<snapdata remixID="8634591"><project name="U1L3-Pinwheel" 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="0" color="255,255,255,1" tempo="60" threadsafe="false" volume="100" pan="0" lines="round" ternary="true" codify="false" inheritance="false" sublistIDs="false" scheduled="false" 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rr0s59ZQjj8x72amgnnqzux4sRHHaH289dV2lCVitcQpznCCc4zUm1yW5Vz6sbYCuB+PmuYsgS4LBD6/Be4fWhZ2eWgNN0uB6lzmtj4lD7Tvzt4S0rBkyzPMDn5Xb/C+WZaa0e7BMIfjscI43lxr8skZDVLQnRTABT3walsCWwQCv7XS0eF3DFK54QYakukPgQNgaNOeLJ2Y5NEGPn77AHts2MCtWcx+8Z781+QkKxz8tG45KYs59GNNBXA/HjXNWQJdEgj81ptvPmQML6w1uKhLw2qYlAWCEl9zhsvqlk+nXPrf5apVduaWVgjvOrETI+vW0cxqLv1SVwHcL0dK85RAlwUWlnjkgGElcE5oeUOXh9dwKQpUSzwnMryhbnlcimXvsVRQ4j0Ynm8iRmrj/Crr+fRyfQVwLx8dzU0CCQoEPuPG8Ltag6cmWEZDpyRQ8akPeDxrbCN/TqnkdstUShxtDCvaN2ddkPV8erW+ArhXj4zmJYEEBQK/tZzgTqFt3cijnxwIVMq8z3N4NctbeqGdYJgDjdcK4YvCJqf1wpx6bQ4K4F47IpqPBBIWqPp8x8HjQ8tuCZfS8CkKLNqDB3sD/KiX7mSP30g1dGfruvDNc+Yysno1d6RI0vOlFMA9f4g0QQl0T6B9fe6tzvHUepPLuzeyRuoFgcDnf3GcEzb5Vi/MZ8scKiXONobHTg5wzNoN/KWX5pblXBTAWeqrtgRSFAjKPAPH9xy8s255V4qlVSolgcDn5TieFjY5IqWSHZcJShyP4UwcI2GTizveMccbKoBzfHDVmgS2EZgT33SF4dKwwfMkk0+B+FEgdwubgMWh5R+91mVlmKe0rwt/tN7kzF6bX9rzUQCnLa56EshAICgxZjxurjV4SAblVTJFgcDns/EKWaHlQymW7bhUdS7VaJAVBv4eWl7e8Y453FABnMODqpYksK1A67qg4b/CBr5k8i8Q+DwB+HBo+X+93G3g8xkD+7oBRsINjPXyXJOamwI4KVmNK4EeEAjKfMw5jhvwePjYRv7UA1PSFFIQCHz+zxmOqzf4RQrlZlyiUuJkYzjJixgZG+fSGQ/UpzsqgPv0wGnaEtiRQKXES4zhAs9w4liDj+1oe/15fgSqJd4aGSp1y6t7vaugxGEYVuB4a9jk470+327OTwHcTU2NJYEeEdhnmEUTA/zdwVfrDY7pkWlpGikJtI6/x19DyzAwkVLZGZepDPOg+OYs4/hlrcnrZjxQn+2oAO6zA6bpSqATgcBnPVAPLY/uZHttkz+Bis+3PcfFtSYr+qG7/WDOrX5rrrsPDTKyugBv5lIA98OZqTlKYBoCVZ/fOFgQWhZMYzdtmjOBSpnne/CKflvrO/Bbz6i/CI+RcGPrZSG5/VEA5/bQqrEiCgQ+8cL3z+/V50CLeEyy7Dnw2eDBwWOWa7Kcx3RrV0q8OH6Zg3G8rNbk/Onu3y/bK4D75UhpnhLYgUDV5/UOPgIcFVq+LDAJBD4fBm4JLW/vN41qiUe5qZuzvhk2eVu/zb+T+SqAO1HSNhLocYGKzwEGfmUcH681eX2PT1fTS0kg8HkY8PXQsk9KJbtaZuFuDA/MaYXwvybvw8jatfyrqwUyHkwBnPEBUHkJdEMg8GkCfwgtT+7GeBojPwJBiZV4vCds8IN+7SrwOQt4kucxkqfn2RXA/XpGat4SaAvEiy4A9+nXTzk6kMkKtF+CcFBoOSrZSsmOXvU5zsFZzjBSb/CNZKulM7oCOB1nVZFAIgJVn0sieFLdsjsQJVJEg/a1wOI92H1ygE2Td+KvvYnxfm6mUuJJrZuzDB+vNXhfP/cSz10B3O9HUPMvrEDV53QHpxmPp9c28uPCQqjxHQrEd8c7w2/rOVgRbfEeVCYHWteFx8ImL91h8z28gQK4hw+OpiaB7QlU53GIi/ihgXfXLO+QlATuTaB9vpyep4VZqj6fcvCgyGNkzUau68czQAHcj0dNcy66gFfx+acHl9cszy06hvrvTCDw+XvkOHJNk992tkfvbxX4vAl4szGM1Br8qPdnfNcZKoD77YhpvoUXCPzW3/b/FVoeXHgMAXQsUPF5h+fYI2+PqVVLPCd+XtgZTuu3r9gVwB2fvtpQAtkLBD6XA/uHllL2s9EM+klgYZklA46rQku5n+bdyVyDEsvim7Oc4ddhgxM62acXtlEA98JR0Bwk0IFAtcRHneF4B4+uW67uYBdtIoG7CAR+676BFTXLV3NIMxj4rHCO0sBA63nhDb3eowK414