<snapdata remixID="9483274"><project name="U1L3-Pinwheel" app="Snap! 6, https://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" penlog="false" volume="100" pan="0" lines="round" ternary="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" scheduled="false" 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ZJxIzpVxltVccEeyabJqLF/qL50y/8XVz9RcQJUKMoCrBNbGZblR2uhq+D1xrsL3wAQF7W7qNAfytZLzytHz1z6w0QTNO9PIAN4ZIf7/XyfAjZLDUA0CnKtqULVzzVwidSXEGUj73V+0oUMGsA0u1qgHbpQ1Al1nZThXdWb4KNq9fNLUt4yJBfcjkC+l+7rvGMVSkXiVARwJG8wQwY3SDJ9MU8m5Ms2xcPVm3RPeI3BWODGned7z3X64akZXnQE8On519TY3yrqyu2bNcq5qhtqaQlk39XmBzEz7+WkmN8UANtm9GmvnRllj4HVSjnNVJ0ZXuM2s613vQH7Z6ndfVuGla7YcA7hmqM0vxI3SfA+j2AHnKoquRF/TFW7TXg2I3wctfThdXPVY9BX/q0IGsImuhaSZG2VI4C0vy7my3OAqtteeTB0VU/nhK/FNR3/pufs2VLFUVZZmAFcFq52LcqO009ewu+Jche2A2fVzydRXoM7b0373p03rhAFsmmMh6uVGGSJ8i0tzriw2twatLcGcWDG5oQDFtWk//6MalKxYCQZwxVDavxA3Svs9DqNDzlUY1O2qeaU7dZ84gi6n5Jw0b13XH0zpjgFsilMR0MmNMgImWCiBc2WhqSG0lE14ZwC45OWxA8cueHb1phAkDLskA3jYyOr3BW6U9et9NTvnXFWTbn2tnU167QLZmO7t/k8TOmcAm+BSRDRyo4yIEZbJ4FxZZmiI7Sye2LTrQDz+gIrOz/iF7hClDKk0A3hImPhQmQA3Ss5BNQhwrqpBtX7XbE94/+EIOuP9Aydc8OLqviiTYABH2Z2IaeNGGTFDLJHDubLEyAi1kXO9eQCmpv38jAjJ+hcpDOAouxMxbdwoI2aIJXI4V5YYGbE2Olzv5wo8mvbzV0RM2utyGMBRdSaCurhRRtAUCyRxriwwMYItdDQeO1GdsfcEIme39XY/EUGJYABH0ZWIauJGGVFjDJfFuTLcwAjLb3dbpjiq3xu3CUeftyH/56hJZQBHzZEI6+FGGWFzDJbGuTLYPAOk51zva6qSyBS7Pxc1uQzgqDkSYT3cKCNsjsHSOFcGm2eA9AVoik9w46tU9ZpMsfDTKElmAEfJjYhr4UYZcYMMlce5MtQ4g2RnE96+IrgXCM5O+z33R0U6AzgqThiggxulASYZKJFzZaBphkneGsB6t6p8NFPM3xcV+QzgqDhhgA5ulAaYZKBEzpWBphkkmX+CNsgsSn1zAtwoOR3VIMC5qgZVrvkaAX4Ii7NgBQFulFbYGLkmOFeRs8QaQYNfQ4L+z7iNOIpfQ7LG1vpshBtlffpe7a45V9UmXJ/rv3YQR1zk7At4EEd9DoFNXXOjtMnN6PTCuYqOFzYpKR9FGQCPZfz85VHtix/CiqozEdTFjTKCplggiXNlgYkRa6F8GYMA01r9/CkRk/YPchjAUXYnYtq4UUbMEEvkcK4sMTIibWy9jlCXB1viJ7S9dFcxIrK2K4MBHGV3IqaNG2XEDLFEDufKEiMj0MbiiU27DsTjDyhwUaaYvysCknYogQEcdYcipI8bZYTMsEgK58oiM0NuJZv02qHYnPHzl4QsZUjlGcBDwsSHygS4UXIOqkGAc1UNqvW3ZjbhnSGiX3rrmNIxn3h29SYTCDCATXApIhq5UUbECMtkcK4sMzSEdq50p+4TR6k7KMlJbevyvw9BwohKMoBHhK0+X+JGWZ++V7trzlW1Cdu9/hLMiRWTGwqO6nXz/MIPTOqWAWySWyFr5UYZsgGWludcWWpsjdrKJVNfUcU7M37hEzUqWbEyDOCKobR/IW6U9nscRoecqzCo21GzPZk6ylH5UcmJHT1/7V3rTeuKAWyaYyHq5UYZInyLS3OuLDa3iq1d4Tbt1YD4Gg30I5m+wiNVLFW1pRnAVUNr38LcKO3zNAodca6i4IJ5GrKudz1Un8wUC5eap36rYgawqc6FoJsbZQjQ66Ak56oOTK5wi1k39XmBzEr7ea/CS9d0OeMCuH1SczMcZ/e2Yr6zpqRYjN8DDnEG2hPeLEd1Q7qvsCpEGVUpzQCuClZrF826J7zHQeyWASdonr+2p9fkRo0L4FzC+zKAiyGIK3SJwulq87tvMNkEU7Rzo6ytUznXO0ehLQI5E4oBAN9JF/Pfqq2K6lfjXFWfsS0VLp809S1jYsH9CvlKxu++xfS+jAvg14C3u6nTHJUTIZgDYLwCnRLoXeP6Xr7+PDzWb7oxUdTPjbK6rnwNB4zZw3U/DOhUQE4H8IqqLhWRlWk/v6K61cNbnXMVHnvTKucSqSvLmtPFwoWmad+eXmMD+I3NtDc2nxhznJMU+BCguwvk9kBxR3/gXP+FdV2v2GBUFHrgRll5Fy7ba8puYxvGnSOCkwGZrsAGAW4sqd4xv1i4s/IVo7ci5yp6nkRR0eAvXZCvj8MuR53n3/pqFDUOV5MVAfzGpnPJ1AkInFMgehaAvQH0KHSFjild3/bs6peHC4jP/50AN8rKTMNVydSeAypnC3AagCYF+gS4QQK5rbWv++7KVDFnFc6VOV6FpbQj2TRZNd4TEz1lbm/ht2HpqHRd6wL4H8LYbT4acGYIcDaAyQpdA0XnliB2wxfWdb1QaZi2r8eNcuQOL57Y1Ngfj59d/icTAY4E8EcortegdGtm3aqHRr6y+W9yrsz3sJodLMACZ0Li3rxKbFnG77q6mrVqvbbVAfxGmIuTLYeUFKcC+lEF3gnFY3D05yXRG03/JF2thoYb5fBIZxPeviI4E8A5AN4H6O9E5acSw4p5a/O/Ht5q9j7NubLX20p0lkt6X1bFgRk/X/7vyKqfugngN7p2VTL17gGVmQKcC+DfATwJ6M9iqjfOLfb80SqHK9gMN8qdw+zYu/ldiMdmK/TjAN5Tni0V+Ukgzor5a+96Zucr1N8TnKv683yoHWcnTT1SYsF14zBw9Hn+6peG+p4pz9VlAP9DGCea316CnAGRjwI4GMAzEPxESrq8ta/wtClG1kInN8rtU87unTpYGjATgXwCgn0heDwIcH3MGVjW2rt6bS28MbkG58pk96qnvfxZiZLKAzHRj8/tLTxQvUrhrVz3AfxG9AsnNyfjgZwRQM4R4HCoPq+Qnwqcm9PFrsfCsykalblR/t2HwUPg4cyA6segmATBA4DeuLm/dNPFL67ui4ZjZqjgXJnhU61V5pIt10H1mbSf/3qta9eqHgP4TUhfPmnq3g2x0myozBHBFAAvKHB9oHrr/GLh3loZFKU69b5RLko2NweBnCwiH1Fgd4XeLYplMQc3ze0t/ClKXpmkpd7nyiSvaqU1l2j5HEQ/vMHPH78ACGpVt9Z1GMBDIN6+e9Puzi6xMxU4TURSAP6skBuA4LaMX+gewhJWPFKPG2U2mTpFFNMBKX8AZBcFugS4WTY13NS6fuVfrDA25Cbqca5CRh7p8lcmU++OqdwORSpTzD8XabGjFMcAHibAhZOP2iUWvOUsKE7G4OEJ2KiKGx0J7mj1e24d5nJGPV4vG2VHY2o2HJmqirMgcAC5VTS4bbexpZs+8ezqTUaZZoDYepkrA6wIXeI17ozxm7BxjYh+q7W3sCx0QVUWwAAeBeAFgLNHInV2AJkqgjMUGgiwRALc2dpXuAmAjmL5yL1q8UYpHYnUOSpOC6Dlo03L5y4vk0BXru8rdNr8J7AoDJnFcxUFvEZpyLne5QDGpv18q1HCRyiWATxCcNt7rfybkzqYBpUzt14WgZtV9Y5YccyyVqzcXMFSoSxl00a5YL+mcRO2xM9W1RNF5NTXzl12JHZ7q99l9V8yQhmeHRS1aa6ixtYkPR1u8wyFc1m8f+ADF7y4+m8maR+pVgbwSMnt5L1twzQdW0/hGg/oHeU/Zcb7B5aaOlymb5Qde5z4VozdcraKzChfeKCQDQ7k5wPA7fP97q4qjQKX3QkB0+eKBo+ewNZvoMRWIwhm1tPXPxnAo5+dna6QdVMtsvXmpo+UL4sApADV5Q0N45Z+/rnbN+x0gYg8YOJGeYXbtFcc8bNEMQuCYxVYN3