInSzDW6aBjbkZFMeOwV9Zht9swqDPk6m4Uh5SbbqqqrGu62/ruv4Dx3G+4zjOb8Iw7JMel4D/8z//s3Hy5Mm5OA7ujqL0kSiKvpBl2THOhS2VMQFOCgUKCs4QByEm27tQ1zew2N3Hx+IUy5omR9yYn4c6Pw/Fc8sLL5gMFPFeDwhCgKxiYQHwHPmlBCsk0Lw/AEYj2sEDpdmAUq9LixNxBDEal8DRFJ5py78ptgWRFzIeIj97OCz1te9BMU2IKJav07kpjKAuLsqn4jrvWHccgfX65UA7LpSZFlS/Vs4GKqcLQrD9LuK9PeyPRjinABfbTUQrK3COrcBvtyXgNKemTlDlrSW6rm+apvkj0zS/bdv2L3Z3d7tf//rXc6kJXn31VWN7e3thPB7fTw5PHEefy7J8kXaQUVRQ8jdNR4kfQzIOEW9vw1jfxPLBAW7JMiyYFry5ORg33wRtdRWK60IIcp0pWFRAHByAH/SgNhtQj68CpiW/qEgTiHACfnAAhIF8n9LpQG00yshcHIH3+jKcKoGbnYWyvAy90wEPQ7DNTbDNLYj+AIppQO3MyRkmhkOwi2vycxXPh3bLLdBOnZTHyFhKRSu83wPvHshwsUrnnZsDHEvOKr7fRbG2hnRtHQe9Ht4WDOcbdQQrSzCPHYNLSoUCcqQ8y6SElImqqma6ru+Ypvkz13X/n+u6z08mk53HHnssk1tCvvvd75pFUSylafrZMAq/mkTJZ7MsW+CcG6S7Zc5RnQJeIB0HSLd2YK1vYrXfx8eKAh3bhru4CP22W6CtLJfUQIDqOtSaBxEn4PsHUH0f6tKiLGPje/vSQgUdF0VQVEV+YfricuoTLVCR5WgM0e/L39VaDeptt8L6xB1gu3soXv4tivUNIEuhtVtQT56Qg0XWXbz+JvjWFuB60P/oNLTjqxBxCjHoS8pTZ1qSdoga+SSC2mxBW16G0qjJweRrG2AX1pBub2MwGuK8YHi77mNEA766AmdmRhaKSi1BEUdZLicBzw1d37dM8xe2635LVdUfTyaTzb/9279NJeD/+q//atXrdQl4nMRfTeLk/jRNJeBlwKpabGSSOEc2DpBt7cBZ38SJwQA3M445x4GztAT9lo9BmZuRFikGQ8B1oC0vyWnOewMoVNM3OwN+0AcnCxwOINIyakdUQaCoc7MQWQ4xDsBpMCh2TVY+HkOhsre7Pg3zSw+Cn7+I7Cc/RbG1La1fO34M2s03QW01wAdDsDfOSsCIn/XTt0FdmAejtYcGwXGg33ITVEogn3tbzhLVcaAePw5lpg0+GoHT6xubyAcDDJMUF1WBczUfg6VFaKsrsGdnYBDg0skqq7aoPkaBwnTDoF0ULxKH67r+7NLSElVqJYeAm6a5RBHCNE0fieP4/izPS8ArSilLVSm8WcjSNPqS3sYWTpIk5FxWTtnLS9LCyUJFNCm513OhLS6WFU1k4Z5XWjhx7M6u/GIyLh0EclDUE6vSyuhBFMT29yH29svZMBxJpWLefx+s//0I2NlzyH7wLNjePtR2S1KGunoMSr0GJAmK82tgFy7KBVa77VaoiwvyM/nOjqQuSTGaiuKVV8HePi9nlXryFNTOrFxT2Nm3wLe3UVBdCytwUVNwruahv7gA7dgKrCngVPRE61FVm6goKtN1feS67m8dx/mu67rfr9frbz3wwAOTKwBPkuSRyWRyf54XEnC5WFYVUCSwCfCCFpPNbdQ2t3BqOMJJxmVhj3VsBcan7oB+661Qan65iBEPF7m0ILa1Da3TgfHJT0BpNsHTrByYnR0UZ8+Cd7tQZ2bK9y/My0WRb26Dvfkm+NmzkkJUAZifvQ/m//kLFGffRv7Mf8mFT53vQD1xXAKvkNqg/GP3AHxtTS7O+unT0E5/XHI4KRNB8lUF2Noail/+Cmx9U1q9nCFzc+D9Pthb58C3d1DEMUac46JOgLvoL85DJcBnZqGTkdCyKVVmqVYo02MYRuB57muO4z7teebTQuhv/MVf/EV4CeBZln2OAI+i6P6iKAGXHD7Vr1J1FGCkDDa3Ud/axsnhCCeYQIsAP34M5j13w7j3M9LSSGXwgy6KV15D/uJLwGAA7dbbYNz1KSiOC07qJQil9bJzb0Fsbklu1W75GPRP3AFt9VhZmnD2LbCfv4D8tdehRBOY930G5v/9yxJwsvBxAHVpAerCgpwlUk+TGklT8K1tIC+gn74dxn33QCV6o3hQf4D8lVdQ/OR5sNdfAw8nUGZm5LlphvJBD+zNc2AEeJJgxFkFeGnh6goBPiN3Xchqd+nil4smAW5KwL3Xfd//ruM4Twshrg14aeEVpRxNOkghXoCFE4jtHQn4iQEBztFyXFjLyzBuv620NFIbuiYLg9jaOopXXwfipPxCCwsoLlwAf/kVqUCk80GziPSybZWaeWG+tLbjx6V7y954C8VvXpaDZt7z6RLwt95G/tyP5AyiWaHe/nEoFO+w7LJMbW8P7PXX5XqhLS1BXaFIhQRE8npxcR3Fz38BfuEiBGPSsrVbbpay9nLAh5zJUO25uo/B4iI0ArzVkoBPC43K/aKlhZumOSRK8X3nKcfx/9N13bektzldNInDi6L4LMlCAvyoSrkk00NVSMS/u7uo0aLZH+JkwdByHJikUj5WLlpSdZDjR4rDtsA2tqT8Ij6n6V9sbIC9+oacugpncqorjYZcsKDppe4mGbhQanq2syepRekPDwHPz51H8dOfSUGkn/44NAKdKEWCAPDBAMVbb8kZJLW7Y0uLF0kM7eRJqJSzPHce7De/lRZP59fo+uc7JaWQhe/sIE8SDAXHBV3D2w0fw+UlqEvLMOsNue1FAl2BLZMdQhSGYe67rvMLx3G+5Xnej+68886Nm2+++VJZGATBZ4Mg+GoQBPenWboouDDKXQflZiS5Y4x4PEuBvS689Q2sdvsy6dC2bZhLC9BPnZL8zckRiWKpi0kmkhIhJ0Kli1xcACMVQLw5Hpe6mFZ3WlBpgGo1SQPk7iumJZ0jyigV585BHQcw77kL+v9+BMW5Cyh++YJMYmjHjkGh99FnkeLxPLkw8kkIPhyVvE65yAsXwal699gK9I99TPk/fJAAABbjSURBVCogWjRJAsKxoZ06UXH4EOwcAb6LjIpSBcd5Q8P5Zh3jlRU5Ywy6XqLNywBXgNw0zV3Hcf7bdV0C/Ce+728//PDDmXR8nnrqKVMIsUBAj0YjAvyzcRwvcc6l/60R6AQ4LaCaAoXiIgd9OGsbOLbfxak0w6xpwZqfk6u3dDz6A6lAyGvUThwvXxsHh16fjKmEE6kmOHmTg4HU40QnNLWlG04LbpqBHXTB3r4AvrYOJctgfOKPoH3xT+WAsddeh6BMVLMhZ4U46JWhhGZTqiGSofQZ5LKTR0iLJC2EtGhrH79VDoS4cFE6SYIMizieUmqjsZSttPBSyXUPBLiOizMthMdWoHXmoVWLs/Qyq3LpisMzAtx13Z95nveter3+U6pdeeyxx6SniRdeeMHY2dnpBEFwTxiGj4zH489HUbTKGLNlLAnk/FSg65pUCspwBGt9A0u7ezgZxehoOhyakrMzkh+lQxNU3uHCPNAorVby9MxsaYE0/ci5IW/yoCcdEkFrRqsFpdkqs/xRJGUf294GSMdzDv3kKpQ77gB6fal8BMXpbVsOGEj7k5XTOkADRyGGadCMFrX9rlRDNBAKGUejLv0Fsbsrs0Jqs1nGeqJIHkdOV5rn6CoCb9umjKWQa6/MzpVeK60w032kFa1Q3xbLsjY9x/lJzfe/5dZqPz9+/Pje3XffXQJOpRGnT59uxXH8yclk8pXJZPKncRzflOe5R7XhVHA53VdJO8aoUF6bTGBsbqOzuY0TQYgFAXimBc11oFCClWo/0kzqXLJamq5yOhEnkYKgUjelLNonD1JMwtLiaRCohIKOIe2fpVLJkCNF7jZRnNaoAwsdSVnSwaKZQOecBsFIjtKaQINKqqVUDmWYYRJJdSSvS/K6IylSBJNyYGggCEi6JgI9zRBzhj1VwXnPxs58Bwl50q0WuKaXEUJZylzyOG22NQwjtm37ou+6z7m+/23DMF48e/Zs78yZM8UUcHVxcbFG27SjKPpf4zD8chRFtxdZVhdCaCXYJCQU6HJzkwE9y6Dv7KC5sYnVwRDLOUNdUeWm1DK4QK5XlfiSodEyPSdPSHRCYFdVTKWmKkq1Qm+hk8ljZLG51P4yoicVgAqVLJ+ijTITX26SlYFmmVKrip2mJRm07sgsEdWcU7CMth2Wx8jZRoseOS3y3LTKV6Fhik7KrYQcE1DdoYoLNR/dpQVkS0vgtRrIp5SyVZa9lTuk6SpM0wxt2z7ned5/2rb9Xd/3f0s1RofRwmkCotfrnYyi6E8ncfzwJAw/nWdZm3Gul1s+CDMVhqrLvTCm4NAODuCur2Np/wCrSYYWOSVTUK+ShDgEXKbEiFGPPK7ZveBwP3gJ0rSGvMpBSLDlB1VJ46OfKVN0lyUrpseWn3a4g+3Kyy3PS9VYYwXYMHWstxoYLC+jIJVl2WWmpyq/ONySXkpC8jJf8X3/add1/1NV1bPnzp0LqYz5MONDAaz9/f0VKm8Lw/Cr4WRybxxFHc4FKfsyhq+o5fY905Jb+oxgBHNjA7M7O1gNI3QYQKRf1VNdDfLpftSr/O1aL11Zcny4z+ewD8K75NKOgn4J4CXo16qfp0MpkdxTgXXHwvbcLMKVFVm8n2uajJwebtStegCoqlqYpnng+/4Lvu8/5TjOc3Ecr02LOw+HnxbOtbW1+dFodN9kMnlkNBr9SRRFS3leyHCY9DiVklLIwh3DhJ0m0Ha2UN/YxMpwjKW8QK1KIr8HRD+yh8oqLEVgV1OxXvNxsLiAZGkJue8jo2x9kZcWLpPIh6HZ1HGcTd/3SQo+1Ww2/xvALoVmp8NbhYaF9h//8R8zYRjeOZlMHh6NRl8MguBkmmYO7ZiZ7iSj4nvDMOHZNjwhoPW6sDfWMb9/gJU4RZvWnRupSfnIwlyFymljLRGvAmxaOjbbLYyXl5F35pEYhtyMS00YppVXVQKZ67oeOY5zrlar/afneU97nkf7fwbT6qtL6lIor6kydttwMvlfo8Hgy8Px+DQ1AeNcCi/p9FDMWtdNeJZT1nxHAdTtDTQ3d7AyDrFQcHjisPL7Iw7rtS/vsC5FU7DuOdhdmEe8tIK80ZSZ/DRL5GYtCXjVBoo2yRJ/+77/Mlm3ZVn/pev6WxsbG4fbUI4CTo3AbFVVV0aj0efGo9GfD0bDeyeTaIEVTHqcsvhGCggDjumgRjFwUUA72JOafH6/h5UkO7Ty91QM9BEaGuJusu6JAuyYBjbbdblYpp1FJJaNOM9k5wte5IdufZXpyW3b3q/X6//t+/63qERC07TNv/mbvznc3XbJEj4tBhqNRp8Mw/Arw+HwS0EQ3JSmqSNlRVWGRgkJ07DhOy5qlgEjCqBtbqK+uYWlcYDFnB9y+dVKTD5C2F71Usi6EwB9XcGW52B/oSOdnbTeQkhVC2mKgrQ7JwufbsyV+jvxPO9CvV7/Qb1e/46mab+mjnJf//rXafzkcn0JHtSv6s477/TCMLxpMpl8aTgc/nm/3/9kHMd1xpgmJVkVU6E+JY7toO658BQBtdeFsb6O2b0uVqIUM6wsebu2Yvlowl7WogCBCuzYBnbaTYxXlpF15hHrJoIkQ0JxIWndZR6THqqqHtJJo9F4qtFoPDMajd7u9/tSDk6/7SWAT/Obo9FokbI+w+HwkcFg8LkgCBayLDOnjcDIAaLFk3YO0wbSBsXC0xjK9ibcjU0sDEZYTAs0yOH7H7aAkjKJFeBAV7HV8NBbXEC6tITUqyEomGycQJVnUg5W3E0/TcPIHMfZprhJvV7/dr1ef77Vau1evqPtihlPrvy//du/NfI8Px0EwZ8Nh8OHRqPRbXEc1xhntMNbuvmUBSKv0nVcNOp11A0NxnAAdWMd9Z0dLAYROhlRC2Ql7f+Ex1R3jzQVO56F/c4MwuUVZO0ZTKBgHEXSummbzTRYJa1bUbhlWRPP895oNpu0ffD7iqK8+vd///ejy7eDXw1wmcU/ODigpPJ9g8GArPz+MAwXszyTik+GbKvSCdrzUvN9tGo1+JxB7e5D31hHu9vFYphiphCgCrz/CdRCVBJqCvZsE3uzTQRLtFDOIzItjKIYYRTJNiGHdYSVv2UYRu667n6tVvt5o9Gg6OBPVlZWrtj9cAWHT63w0Ucf1R5++GHaCXFrGIYPjcdjet5OXM45l9hNd0JQ+s12HGnlLd+DkyXAzjasjU3MHfSxQC5/UWrzjzLotKrFGtAzTey0ahgsLSBdXELiehinOcbhRLYFIe19lEqo2bBlWVGj0TjXbrf/i+Rgnucv//u///vwueeeu2Ib+FVFxLSf1csvvzw/GAzuG41GjwyHwz8OgmApz3Nr2h15mgmi5jGu76LVbKJh2bCiEMr2FtzNLcwORphPctQ/wqBL3laBkaljr+mjtziPiAD3mwgKjlEYIopi2Yis3J95uAaSMkk9z9ttNBovzs7OPu37/o+DIFh/T/s0yYJJsZw+fbo2Ho8pgvilwWDw5cFgIB2hoihKWq6CWrqmwrBM+LU62o0GmoYBIxhD2dmCs7OLmf4Yc2mGei6kpX+UOF1uL1EVCfZB3UN/YRaTpUUkzRYCDozCCYJwIqmk7ChR9lKkh6ZpFDcZ1Ov1V1ut1jOtVuvZZrP55te+9rXh1fZoXpNSKmqRNeNxHC8URXFPv9//Sr/fp4zQsTRNZZx8Si3kEBG1WLaDZr2OuUYTddqiEoyA3W2YFMYdjjAb52gWHA7VXH7I6qWq3UGiqQgNA4Omh35nBpPFeSStFsZQ0Q9jBMFYlmeXgaqqcWVZzkZu/MT3fdLdP240Gt9zHOcl2tPzjW9845oNyK7rl0x1eb/fvymKoj/u9/tfHAwGnwrDcEFSyzT4KfW5KvuLuLYrrXy2UUeNUl9hALG/DW13B43BEDNRilbO4TBA/5BCAGTVlAkgsCeWhaDpY9SZldsDY8pZQkMvjDEKAsRU8Fn2NJyG98nOhKbpqee5e7Va7Vf1ev37tVrtx67rrp0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id="126"/></item></list></costumes><sounds><list struct="atomic" id="127"></list></sounds><blocks></blocks><variables></variables><scripts><script x="164" y="145"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doBroadcast"><l>restart</l></block></script></scripts></sprite><watcher var="amountOfPoints" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher var="length" style="normal" x="10" y="31.000001999999995" color="243,118,29" hidden="true"/><watcher