+Q5icBIPA5ErjQwEk1y9lCkcBMBNprLP93aDl0Jvv3wz5Vn3c6eEn7eeFf9PKcFcC9fHQ0NwlMhe/9gevbSwoeLRQJzELABD6bzCD7126gNotxenrX9l9YV2B4Vdjg8706WQVwrx4ZzUsCbYHAZ52BtTXLo4QigdkKBGXOBf4RNnjvbMfq5f0XlXiEN3Vd+Nv1Bm/txbkqgHvxqGhOEtgavr8CKqFlvlAk0A2BYJgD8fhcaNmvG+P18hjVucyNBlsrZ22+3WNkwwZu7aX5KoB76WhoLhLYRqBS5nwDLxyc5AHXjbNGOBLolkDg8zvnOKXe5LJujdnL4wQ+H3SOQ4zHSNjgD70yVwVwrxwJzUMC2wjsXeaEyHGOcxxdb/JF4UigmwJVn5Mix0PqTY7t5ri9PFbF55WG1pME8cscvtYLc1UA98JR0BwksG34zuOhkxG/M4bz+umZRh3E/hHYZ0/mTUyy9jbDcKPBLf0z89nNNPB5gqP1lfSneuEauAJ4dsdTe0ug6wJBGYvjz6HliV0fXANKoC1Q9bkogivqlk8VCWVhiQUDU29UWldrMJJl7wrgLPVVWwJ3E6iW+bNz3De0LBaOBJIUWOTz7AF4U81ycJJ1enXsis8nPThwwnDE2gars5inAjgLddWUwD0IBGUuxvHU0DIM3CkkCSQtEPiEnsezxzbyp6Rr9eL4gc9qz+PwrPpXAPfiWaE5FU6g4vN2A+/E8KywwQ8KB6CGMxGolDnDOAZDy8mZTCDjovHSnBjOCRv8MIupKICzUFdNCWwjUCnxJGO4FMcZYZPThCOBtAQqwzzIeFwaWhakVbOX6gQlPodpvaDis1nMSwGchbpqSmAbgcDnJgNX1izPFowE0hYIfK7AcW7Y5OK0a2ddL/B5l4OJuuVdWcxFAZyFumpKoC0QX4MC7ggtDxKKBLIQCMq8DHhG2ODwLOpnWbPqc1z8es+abf1O/UcBnDq5CkpgSqBa5lLneHj7piuxSCATgWqVnd0tjEewZI1lfSaTyKhofCe4B6/I6u1QCuCMDrzKFlsg8PkwcGLkOHBNk98WW0PdZy0Q+HwGuDa0fDDruaRZv+JzgIFPh5YD0qy7pZYCOAt11Sy0QLXMfzvXeiH6m0LLWYXGUPM9IVD1ebyDs0PL/j0xoZQm0X7V5x9Cy14plbxLGQVwFuqqWViBvfaivNMEdeCboeXFhYVQ4z0nEJT5SwTHr2nw856bXIITCnwmQsvOwESCZe5xaAVw2uKqV2iBwGdt612slkcUGkLN95xAtcQpkaFaz+iGpKxAKj71wUkec/2m1l+MU/1RAKfKrWJFFgjKrMSxOKuvu4psr953LDB/mEVDHn/zLcNXw+Yd75GPLQKfXxFxUjjOVWl3pABOW1z1CikQlPkcjhezmaXhPxkrJIKa7nmBis8lnuGSWoPze36yXZpgUOabGL4cbuSbXRqy42EUwB1TaUMJzEwgmMfxRHzcRLy0Ns4XZjaK9pJA8gKVMs83jleGlqckX603KgRlPubg7/UG56Q9IwVw2uKqVyiBRXvyYG+S3wOfDS3HF6p5NduXAoHPDcbx+FqT0b5sYJqTrpZ4Kx671xqcMs1dZ725AnjWhBpAAtsXqPg0PPhbzfI4OUmgHwQCn7Nw3FaUdckrJY42hieHlqPTPj4K4LTFVa8wAoHPH4G5oaVamKbVaN8LBD4PA75RlHdSV0o82RjeGlqelPbBUwCnLa56hRAIynwdx9N9y7yr4bZCNK0mcyMQlPglhjNCy/dz09R2GglKLMNwcWhZlnavCuC0xVUv9wJBmbfheLeD59Qt3819w2owdwJBieMxPCa0HJm75u7W0OI92H1ygHpo2T3tXhXAaYurXq4F2kv6XW4cH6g1eWuum1VzuRVoh9L4xB3MW3czzdw22m4sfiXoUMTC1ePclGavCuA0tVUr9wKBzz+Bn4eWZ+W+WTWYa4HA5wJn+F0Wj+ekDRv4jBrHc9O+81sBnPaRVr3cClR8rjUwmcW1pNyiqrHMBKrzOCSKeFfd8qjMJpFS4cDnCud4b73J5SmVbJVRAKeprVq5FaiW+JEzPCq07JHbJtVY4QTiv1QOOF481uQ3eW4+8Pmic1xab/LFNPtUAKeprVq5FAj81jtUTyLisVmsJ5tLVDXVEwIVn3d4juFak9f1xIQSmkTV50wc47UmZyZU4h6HVQCnqa1auRPYu8wRkePrzvGWepMP5K5BNVRogUXz2Mdz/Dps4OcZolLmdSZin7DJiWn2qQBOU1u1ciWw9/0Jos2t5fouCS0vylVzakYCbYHA54cGLqhZvpJXlEqZI0zEC8MmR6TZowI4TW3Vyp1A/DJvYziq1uCi3DWnhiQABD5HAS/K8539wTyW4/hQ2GB5mgddAZymtmrlTiDw+Qfw+9DyzNw1p4YksPVT8CYGeFi4IZ+v0qzOpeoG+WloCdI86ArgNLVVK3cCgc+VwGM3z2HP9euxuWtQDUkg/hRc5lzghrDBe/IIcgAMWZ/bQstQmv0pgNPUVq3cCcSLFQCLneHr9QYfzV2DakgCQHWYRzuPL+T5GffAZ4MxPLTW4Ia0DroCOC1p1cmlQKXM+wzsaRwPrlkemcsm1ZQEpq4F/845Tqk3uSyPIIHfem/3y0Pb+p3KjwI4FWYVyatApcwJBvbF8RTjOLrW5Nd57VV9FVug6vP6yPHQepNj8ygR+HzPwXl1y/fS6k8BnJa06uRSIBjmcAY4yjn+aBx+2s8R5hJVTfWkwJK9KG+eYN1thuFGg1t6cpKzmFTg82kHV9ctn5rFMNPaVQE8LS5tLIG7CgTDHIjHRyKPo7yI34SWkowkkFeBis9FHlxRSzGk0rJsrfoFXs3yjrRqKoDTkladXAos3oPK5AC/DC2LAp8fAF8KLV/OZbNqqvACFZ9DPXhzzXJw3jAqPq8w8MjQ8oq0elMApyWtOnkVGAx87ggtA+0FC47UM8F5PdTqKxYIfELP49ljG/lTnkQCv/Us/2tCyzPS6ksBnJa06uRWIF6MI4ID1ljWBz7jzuPh9Y1cn9uG1VihBYIS78UwFFpOzhNEtcz+znF+aNk/rb4UwGlJq05uBeLHMyI4bo3ld0GZj+HYGFrenduG1VihBSrD7Gc8fhJaFuQJYp89mTcxyV9DSzmtvhTAaUmrTm4Fqj7fMfDZMct32gsWxH+LXprbhtVY4QXiF9jjODdscnGeMOLLSUNz2W31au5Ioy8FcBrKqpFrgYrPeZ7jT7Umn2xfI/utizi1Ps5Pct24miusQFDmpcAzwwaH5wkhKDHGIE9Ma81rBXCezh71kolAxeftxjEUNjktnkBrwQLD/vUGx2QyIRWVQMICS5aw0+Yb2RTBkvjeh4TLpTZ8UOKXzuMt9Qa/SKOoAjgNZdXItUBQ5mVELA+bvCxutL1gwfqdYfgay825bl7NFVYgXrgC+Hto+WBeEIISX3Me36g3+FoaPSmA01BWjVwLBGWe7iJeV2/ytC2NVny+6sGVNct5uW5ezRVWoOrzOAcfTfOu4aSxqyXOxhDWLB9JulY8vgI4DWXVyLXA3vN4qJvki7UmD9kmgA81cHJoeWyum1dzhRaolvnzJLxmTYOf5wGiUuJkYyiHljen0Y8COA1l1ci1QOsr50lWhQ38bRsNfGrG8Nxagz/mGkDNFVagUuItnmHvmuW4PCC0F9N5Rmg5Ko1+FMBpKKtG7gUCn39N7szw2rX8a0uz7QUL5qT1t+ncI6vBnhNYMMzCQWG7fIQAABzgSURBVI9Vu1pKf4M7e26C05xQ4PME4B2h5fHT3HVGmyuAZ8SmnSRwV4HA57rI46lrNnLdv7+Gnlqw4LLQMl9eEsirQODzLWP4Tq3BF/q9x7199p2E79YtD0yjFwVwGsqqkXuBwOfnkeFtaxr87G5fQ1+OxyfCjXwz9whqsJAClTJHGMdxoeXJ/Q6wX5n73uq4IbTcN41eFMBpKKtG7gXadz1fUrN89S4BPLVgwbPCBs/LPYIaLKxAvB46jieGTVb1O0Lgs8ltZnH9n2xKuhcFcNLCGr8QAoHPh4G1oW39/vdPe8GC8UnHA9c2WVcIDDVZOIHA50M4bg+b/E+/Nx/4/NVFvKA+zl+T7kUBnLSwxi+EQODzJuD+oeWNd284XrDAOVbXm3ygEBhqsnACQZn/R8TFYZO9+735wOcnUcQH14xzadK9KICTFtb4hRAIfI4EDg0tL7p7w+0FC84JLQ8tBIaaLKRA4PMLB++vW77XzwDVMiuA/601OD/pPhTASQtr/EIIxCELvKtmW7//46da4s/G47Vjd7tJqxA4arIQAtUSr3aGg+/pL6H9BFApc4aBW8IGZyQ9bwVw0sIavxACi8s8YNLxw9Cy5J4abi9YsLhmeVUhQNRk4QSWDLPbZo/xzXPYa/16bL8CBCVei8eysMFrku5BAZy0sMYvhMCee7LrzpM0Qssu99Rwe8GC0V0tw3lYsKAQB1VNTlsg/vo2gt/XG3x02jv3yA5BiedheEloOSzpKSmAkxbW+IURCHzGJ+7gAetupnlPTedpwYLCHFQ1Oi2BRcM8dcDjPTXLI6e1Yw9tXC3xqMhwTt3yqKSnpQBOWljjF0YgKPOXSY8j127gL/f4NXSOFiwozEFVo9MWqPis9hxH1Zr8eto798AO+wyzaMLjqtCyMOnpKICTFtb4hRGolPixN8CHaxv58faaztOCBYU5sGp0WgKBz+oIPrHmbs/ET2uQbDceCHw2hxYv6WkogJMW1viFEaiU+ILx+HnY4PP3EsC5WbCgMAdWjXYsEJQ4B4Mf2tZjeX37E/isn3Q8IunFcxTAfXuKaOK9JhCUeA8et4cN3rPdAI4XLICLw0b/L1jQa/6aT7YClTInGMfRvmX51bA529nMrnrg89vIcfyaJr+d3Uj3vrcCOEldjV0ogaDE8RgeHFqOv7fG87JgQaEOrpq9V4HqPA5xERe5iOX1cf7W71xVn2/j+HytybeT7EUBnKSuxi6UQLXEcyPDsXXLc+6t8bwsWFCog6tmtytQmcdiE7EyfiNSrckleaCq+HzSOP4SNvlEkv0ogJPU1diFEti7xCMjw8dDyyPurfG8LFhQqIOrZrcrEL+KE/hOaPlgXpgCn9Nw7JT0yyUUwHk5Y9RH5gILSywYMPwmtCzY0WTa683+vtbHCxbsqEf9ef4FghKfxzARWl6Zp26D+DWiEY8Jm63XiSb2owBOjFYDF1DABD6ToWUQiO6t/zwsWFDA46uWtxGoljjFGQ4JLU/IG0y1zNOiiJPqTQ5JsjcFcJK6GrtwAoHP2omIR68bZ+2Omg98rjERI7VxfrWjbfXnEuglgWAehxNxjjfB8rEbCXtpbt2Yy97zeEjkuDBs8F/dGG97YyiAk9TV2IUTqPj82nOc2MkqQBWftxuHHzY5sXBQarhvBVrhFLHSOZ5bb3JZ3zZyLxNfsIDS4B1cG1pKSfanAE5SV2MXTiBe7xnHBWGTb+2o+UXz2MeLWteME/2XfEfz0J9LoFOBhQu5z8DtrTueP11r8slO9+vH7QKf2zbPwV+/ntuSmr8COClZjVtIgaDMx4n4W9jk450ABD4/AC4MLRd2sr22kUCWAkGJr2FYG1rekOU80qgdL6k5aXja2gark6qnAE5KVuMWUiAo8zYXsWu9yamdAAQ+RwFHhpZndrK9tpFAVgKtld4M+4eWZ2U1hzTrVn1+BpxWs/w0qboK4KRkNW4hBapljong8fUGx3QKEL/GMPJ4xJqNXNfpPtpOAmkKVEuMOMOpE3ewfHuv20xzPmnUCny+YuA7NctXkqqnAE5KVuMWUmDvYZ7qBnhTrcFTOwWIF7B3Blu3vKvTfbSdBNISCOaxnIhfmIjlRbpjP/A5C/hHaPlQUtYK4KRkNW4hBRbtwYO9AS4KLQ/qFCB+AbgzXBBa9u10H20ngTQE5s/HH7qTq5zj3fUmF6RRs1dqBD5vBBYkeb1bAdwrR1vzyIXAwt0YHpjDdaFlj+k0VPX5zWTE/6wZ59Lp7KdtJZCkQODzfRy/D5uclmSdXhy76vOiCJ5Tt7wwqfkpgJOS1biFFQh8br3NsGejwS2dIlTLvA54WK3BSKf7aDsJJClQLXF2ZNgryQBKcv6zHXvvMgdHjveGlsfOdqzt7a8ATkpW4xZWoOpzrQfPut5ybacI7a/6bhiKGF49zk2d7qftJJCEQFDiNRheOjSX5atXc0cSNXp9zIVllgw4fhxa9klqrgrgpGQ1bmEFAp8rDbyzZrlyOgituy4dP8v7AgfTMdG26QtUhnmK8fjm5CQHrd3EX9KfQW9UnD+fXYbupBla7pPUjBTASclq3MIKBH5rUY0fTHdxjYrPswycEloeU1g8NZ6pQHUvqm6ClTheGza5ONPJ9EDxoIzdPMTS9euxSUxHAZyEqsYstEDgt96LunEm70cNyowBzwsb/KHQiGo+E4GKz09x/KDe5MxMJtBjRasl/mwGePHYRv6cxNQUwEmoasxCC1R9ToqgUrecNF2I9mpDO4eWN013X20vgdkIBD6fjfcPLS+fzTh52rdS4kfG46Nhgx8m0ZcCOAlVjVlogWqZ/3YRh4dNXjBdiKDEMgxXhJb7T3dfbS+BmQpUSpzsGZ5ZszxupmPkcb+gxOfx+GXY4HNJ9KcATkJVYxZaoFLmMcbx/pleyw18LnOG8+oNvlFoSDWfikBQ4jAMn2CA5eGG1iUQ/bQFghLvxnBnaHl3EigK4CRUNWahBSrzWGwiLgsti2cCUS1zrHM8O7QcNpP9tY8EOhVor9y20os4YkyLwPwHW7XEqyPDQ+uW4zo1nc52CuDpaGlbCXQgUK2ys7uFf4aWnTrY/D822Q/m3OozPhGxdN04a2cyhvaRwI4E9tuPObdu5Cocn+/09Zk7GjNvf14t8RwML6tZnp1EbwrgJFQ1ZuEFAp/G0CD7rb6Bxkwwqj6fihzX627Umehpn04E2s+db6w1W6uw6eceBBaVeIRn+GRoeXgSQArgJFQ1ZuEFAp8/GsMxtQZ/nAlGvAyeizi31uQhM9lf+0jg3gQCv/XmrYeHlmdIavsCi3zme3B1UjdFKoB19kkgAYHA5wcYzg0b/GCmwwc+fzJwYpIvBJ/p3LRf/wpUSrzEGN4+NMjymX5D07/dT3/mgc9kaJkDTE5/73vfQwHcbVGNJwGg/Uzlr0I79WzlTH7iR0OMYUloeeVM9tc+Eri7QHWYRzuPlXg8JtzISgntWCDwWTMwyUHXb6K+462nt4UCeHpe2loCHQlUfU6PIKpbTu9oh3vYaGGJBQOGa4fmMlzUBfFnaqf9/lOg/arMq4zjfbUm58uoM4HA51cm4vW1cX7V2R6db6UA7txKW0qgY4Gqz6tarxe0rd8z/gnKrfV4vxc2+PyMB9GOEpj6Vua7OP4cNnmbQDoXaP07GPGlJNbGVgB3fhy0pQQ6Fqj4HGrglaHl0I53uocNg3kcTsTxoeVJsxlH+xZbIPD5MI6FM1mdrdhyEJQ518E19QYf67aFArjbohpPAkDF5wADnwktD5stSOCz3kU8uT7O32Y7lvYvnkC8mIQzvHJyZ5avXcu/iicwu46DMqc6uF+9wVtnN9J/7q0A7raoxpMAUC2zl3P8MbTsNVuQ1tuVHHfqq8PZShZv/0qJJxnDtz2Pg8Y28qfiCcy+42qJETyeWGswMvvR7jqCArjbohpPAm2BwGezb9nlatg8G5Rqmf2d45LQUp3NONq3WAKL96AyOcBKZ3i91hWf+bGvDPMU4/GW0PLkmY9yz3sqgLstqvEksDWAQ2+Cg8duJJwtSuDzcwcfqFu+O9uxtH8xBAKf/zWGS2sN3leMjpPpsjLMg4zH10PLft2uoADutqjGk8CWAC5zFYY3hPF6u7P8qfocF8Hj65YXznIo7V4AgcDn0zgGwyYvLUC7ibZY2Z09zBBjoWVutwspgLstqvEksDWAv+Hgq934+m9fn/vdDuNDg8zX6kU6xe5NIPB5E/Dcmb4OU7r/KRD43LwzzL/GcnM3fRTA3dTUWBLYRiAocY7zWF1vcE43YCplzvccf6xZzu7GeBojfwLx23uc4dORx/I1G7kufx1m01Hgc40Hzx6zXNPNGSiAu6mpsSSwjUC1xCl4zK01OKUbMO2bQc4ILY/oxngaI18ClWH2Mx4rjeGFtQY/yld32XYTX0/H8e6wyRXdnIkCuJuaGksC2wi0F71/amh5SbdgAp9RE3FMEsvidWuOGid9gcfD4JjPVc5wQRILRqTfUW9VDHy+5RzfrDf5UjdnpgDupqbGksBdAzh+BvPUbq5iFfichmFe2OAEYUtgi0DgcyGGcZ0XyZwTgc/fDVxYs7yzmxUUwN3U1FgS2EYgKLEMw7dCy9JuwVTmsdhE/C60DHdrTI3T3wJVn3dGjkfXmzytvzvpzdkneUe5Arg3j7lmlQOBxXuw++QAa0LLbt1sJ/D5PvDl0HJhN8fVWP0nEPgcBbzL81g+tpEN/ddBb8848Hkz8OzQ8tgkZqoATkJVY0qgLRD43DQUsXD1ODd1CyXwORJ4cWh5RrfG1Dj9J7CoxCM8w1WR4QlrGvy8/zro7RlXSzzXGc5zHsvrG7k+idkqgJNQ1ZgS2BrAq3A8L2yyqpsogU8z8nikHjXppmr/jFWdy1w3yEoMH9KrKrt/3NqrX600Hi+obeTH3a8wNaICOClZjSuBqXewXu4cZ9SbXN5NkNYzxgZbt7yrm+NqrP4QqPp8OzL8LYk39PSHQHKzPACGrN9aQzvxO8oVwMkdR40sgTiAv+gcP6k3uaCbHNUSj4r/DyK07NvNcTVW7wsEPh/CUQ2bHNH7s+2/GQY+X8ZhwyYnJj17BXDSwhq/0ALVMu8n4sZak/d3G6Lq8xvj8T9jG7m022NrvN4UqPi8ysDxtxkOajS4pTdn2b+zqvqc7uCRoeXpaXShAE5DWTUKK1Apc6KJWJLE36YrZV7nwcOSeE9pYQ9YDzce+DwB+D6Gg8IGf+jhqfbl1ColXmwM7xwcYPl1G9iYRhMK4DSUVaOwApUyRxh4Udjg8G4jzJ+PP3QnNwxFDHfzLutuz1PjzV5gwTALhzxWRoY31Rt8bfYjaoRtBfYu8cjItFYSe1y9wS/S0lEApyWtOoUUCIY5kAE+HDY4MAmAwOcrxvGzWpNPJjG+xuwNgfhmPgxXhA3e2xszys8s2q8bjNfQ/kCtwRfS7EwBnKa2ahVOYO+5BNEgPwstQRLNV3yeZeAUvXouCd3eGLPicx6GnesNjumNGeVrFlWf70SG/6s3ODXtzhTAaYurXqEE2o80/Cu0DCbVeFBiDI/n6bpgUsLZjRv4vAHHEWGT5dnNIr+VA5+zcFTCJs/PoksFcBbqqlkogcDnBmPYv9bghiQaD0q8J/6EFNrWi9j1kxOBis+hBj4/YFh+fYO/56Stnmmj6vMqB6++fYCDNmzg1iwmpgDOQl01CyUQ+PzewSvqlquTaLz90ocrQsv9kxhfY6YvUC2x1JnWSlcvDhv8IP0Z5LtiUOKJGL5nDMtrDf6YVbcK4KzkVbcwAoHPdx18um75blJNBz6XxevW1ht8I6kaGjc1Aa/ic5UHX6lZzk6takEKzR9mUXxHuTO8od7g61m2rQDOUl+1CyFQ9fkU8Puabf1O5Kda5ljnWm9tOSyRAho0NYF49TQMN4UNXpNa0QIVCnyuwHBZ2OCMrNtWAGd9BFQ/9wIVn3cYGAgtb0+q2f1gzq0+4xMRS9eNszapOho3WYGKz9s9w2NqDZ6abKVijl71OS8y7FRvcGwvCCiAe+EoaA65Fgh8Xg48OrSt34n9xJ+0HXhDg5y6+gYaiRXSwIkIVH1eFL+4A8Py0PKPRIoUeNDA543tN5Md1CsMCuBeORKaR24FgjLPwPHapN/fu6jMwQOOcxwsAiYcjHq0XoM4imGUzYzWbqSWW+g+bqzic4CBqww8pWb5aR+30pNTX+TzbA8+O2lYvrbB6l6ZpAK4V46E5pFbgWqZ/Z1jRWh5aFpNBn7rjuilOJbFv43X+uelDvZoBfKWUJ5k1MGq+njrf4vSmp/qbBVYMsxumz1WAmeHls/KprsC7TvKr8JwZNjgh90dfXajKYBn56e9JbBDgSV7Ud48wd9CS3mHGye8Qfx/9hNmKpSjqVBeZuKghgf+O5QjVsWfnuP/7GIYvcZyc8LTKvTwgc+3DFxbs7yl0BDJND9Q8VuPc11Yb3BOMiVmPqoCeOZ22lMCHQsEPneY+7J7rcbtHe+U7oaDi/ZgqRlkqWl/am59gp76T8O51tfZU19lw6jxWDW2kQ3pTjF/1QKfD2BYEjZ4Xv66y76jwOdLGG4MG7w2+9n85wwUwL14VDSn3AkEPtc7jyfXN3J9vzVXmcdi46a+wm4HcusTdLuPqa+z42vNhlFnGO3HHrM