jusuotrXX6afaIjNPrMkycq6gxNFmPAtLhel2iuL21mM+a3MtwtTOAh0tslM8vclumBNBTAJQP/pgExRqILh1Tii09P+LnU5uyUS7ap8UNBjBn24UcR0BR/iTl9aq6ItNXeGSUFvL1ChMwZa4q3DaX20Ygm0j9p0AOTRfzs+sNCgM4RMc7XO/9ivL51Pi4APsq8ChUbijFSsuieD51lDfKKxLNb49rbLY4+pGtJ5rp71Tkp/FSafncvlVPhWgzS/NP0JyBNyGQbUwdIQ5uGFOKHR31X0CqYSIDuBpUR7Bm+btvDeqcrtBPAPg3AL8qB0hsQDrnrev6wwiWrPgrUQvgMrO4lq/0kzKzdwP6JCDXOSXnpqgwq7gJFi4YtbmyEHEkW1o4edoesaD0sGrwyUyx555IiqyyKAZwlQGPZPmrEs1vHxDnTIF+GJCDAPxGVX8a12BFmL/NRWGjbE+2HOIgmAHIuVDsB5VH1dGfBxIsieJfDUbif729E4W5qjfmUeg3m/CudYDnWov5r0RBTxgaGMBhUB9GzfK/Z5YG9EMQfEiAI1TxbPnfM2OQFfOK3Y8OY6lRPxrWRpkr3+sssVNEtXwEpAvIGkCXjSk5N9bjn61GbWTEFghrriKGoa7kZBPeZ0TwyQ3+wLELsLr8vfu6/GEAG2R7+RO9DYifDcXpEBwngB8AP3dUb63FJ3pruVHmki0pBDgJ0PIRkHtB0AOR5Q2xMTea9Mlxg8YrNKm1nKvQmmTh1wksnNi0f6whfmcQDHhtfavLv1DU7Q8D2FDry99p1V0GzoEOfqJ6KhTr4ejPS+rcUa3vtFZ7o+xIeieXD8YA5EMA3qrAHYDe1tBfutHU704bOl41lV3tuappMyy2QwLbjvJdA+CKtJ+/vt5xMYAtmIDyqU57bImfE6hOL5/qpMArolgi4txRyVOdqrFRdiS88vdzpytQPgJyHIBOaHCnFMcuseH0MAvGq+otVGOuqi6aBUZEIOt634Fit0wxf/6IFrDsJQawZYai/KX2v59rfKYotqjIMgmCO0d7rnElNsry+dkT3FT5ZqlponLG1ssOcCMEd6V780ttOz/bvvGqfEeVmKvKq+KKlSaQa2w5CY5mZVPD4bxJbCtdBnClpyxi671+PjXkrLLfAtwC1dvXjy3dtGCYN/uMdKMs/9nJ0bfMkfINUkD5T+YDqnqDiKxM+/kVEUNGOTUmMNK5qrFMlhsFga2H4+i9GtPTM2sLvxrFUla9ygC2ys4dN1O+2xblIzGh5whk3HDvth3ORnnNBO9tG3fR2QI5HYBX/rO4Aj8rHzeXKebvqiPsbHUnBIYzV4RpJoGc65X/m+9O+/krzOygOqoZwNXhGvlVy58y1kBPlsHzqfE2hd4timUxBzfN7S38aXsN7GyjLH9Ke4w2nKFSvtJPjwNkPYDrJJDbWvu67448FAoMhcDO5ioUUSxaMQLZhHeJCKak/fyMii1qyUIMYEuMHE0b7cnUUQ6cGVD9mComieABQG/c3F+66eIXV/e9tvb2NsrFE5sa+xvi5TNczxLgSAGKqviJaHBLa1/Pw6PRxXfrgwAD2F6fFyZaDo85emN8y8CUC96wl9jb8fA6YwAPj5f1T2f3Th0sDZiJQD4Bwb4QPI5AfiZO/00ljX+6DCCA84O46iwV/YgA7wf0WRH5sQ44N6fXdT1pPSQ2WFECDOCK4ozMYlfve/KE/v7NjzqO85l5vV09kREWISEM4AiZETUpHXs3vyuIOXNE8DEA7ylfWr/tg3vjy8djCuTaUkmXtq3L/z5q2qnHHAK5hPdNCN4RjBm4oO3Z1S+bo5xKd0Qg53o/VOCFjJ+/hKS2T4ABzMkYEoHBk6lUt15aLzI13dtdGNKLfIgEdkJg62wFaUCOEZUHVXRpTPSWN/ssAoFGn0CH630yAM7f4PtTvo6nt0RfcTgKGcDhcDeuai7pPYxAfzMo3JH3pHvzHzCuCQqONIHL9mezPjsAABjySURBVJqy29j4+OkiwRyIeAAeh8qy+EDDzRe8eMfrn0WIdBMUh/ZJ3jsdB/kggMe/ju14IBjA/A9mpwSyCa9dgJlvHTtwQPnhv2yOP63Aikwx37bTl/kACYyAwAL3sPETMKEFijmQ8pngeFIUnVsQLL+o2PPHESzJV2pA4Ef7NY37y5bYfSLOVa