scope="Sprite" s="reportShown" style="normal" x="10" y="52.00000399999999" color="143,86,227" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="asterisk amountOfPoints %&apos;amountOfPoints&apos; %&apos;pointsLength&apos;" type="command" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs></block-definition><block-definition s="Asterisk Length %&apos;length&apos; Sides %&apos;sides&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="forward"><block var="length"/></block><block s="forward"><block s="reportProduct"><l>-1</l><block var="length"/></block></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="sides"/></block></block><block s="changePenHSVA"><l><option>hue</option></l><l>5</l></block></script></block-definition><block-definition s="setup" type="command" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><l>How many sides?</l></block><block s="doSetVar"><l>amountOfPoints</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>How long would you like each side to be?</l></block><block s="doSetVar"><l>length</l><block s="getLastAnswer"></block></block><block s="setColor"><color>145,26,68,1</color></block><block s="down"></block></script></block-definition><block-definition s="reset" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="hide"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="setHeading"><l>90</l></block></script></block-definition><block-definition s="Pinwheel Sides: %&apos;Sides&apos; Length %&apos;side length&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="down"></block><block s="forward"><block var="length"/></block><block s="up"></block><block s="forward"><block s="reportQuotient"><block var="length"/><l>-1.8</l></block></block><block s="down"></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="amountOfPoints"/></block></block><block s="changePenHSVA"><l><option>hue</option></l><block s="reportRandom"><l>5</l><l>25</l></block></block></script></block-definition><block-definition s="Square Maze %&apos;length&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="down"></block><block s="forward"><block s="reportProduct"><l>2</l><block var="length"/></block></block><block s="turn"><l>90</l></block><block s="changePenHSVA"><l><option>hue</option></l><block s="reportRandom"><l>5</l><l>25</l></block></block></script></block-definition></blocks><variables><variable name="amountOfPoints"><l>40</l></variable><variable name="length"><l>200</l></variable></variables></project><media name="Real pinwheel project" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>