4Jq2b8wyvG5rkIL3NqvtHIH76IL6hrd7gkO6P3p0RFcDdcdQoErhXgcDnF85wSpqvOkv6kOw9jz1d1AriZVE7nI1p/ff4q/YtwdwK5WiC0SWbWHUlTCQ9r34Yv+rzOOe41MUBkdAKaf3gkNQcW3eUw3vbK10lsgRsN+auAO6GosaQwA4EAp/PGnjIhOOwtU3W5RlsvzL3vTmaurbcur7cvtbc/tR8bXxtOf607EVTd2h7EaPXb+KfeTbZtrdFPvM9WBm/xapm+WpR+k6rz0U+D499I8OT1zT4WVp1Z1JHATwTNe0jgRkIBGX+B8crDIzULFfOYIh+38WrDLO09SnZY9k2X2nHQb2p9RV2tPWTc2QYXWNZ3+9N333+gc9PoPWKynfnrbes+1m8B7tPDrRuuorfwf25rOezo/oK4B0J6c8l0EWBapn/jh9JcnBC3fKZLg7d10NV51JlaOt15oh/3509iNv62FT8yFQczL30LOd04AOfTwD3DS1HT2c/bduZQMXnEs8wWmtwSmd7ZLuVAjhbf1UvoEDg8zDjON8Zfhxa3lxAgo5bjh/humOydWd2/Cl5y81f8XXm+a0bv9qPS8X/p2sMowO7Mbp6NXd0XCDFDas+r3fwwtC23u2rZ667bB/4fBDD4rDB4V0eOrHhFMCJ0WpgCWxfYF+f+91uON85BgYnGSnSNdBunBfz57PL4J3tT8lb7s5uP9/s4Pr4kakt15oxrHJ3MFr/J5u6UXsmYwQ+zwQu8GD5mOWamYyhfbYvUPF5hWc4YSfHQf303LoCWGe1BDIUqJZ5v3McGsHIGsvvMpxKbkrHKx/9+3Epj6XxHdrtxUZu2fK4FNFUQE86RpN+ecVinwdOGlY6xzF1y/dyA90jjVR9Hu/gR9BaQ/v3PTKtjqahAO6ISRtJIDmBoMzLnOO8+Oas0PLl5CoVe+R9hll0Z3xteWDqK+1tnmneedsbwOJPz55h1fWWa7shFpS5CsfXQ8uHuzGextgqsLDEggHDSmM4udbgon6zUQD32xHTfHMpEL9IwYuvC8OKuuX0XDbZo00tuB+lgfu0Q/muq4BV4k/M5m7PNE/uxOjatfyrk3aqZVZEjtvqlld3sr22mZ5A4HMZhivDBu+Z3p69sbUCuDeOg2YhAapl9ooiVhhDI7SMAJNiyU6gWmVndyvLtvm0HH+dvay92Ej97ouNTM5h1bp1NLfMuP3Y2eNDy5Oz6yK/leM7yo1h11qj9e9KX/4ogPvysGnSeRYIypxrHI90jpGw2brTVz89JhBf13WwdHLqq+xlW942Ba21vuNj5hw8IHIcmPeFV7I4NFWfk5zhBWGjdUe5y2IO3aipAO6GosaQQJcFKmVONI7T2zdnfafLw2u4hATia5Je+xlmz3Ht2DiXJlSqsMNWfJ5lDOcPOJZ36zp9VpgK4KzkVVcCOxAIyjwdxwrgzNBylsAkUHSB1h3lcBVwdGj5fr97KID7/Qhq/rkWWFhmycDUdeH/q1leletm1ZwE7l3ABGVWGsdFNcvZecBSAOfhKKqH3AtUSnzBGILBiJHrxlmT+4bVoATuJhD4XADcElqOzwuOAjgvR1J95F4gKHMqjlczdXPWFblvWA1KoC0Q+JwGHBxanpInFAVwno6mesm9QKXM841jhYE31Czn5b5hNVh4gfYLTM6MYHne3o6lAC786S2AfhOoltnfOc4HLg8tb+y3+Wu+EuhUIH5xCVPvTj6kZvlpp/v1y3YK4H45UpqnBLYR2HNPdt15gvONYadoMyNZvmhAB0YCSQi0X1gSr6F9Tl5f3akATuLM0ZgSSEmgUuIMYzjMc4yMNflNSmVVRgKJCwRlLsaxOrScnHixjAoogDOCV1kJdEugWuZY5/hsvHJWvcmXujWuxpFAVgLtt4TtG1oOy2oOadRVAKehrBoSSFigMo+DTPy8MFxYs7wj4XIaXgKJCcRvB8PxhqGIA1ePc1NihXpgYAVwDxwETUEC3RDYZ0/mTUy2Vs7a5FtGrobN3RhXY0ggLYG9yxwcOS5r3/Gc+/djK4DTOrNURwIpCQQlzsGw3EWM1Mf5a0plVUYCsxIIfO6Pa73b99Sa5SuzGqxPdlYA98mB0jQlMB2BoMxrcbzXOEZqTS6Zzr7aVgJZCFTLXBo5flG3vCuL+lnUVABnoa6aEkhBoDqPQ1zU+kr6rNDywRRKqoQEZiQQv4ITx+6h5SUzGqBPd1IA9+mB07Ql0IlAZR6L45uz4pfHh5ZXdLKPtpFAmgKVMq/DcWTdtt7tO5lm7axrKYCzPgKqL4EUBIISn8OwjzfByNiNhCmUVAkJ7FAgKPMMHF8yjuW1JqM73CFnGyiAc3ZA1Y4EtidQLXGKM5zQfl74MklJIEuB1qs2HVc5eGnd8t0s55JVbQVwVvKqK4EMBIJ5HE7E+TjeEjb5RAZTUEkJtASCEr/E8M3Q8uGikiiAi3rk1XdhBfaex0OiiPMd/LRuOamwEGo8M4FKufWXwNvrluMym0QPFFYA98BB0BQkkLbAwoXcZ/D2VgjvOrETI+vW0Ux7DqpXTIGgzNtwPDG0PKmYAlu7VgAX/QxQ/4UWCEq8xxleYCJGwnGuKjSGmk