293T+uQUmjSzCAjbav+uI7GluOV0e7ApEj23q7nyhXHLwSUPUhCWQqv15UfQ/qvULH/ieOLf1tc7PjOOXjSk8F8IwiWC5OrDO9tvt39c4nSv1nXe/bAkxM+/lPRUlXVLUwgKPqTAR0fWdiU+PYhvivHMgV8/zu77xR0iK35eIAetHm/oGD3/hVpQjIpgSLCSxAU3zP5JjjgqD8Z2rMVGCdiHaWSkHn/L5VT1nceuRbyyVS0wFZHGwcOKztZX6YbiiGMYCHQqlOn8m63gqBStovlH/r+JefnJu6RSGa8fMz6xQR2w6XgGQT3hQBZolglurgaWudjqCz1c//Ilxp9VW9fa9pCWfMwP3QYHa6uOqx+up+5N0ygEfOzuo3c653EYAvBltiB7e9dFdxe81u/Y+uVD7X9TIeMWf1OBjRXEdj8wcCx5lVDmQdPPdcO7UU68ys63rIiAYMFtmRSN0Bce5u9bsvM7iNmktnANccefQLlv+NV8r/xis6Pd1bWLUjxblk6gRVuVPf8G/E0e+QCm0nsPVzCpglivKBMbupoNMJtLO1WLiPN25V1v2cm7pYAS/jF6ZWdmX7V2MA2+/xsDrswIlj1e1/SqG3Z/xCeigvZ91UTiAni99wIO/wHQoxPlNLAh2NqQOCmAyGMRQJha4Qx1m6obf/7gVYPVBLLbbVanebD3XUWebE5Zh5z3f7tvVX7X4YwNUmbNj6HQnvWhU9MO0XDh+O9JybelRUnmot5j8+nPf4LAnUksDCidP2jzUMzAJkFoD9AdziBM5S3TXW0/rMys211GJ6rfb9mnZ3tsQehWJuuli40/R+wtDPAA6DekRrtjemZjuO/Dgmeujc3sJvhyPzqmTq3SWVx4NAz23rKywbzrt8lgTCIJBNePsqMMsRlMP4vQBWBtCl4zG+6zz/1lfD0GRSzayb+j6AlzN+ofx5Ef6MgAADeATQbHxl8eRp+w8EpV840E/P8ws3jqTHRW7qQwHk+3En9v4L1t71zEjW4DskEAaB8lfuxsRjMx2R2Qo5DIoCHF26afPGlV98ac1fw9AU5ZodyZZzVTUt4xs+yL8cjNwpBvDI2Vn1Zi6Reggiz6T9/IdH01jO9X4G1f3TxcKRo1mH75JAWAQuTab23BXODA20/F3jowS4N1BdqmNLt/GyCGDRpKnvCGKlnpJTapm/djX/h/YoBpUBPAp4tryaS6SuhGDWOLx84Hn+Y6P609s17mHjN2H3p6DoTBcLF9rCiH3UJ4FrJnhv27QLThZgjgLHQ/GQCJY6oivq8bKIBfs1jZuwOX4PoN9PFwvfq8+pqFzXDODKsTRypY5E6lgVJy/QD1bq8IIO13u/Qh4UDbzWYuFeI8FQNAn8E4HFE5t2LcVi09WR8pGYLQL9BUSWlTbHbn6z78rbBjGXbLlUg2CfTLHwUdt6C6MfBnAY1CNS87uTpu69ORb8WlSz6WLhf1dSVi6R+pKKZMaWnIPOX9f1QiXX5lokEDaBhZOP2sUJdm0RHby56WQAT6miM46gc66ll0Vk3VSLQK5piI897PPP3b4hbA9sqM8AtsHFEfaQc72bBYi3+vlTRrjEDl/rcL3bFBhI+/nTqrE+1ySBKBBYcsCcMcUN65shg78Znyoqv4egs1+C5RcO89sEUehnexoWT2xqLDXEH0QQnNna1/NwVHWaposBbJpjFdKbTXptoviyE5ODq/UF+kX7tLhBSX+lgm9levPtFZLOZUggsgSWYE6sd9Kfj3diwRkATgf0hfL51FKKdabXdT0ZWeE7EZZzvdugeCBdzH/L1B6iqJsBHEVXqqzpyuQJ74tp7OG4yElze7sL1Sx3VbIlNaB6R0lKH7iwd9Uvq1mLa5NA1AhkE94xGLwsQk5X6MbyncaBBJ1tfs/jUdP6ZnoGz4VXnJIu5ptM0WyKTgawKU5VSOc1OKxhozvhaQB3Zvz8vAotu8Nlsq63CMD0XfwNB5yHx/prUZM1SCBqBBY2Nn8g5jinb7ssIjZ4c1MJna3r8g9GTetrehYnWw4ZUCwf45SOOX9tT29UdZqqiwFsqnMj1J1zW34M6MFpP3/oCJcY0Ws513sckF+l/e5zR7QAXyIBiwh0JKe9L9CBWaIySwVvK99prEGsM13sulcAjUKr7bs37e6Mjz+skIsyfvctUdBkmwYGsG2O7qCfjoRX/o/9OkXp0Iy/6je1bD3rnvAeQexxUXy0tZjvrGVt1iKBKBNoT3j/4fz9TuMkgBXl7xqP9TfcHeZfjHIJ7xoFXs0U821R5meyNgawye4NQ3vHPs3v0pLzC1E9v7VY+NkwXq3Yox2J1IdV5LsSC97f+nzP/6vYwlyIBCwh0LF387uC+NY7jQG8WyC3aIClG8b19yx4dvWmWrWZS7Z8VDX4YuC8esT8tQ9srFXdeqvDAK4Txztc7/4AeDbj588Js+Ws613vAPu1+vmjw9TB2iQQdQKL3an7DGipHMTlD3EdFAB3xqBLNpVi3V9Y1/VKtfS3N07fz3EG7h4QbbHla1TVYjXadRnAoyVowPs517u8fJTe5pJzYDX/wx0KissnTX3L2FjwlAJL037+C0N5h8+QQL0TyO6dmiQxzNz2XePyZRE9KrrU2TRmZev6lX+pFJ+O/U8cq6/2363Qn2T8wtWVWpfrbJ8AA9jyyWh3T5jiwFkVQD8Yla8+DF7iDXkwQHBCm79qjeUWsD0SqCiBhZOn7SEanOpsuywC0PugztJXGzbe9qXn7hvVCVW5hPdNEezf6ufPqqhoLrZdAgxgiwejo/HYiSpjf63AVZli/ptRajWb8P5LgLmimw9q7bv3xShpoxYSMIXAa5dFKDBHIMcL9OHyncYDKK24yF/90nD6yCVbUtDg+zHB4fV40cRwWFXqWQZwpUhGcJ2sm1oukHFpP39iBOUh53orFbop4xdOj6I+aiIBkwiUL4voj8enOTJ4c9NUKJ6AyE3OFiyf91K3v6Neyn/iRlweEQRnpf2e+03q22StDGCT3duB9lwilYbIV8c4wcFR/QL9dyc3J7cEzq+g+o10sZCz1Aq2RQI1J1C+LCIe7Obp4GUROEWAp1W0Myg1dLb13fnsPwvqcL0VgDzW6nd/o+Zi67ggA9hC87OTUwdLIA8LglNb/Z6uKLfY4TZPVTi3qKMfyKwt/CrKWqmNBEwk8DUcMGZCwj1BBi+L0JlQ/KF8Clfc0c65vYXfZpOpC0XltLSfPw4ROQTERM4j0cwAHgm1CL9TPgy+6G4oHzWZT/v5CyIs9XVpOddbDMBL+BMOOBNLSyZopkYSMJHA4P7QuP44dWS2AOVbysqfoJ4Uh/O+C/yu503syWTNDGCT3duO9pzr/RDQQ9N+4RCTWsu5qScAeTzt5z9pkm5qJQGTCeRcb2ZZf9rPrzC5D1O1M4BNdW574ZtoPh0iP3MQO3Se3/V/TWptkTv13wOUHofqh9PFnuUmaadWEiABEhgJAQbwSKhF8J32Sd47HQe/UAfzMr35n0RQ4k4lZZPexyTAoiDA+9vW5X+/0xf4AAmQAAkYTIABbLB5b5Te4Xr3KeT5tN99tskt5dyWGwS6T6ufL9+jyh8SIAESsJYAA9gCa7Ou920A52zesvHAL7605q8mt3TZXlN2Gztml6cAXJ/x85eY3Au1kwAJkMCOCDCADZ+P9mTqKEdxNzQ4Kl1c9Zjh7QzKzyVOOAziPBAIjm/rLTxgQ0/sgQRIgAT+mQAD2OCZuMJt2qtBY78WwXdb/YJVX6DvcFNfVcX5/VI6aLhH6hlsKaWTAAnUEQEGsMFm59xUJyBvSfv5aQa38abSc653F6CvpP1C+Uo2/pAACZCAVQQYwIbamXW9uQJ8YwDO+y609Av0V7pT94kj+KUCX834+asMtYqySYAESGC7BBjABg7GokneQUEMj0D1tHSxcKeBLQxZci6Rmg6Rm50Sjpi3Lv/rIb/IB0mABEgg4gQYwBE36J/lLQCcCW7qaYH0tPr5zxsmf0RyO1zvaoU2b/ALBywAghEtwpdIgARIIGIEGMARM2RncnKu9wNVHJEp5g/e2bM2/f+zCe9XIngk7ec/ZVNf7IUESKB+CTCADfJ+27mtN0igh7f2FcoXLtTNT0dj6gB15FEAZ/Pc2rqxnY2SgNUEGMCG2Lto0tR3BE7wBASZtJ//kSGyKyoz53qfgCLrBM4h89Z1/aGii3MxEiABEqgxAQZwjYGPtFzO9e4BUEz7+Q+NdA0b3su53o0AEtvuLrWhJfZAAiRQpwQYwAYYvyjZcmmgwUdl05gDW9evLN/fWbc/HXuc+FYdt+UpR5zr5vV2/2fdgmDjJEACxhNgAEfcwuykqUdKLLi3pHL0/GJ3+d9A6/5nYaLl8Jjo/Vpyjs2s63qo7oEQAAmQgJEEGMARtm3h5Gl7xILSkwC+l/bzCyIstebScq5X5vHZkhN77/y1d62vuQAWJAESIIFREmAAjxJgNV/PJbxlEOye9vNeNeuYunbO9fJQvJwu5meb2gN1kwAJ1C8BBnBEve9Ieuer4lJVvC9TzD8XUZmhysomvH1F8EuFfjnjF64OVQyLkwAJkMAwCTCAhwmsFo/nJk19L2LBo07gnD6vr2tlLWqaWmNR49QTAydYjpJzeHpdV/nP9fwhARIgASMIMIAjaFPO9Z4WlXtai92fi6C8yEnqSLT8t4oel/bzB0ROHAWRAAmQwJsQYABHbDRybup/VHFUplh4b8SkRVpONpF6UgQPpP3CZyItlOJIgARIYBsBBnCERqHDbZ6hcJZIoIfV21GTo7Vh21GVjwmCM1v9nltHux7fJwESIIFqE2AAV5vwENdvb2zaTyT+hIhclPa7vz/E1/jYGwjk3JZPq+oVqgOHtPWtfpZwSIAESCDKBBjAEXEnl/RWI9AX0sXCmRGRZKSMXCK1BI7sne7NNxnZAEWTAAnUDQEGcASsziW8b0JwbvDqwHvbXl79cgQkGSuhffem3Z3x8Seh+HG6mP8vYxuhcBIgAesJMIBDtjjbmDpCHKxx1Dl6Ho+arIgbixIthwcS3K8BpmT6Co9UZFEuQgIkQAIVJsAArjDQ4Sx39b7HTOgfGPekKn6YKea/Mpx3+eyOCWQT3v8SwScb4pve+/nn7ttAXiRAAiQQNQIM4BAdySValsLRPdO9+eYQZVhbOpf0ehDIn9LF7jnWNsnGSIAEjCXAAA7Julwi9VmIXBbT4JC5xZ4/hiTD6rJXJZrfXhLnCah+MV0sfM/qZtkcCZCAcQQYwCFYdlXjCQcGTuzRQHROprdwWwgS6qZkNpk6xVFZ6gSlw+f2rXqqbhpnoyRAApEnwAAOwaKcm3pKVNa0FvOfDaF83ZXsSHjfU9Epab9wYN01z4ZJgAQiS4ABXGNrsgnveyKYkvbzDIMass+53lOqWJPh/+ipIXWWIgES2BEBBnAN56Mj6Z0MxTItOUfw5p4aggdQvmFKYsEjEMxu7c3fXtvqrEYCJEAC/0qAAVyjqbgi0fz2BnGeENFLWnsL19SoLMu8gUBHMnWeqny7X4NDLuIH3zgbJEACIRNgANfIgFzC6wGwPl3Mz65RSZbZDoFcwlsGYI90kV/94oCQAAmES4ABXAP+ObflG4B+qiE+9r2ff+52HgpRA+ZvVuLqfU+e0D+w+UlAfpD2u78aohSWJgESqHMCDOAqD8DWYxH1fg2UxyJWmfVQl996/KescVR4/OdQofE5EiCBihNgAFcc6d8XvGaC97aNu+ApqF6bKRa+XMVSXHqYBLKJ1Lcg8vFdNuLA8zbk/zzM1/k4CZAACYyaAAN41AjffIFs+Wo8waSMXzi+imW49AgJZN3U3VCsy/AKyBES5GskQAKjIcAAHg29Hbybdad+ChpcycvhqwS4Asu2NzbtJxJ/AuJcmPG7flCBJbkECZAACQyZAAN4yKiG/mBHY+oAdeQxQXBmq99z69Df5JO1JtDhNs9QOEsk0MNa+wpP17o+65EACdQvAQZwFbzPJbxfq8hDGb/701VYnktWmEDWbfm+qB6ZLuYPqvDSXI4ESIAE3pQAA7jCw5FNpP5bRI5P+/kDAGiFl+dy1SEgOdd7WlXvzhQLn6tOCa5KAiRAAv9IgAFcwYlY1Nh8YuA4y1FyDudRkxUEW4OlykdVIhY86gTB6fP6elbWoCRLkAAJ1DkBBnCFBiCb8PYVwRMK/a+MX7i6QstymRoSyLqpzwvkm6o4JFPMP1fD0ixFAiRQhwQYwBUyvcP1ugPFXzLF/BkVWpLLhEAgm/BucgRvbfXzLSGUZ0kSIIE6IsAAroDZOddbAOCzMdGD5vYW/lSBJblESASuSqb2LKn8GsD30n6+7Ct/SIAESKAqBBjAo8Ta7jYf6sB5cKCE4y5cl39wlMvx9QgQuHKS98F4DPcECD7Y5vc8HgFJlEACJGAhAQbwKE3NTW75NwR6RNrPXz/Kpfh6hAjkXO8cOPJIem337yIki1JIgAQsIsAAtshMtkICJEACJGAOAQawOV5RKQmQAAmQgEUEGMAWmclWSIAESIAEzCHAADbHKyolARIgARKwiAAD2CIz2QoJkAAJkIA5BBjA5nhFpSRAAiRAAhYRYABbZCZbIQESIAESMIcAA9gcr6iUBEiABEjAIgIMYIvMZCskQAIkQALmEGAAm+MVlZIACZAACVhEgAFskZlshQRIgARIwBwCDGBzvKJSEiABEiABiwgwgC0yk62QAAmQAAmYQ4ABbI5XVEoCJEACJGARAQawRWayFRIgARIgAXMIMIDN8YpKSYAESIAELCLAALbITLZCAiRAAiRgDgEGsDleUSkJkAAJkIBFBBjAFpnJVkiABEiABMwhwAA2xysqJQESIAESsIgAA9giM9kKCZAACZCAOQQYwOZ4RaUkQAIkQAIWEWAAW2QmWyEBEiABEjCHAAPYHK+olARIgARIwCICDGCLzGQrJEACJEAC5hBgAJvjFZWSAAmQAAlYRIABbJGZbIUESIAESMAcAgxgc7yiUhIgARIgAYsIMIAtMpOtkAAJkAAJmEOAAWyOV1RKAiRAAiRgEQEGsEVmshUSIAESIAFzCDCAzfGKSkmABEiABCwiwAC2yEy2QgIkQAIkYA4BBrA5XlEpCZAACZCARQQYwBaZyVZIgARIgATMIcAANscrKiUBEiABErCIAAPYIjPZCgmQAAmQgDkEGMDmeEWlJEACJEACFhFgAFtkJlshARIgARIwhwAD2ByvqJQESIAESMAiAgxgi8xkKyRAAiRAAuYQYACb4xWVkgAJkAAJWESAAWyRmWyFBEiABEjAHAIMYHO8olISIAESIAGLCDCALTKTrZAACZAACZhDgAFsjldUSgIkQAIkYBEBBrBFZrIVEiABEiABcwgwgM3xikpJgARIgAQsIsAAtshMtkICJEACJGAOAQawOV5RKQmQAAmQgEUEGMAWmclWSIAESIAEzCHAADbHKyolARIgARKwiAAD2CIz2QoJkAAJkIA5BBjA5nhFpSRAAiRAAhYRYABbZCZbIQESIAESMIcAA9gcr6iUBEiABEjAIgIMYIvMZCskQAIkQALmEGAAm+MVlZIACZAACVhEgAFskZlshQRIgARIwBwCDGBzvKJSEiABEiABiwgwgC0yk62QAAmQAAmYQ4ABbI5XVEoCJEACJGARAQawRWayFRIgARIgAXMIMIDN8YpKSYAESIAELCLAALbITLZCAiRAAiRgDgEGsDleUSkJkAAJkIBFBBjAFpnJVkiABEiABMwhwAA2xysqJQESIAESsIgAA9giM9kKCZAACZCAOQQYwOZ4RaUkQAIkQAIWEWAAW2QmWyEBEiABEjCHAAPYHK+olARIgARIwCICDGCLzGQrJEACJEAC5hBgAJvjFZWSAAmQAAlYRIABbJGZbIUESIAESMAcAgxgc7yiUhIgARIgAYsIMIAtMpOtkAAJkAAJmEOAAWyOV1RKAiRAAiRgEQEGsEVmshUSIAESIAFzCDCAzfGKSkmABEiABCwiwAC2yEy2QgIkQAIkYA4BBrA5XlEpCZAACZCARQQYwBaZyVZIgARIgATMIcAANscrKiUBEiABErCIAAPYIjPZCgmQAAmQgDkEGMDmeEWlJEACJEACFhFgAFtkJlshARIgARIwhwAD2ByvqJQESIAESMAiAgxgi8xkKyRAAiRAAuYQYACb4xWVkgAJkAAJWESAAWyRmWyFBEiABEjAHAIMYHO8olISIAESIAGLCDCALTKTrZAACZAACZhDgAFsjldUSgIkQAIkYBEBBrBFZrIVEiABEiABcwgwgM3xikpJgARIgAQsIsAAtshMtkICJEACJGAOAQawOV5RKQmQAAmQgEUE/j++oXBo76/vWgAAAABJRU5ErkJggg==</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="50" y="0" heading="359.99999999999864" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="145,26,68,1" 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><script x="65" y="471.6666666666664"><custom-block s="pinwheel; branches %s backup %s size %s"><l>8</l><l>50</l><l>100</l></custom-block></script><script