9cIH6ftec4a3PE8nXjrE28YI8XUAD3+AHS9CSQtEClxIgxnN++OeuCpOtp/GIKtN9jvRJ4Zmj532Iq3LVrBbDOAglIgGAeB8aLdhjHRWGT00QigW4KtN5fPclKB5+oWz7VzbH7eSwFcD8fPc1dAl0UmD8ff+hOVji4ec5cRlav5o4uDq+hCiwQlPgGhlpoeVOBGf6jdQWwzgYJSOAuApUSZxvDwZMDjKzdwF/EI4HZCFTKnOE5HlSzPGc24+RxXwVwHo+qepLALAWCEsdjOBPHSNjk4lkOp90LKlAtc6xznGwmOLB2IzcWlGG7bSuAdUZIQAL3KFAZ5inGa10X/mityZliksB0BCplHmMcV3qO5WNNfjOdfYuyrQK4KEdafUpgBgLVvai6idaiCdeFTV42gyG0SwEF9tmTeROTrcfa3h5aLiwgQUctK4A7YtJGEii2QODzGQP7ugFGwg2MFVtD3e9IIPD5oYFf1yzv3NG2Rf5zBXCRj756l8A0BColTjaGkzyPkbGNXDqNXbVpgQSCEudg8EPLkQVqe0atKoBnxKadJFBMgaDEYZjWV9JvC5ucW0wFdb09gUqZE4zjaN+y/GrYLKl7F/j/8zFUSnUb2kEAAAAASUVORK5CYII=</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="-31.514437073096815" y="-38.81804034165924" heading="39.0714285713276" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="31,20,0,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><comment x="22.999999000000003" y="10" w="242.66666666666666" collapsed="true">You will need 5 copies of this script.&#xD;To duplicate a script, right-click (or control-click) on its&#xD;TOPMOST block.  (In this case, the REPEAT block.)&#xD;You will see a menu of options. Choose &quot;duplicate.&quot;  &#xD;Move the copy where you want it.</comment><script x="21.66666566666663" y="88"><block s="doRepeat"><l>5</l><script><block s="down"></block><block s="setColor"><color>0,250,16,1</color></block><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>5</l></block></block></script></block><block s="doRepeat"><l>4</l><script></script></block><block s="doRepeat"><l>6</l><script><block s="down"></block><block s="setColor"><color>0,33,240,1</color></block><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>6</l></block></block></script></block><block s="down"></block><block s="setColor"><color>203,36,255,1</color></block><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>4</l></block></block></script><script x="21.00000100000011" y="551.800002"><block s="setColor"><color>255,118,36,1</color></block><block s="forward"><l>160</l></block><block s="forward"><l>-150</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>30</l></block></block></script><script x="183.999999" y="545.8"><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="10" y="712.8000009999998"><block s="doRepeat"><l>10</l><script><block s="down"></block><block s="setColor"><color>0,6,255,1</color></block><block s="forward"><l>40</l></block><block s="forward"><l>-30</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>10</l></block></block></script></block></script><script x="197" y="102.80000100000007"><block