x="78" y="109.33333333333317"><block s="receiveGo"></block><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><block s="clear"></block><block s="up"><comment w="90" collapsed="true">here and below is the actual code&#xD;</comment></block><block s="gotoXY"><l>-100</l><l>0</l></block><block s="down"></block><custom-block s="asterick branches %s branch length %s"><l>5</l><l>100</l><comment w="90" collapsed="true">script to the right is the one that should be here, change x to -150.</comment></custom-block><block s="doWait"><l>1</l></block><block s="up"></block><block s="gotoXY"><l>50</l><l>0</l></block><block s="down"></block><custom-block s="polygon sides %s size %s"><l>5</l><l>100</l><comment w="90" collapsed="true">script under goes here, change x to 100.</comment></custom-block></script><script x="480" y="251.9999999999998"><custom-block s="pinwheel; branches %s backup %s size %s"><l>5</l><l>50</l><l>100</l></custom-block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pinwheel; branches %&apos;number of branches&apos; backup %&apos;backup&apos; size %&apos;size&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"><block var="number of branches"/><script><block s="forward"><block var="size"/></block><block s="forward"><block s="reportProduct"><block var="backup"/><l>-1</l></block></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block></block></script></block></script></block-definition><block-definition s="asterick branches %&apos;branches&apos; branch length %&apos;branch length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><custom-block s="pinwheel; branches %s backup %s size %s"><block var="branches"/><block var="branch length"/><block var="branch length"/></custom-block></script></block-definition><block-definition s="polygon sides %&apos;sides&apos; size %&apos;size&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><custom-block s="pinwheel; branches %s backup %s size %s"><block var="sides"/><l>0</l><block var="size"/></custom-block></script></block-definition></blocks><variables></variables></project><media name="U1L3-Pinwheel" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>