s="doRepeat"><l>30</l><script><block s="down"></block></script></block></script><script x="208.999999" y="331"><block s="clear"></block></script><script x="659.999999" y="421.79999999999995"><block s="doRepeat"><l></l><script></script></block></script><script x="1005" y="109.79999999999995"><block s="doRepeat"><l>10</l><script><block s="down"></block><block s="setColor"><color>11,219,0,1</color></block><block s="forward"><l>100</l></block><block s="forward"><l>-90</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>10</l></block></block></script></block><block s="doRepeat"><l>15</l><script><block s="down"></block><block s="setColor"><color>255,242,51,1</color></block><block s="forward"><l>130</l></block><block s="forward"><l>-120</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>15</l></block></block></script></block><block s="doRepeat"><l>20</l><script><block s="down"></block><block s="setColor"><color>255,44,36,1</color></block><block s="forward"><l>190</l></block><block s="forward"><l>-180</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>20</l></block></block></script></block></script><script x="338.66666566666663" y="68"><custom-block s="pinwheel, branches: %s size: %s backup: %s"><l>6</l><l>6</l><l>0</l><comment w="90" collapsed="true">USE ME TO CREATE SOMETHING THAT RESSEMBLES A PINWHEEL :)</comment></custom-block></script><script x="158.80338541666663" y="261.000001"><block var="size"/></script></scripts></sprite><watcher var="size" style="normal" x="30.334027777776328" y="30.33402777777779" color="243,118,29"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pinwheel, branches: %&apos;number of branches&apos; size: %&apos;size&apos; backup: %&apos;backup&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doRepeat"><l>6</l><script><block s="down"></block><block s="setColor"><color>31,20,0,1</color></block><block s="forward"><l>100</l></block><block s="forward"><block s="reportDifference"><block var="backup"/><l>0</l></block></block><block s="turn"><block s="reportQuotient"><l>360</l><l>6</l></block></block></script></block></script><scripts><script x="405" y="308.2"><block s="turn"><block s="reportQuotient"><l>360</l><l>10</l></block></block></script><script x="289.5859395" y="184.00000199999994"><block s="reportSum"><l></l><l></l></block></script><script x="413.5859395" y="120.000002"><block s="reportDifference"><block var="size"/><l>50</l></block></script></scripts></block-definition></blocks><variables><variable name="size"><l>0</l></variable></variables></project><media name="U1L3-Pinwheel" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>