<snapdata remixID="9714284"><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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H2g0Xw1+aAM6UjTVL9nogzX7Q4AB3B975BQxCwRubgEgwdqpYzuO/HnlIzGX31CukwAuZ73vqMqhgF4PdRb79dHbbMzQqzXLWW9v3fh38hkCuatgKkf36izs254AA9iePSv3uEDger9vvm+0k+/L7YSgkwAOXO9XIrq6UKse3EkPab83cL0bAeQBWTWuOOaEemU07Sacv3UBBnDrVrySAv9LIMjM3Qsy8F+CxsEFs+LauHkmG8CljLfIEcwpmPBtcffcj/WaISzAixR4uQI/dc12uXeBX3vYj7uOeiYGcNSiPC9VAiXX+5ED7FEw4YviHnwyAXxuNrfDWEPucQRzCyb8ddw992O9wJ33JoFz1RRpvG+9Os23cr0EwMW+CT/Uj/NypugEGMDRWfKklAoErrdOoWcVTbX5N8HYfiYTwCXXWw7BWLEWLoqt0RQUCjLe+SL4e8GEpwTZ3AkK+ZSj0sCGL6sY5avKU/AYmMyIDODJqPEeCmwiUMp6y0TxEd+EW8cJ024Al2bm/k0cuWHaNMw+5t7w0Th77fda5+00Z+bYlMF7HAd7L1wd3tGcN3Dz3wT0CAD36MDgEcX7f/Sf/e7A+doTYAC358WrKfCsAoHrrVHFz4r18J1xEbUbwEHGuw6CH/kmXB5Xj2mqU3a9k1XwRr8WHvr03OftcdjWY488ciOgbwIw6ptwfppMOOtzCzCA+QihQAQCQSZ/JEQvcqY4sxeuiucr+toJ4MDNHQ6RE/xa+IYIxuURmxEoZ7zbVXCGb8IfbHpJMDN/IBw9X4GZDvTLBVP1iUgBBjAfAxSISCBwc/8PEPVN+NqIjnzOY9oLYO/3cOREf3Xl+jh6S2uNUsZ7pwhO8034umczCFyv+TqBkwV4XBt6ir+melFarTg3wADmo4ACEQksfVHupQNjcreqvL9Yr3w7omM3e0yrAVzK5E6FyKuLJjy82z3x/Obffr3vq+DHxVq4bHMeQSZ/JUSbf664A44c6q+u/Dft0ifAAE7fzjlxFwUCN/+95t/7fBPO7GKZDUe3EsBL3KFdBtG424Gz50Izele3e+L5QNn1XgvBTet1bLeTzMqHNmdynju0yxgazV9VvwbANb4JD6FfugQYwOnaN6eNQSBwvcdVcEGxFp7QzXKtBHDg5r8mggcKtcpp3eyFZ/9vgSDjLRXBlIIJF27Jpuzm3wPoUoVu64gsXVgLT9/SPfz3/hBgAPfHHjlFggRKmXmfEXFO9k04rZttbSmAyzPz+6nT+PbaGdvPHrmTn8zUzV088+wvbOdtO3067hancVBh9YpftlK7nM2dA5UFCjwMRxb6q/n9w6249fI1DOBe3h57T6xA4ObuB+S3vgkP6FaTWwrgIOOtUNFLiqb69W71wHM3L1ByveNFcYBfDw9qx2ni7WIHQuWX02TaQceYazf7a+x2zuW1yRNgACdvJ+yoDwRKbv5ggf5AgNd16yMfnyuAA9c7WqEfKJrqfn3A2bMjBNn8rVBZ5pvRy9sZ4ksv3P/VTw2OXQbg5QAu9034vnbu57W9IcAA7o09scseFAhc7+cAtvVNuEc32t9cAA9jzuAO7uDdKnq0X6ve1I3aPLM1gWBW/kA0Gkt9U20Gads/QTZ/LFQ/q9CpUPlcsR5+oe1DeENiBRjAiV0NG+t1gS+96D+2e2ps2l8UWujGF7dvLoBLGe8zIsj6Jvxgrxv2Q/+Bm79MFHcU6pXPTXaeUib/ZRFt7nM1RD/E/7CarGSy7mMAJ2sf7KbPBIJM7lsQOdA34Q5Rj/ZsAbwkm3vZoMqdA9qYfXx9xaqoa/K89gWWu0Mvb6Bx+yCc2QvM6P3tn/A/dzR3LoI5EPy4UAvnCdDo5Dzea1eAAWzXn9VTIBC43qMCfKdgwo9GOe6zBXDgepeI4PeFWvjZKGvxrM4EytncmarOzr6pfLizk4CNr27X5gvrdhXgwqgfV532x/tbF2AAt27FKykwKYFlbu4UB3JmwYRbRfmM5ZkBHGRy+4tIUDDh7pNqlDd1TeCCvfaa8mR9u3vQkCMLayo/jqJQ4OZOAaT5/u4xhZ7RjT9zRNEnz9i8AAOYjw4KxCAQuN7dEKz2a+GcqMr9nwDe+KKv5b4JL42qBs+JTqDk5j4ElSOK9XBudKcCE3/meA+APwrwvm696j7KnnnWRgEGMB8JFIhBYOLXhishOi+qF9BsGsAlN3ecQN7azfcdx8DU9yWCrLcSiot8E14Y5bATL/hrftHG3sCGr5zs2vvPo+w77WcxgNP+COD8sQlMvIBmV9+EL42i6NMB/ORTTxw8fer05jPstxVq4S+iOJtndEcgyObmQuWba83Y7BGsHIu6ylLXe9sA9FxAdlLBl7r9cahR95+28xjAads457UqELjeelV8Kor3cz4dwA70NhWZ7ptwgdXhWLwlgcD1viGKWqEentHSDZO4aOKtaM3PIv+7qpwUx7dzTaLN1N/CAE79Q4AAcQo0388Jaby3aKov6LTuRABvLYLd1487u538wOiDnZ7J+7svUMp4LxLBPQOirzi+Vv1jNytOfDtX81uWfuNMWf+Ohatu/lM36/Hs9gQYwO158WoKdCwQuF7zs31v7PTjBTcEsOCVEPlCsVZZ0nFjPCA2gVLWOx2KPYomfG+3i35xl3mztxofuArQV6vi6mI9bH4PMX8SIMAATsAS2EK6BCY+XvC8aZi+cycftB9kvDsgeLFvwm3SJdgf0wauVxPoaMFUj45joiCTPxKiZwPYWqFLiqY6HEdd1ti8AAOYjw4KWBAIXO93UHnMr1feONnyJde7RIFdFpnwzZM9g/fZEwhc71cKvKJowq3i7KKU9ZaJ4mMCPAg0FhTMimvjrM9a/yPAAOajgQIWBCa+7eY3cOQdk/3e12Wut7jZ+iITbvhf/vSWQODmzwJ0gQA/LJjw8Li7L7nejwSYD+AXT0zD/p+4N3w07h7SXo8BnPZHAOe3JjDxva97+iacNZkmGMCTUUvOPc0AdhQvaQje6azHLgsfqpi4uwsyc/cSGfi2Av8CxaV+PXx/3D2kuR4DOM3b5+zWBcqu94QIliyshae32wwDuF2xZF2/8Rlw42GoNP82+6Rvqq+31WHg5hYA0vwWLUcVn/VNeI6tXtJUlwGcpm1z1sQJlLK5c0RxnG+qz2u3OQZwu2LJuv7pAG6oXDsg+J0KDvdr4RU2uwzc3FcB+QCAVaIDRxfqN/7EZj/9XpsB3O8b5nyJFwhcrw7gVt+EzfdrtvzDAG6ZKpEXPh3Avql+MXDz1wD6et+Eru1mhzE8uL17SxXQN0Nxk18P59nuqV/rM4D7dbOcq2cEym7+PQq9BI7s7q+u/HerjTOAW5VK5nWbBnCzw8D1/gHIct9UPp6Ejs/N5nPjql8FMEsVXy/Ww48loa9+6oEB3E/b5Cw9K9B8SwqAAd+Ee7Y6BAO4ValkXvcsAfx5AEXfhNOT1HGQyX0SIp8EsF5FTyvWqhckqb9e7oUB3MvbY+99I3CeO7TLGBqrGo3GBxetWfHNVgZjALeilNxrnhnAE8+CawB+5ZvwrUnrvOR6lwrwbgB3+SZ8RdL668V+GMC9uDX23JcCQSZ/pYi+uWDCnVsZkAHcilJyr3m2AC5nc4dC5QqnMf6q49fc9LukdX/2zkMvnDqoH/drlROT1lsv9sMA7sWtsee+FQhc7zGBfr1gqv6WhmQAb0ko2f/+bAHc7Ljkev8J1enFevWVyZ6A3XUqwADuVJD3UyBCgcD1hhU4tZWPJ2QARwhv4ajNBfB5O82ZOTZlsKaKY4v1sPkiKP70qQADuE8Xy7F6VyBwvVUK/UPRVIeeawoGcO/uuNn55gJ44t8uA9TzTbhTb0/J7p9LgAHMxwcFEiYQzMwfCEevG3cG3njC6ht/ubn2GMAJW1yb7TxXAG8MYe/vAC72TbigzaN5eY8IMIB7ZFFsM10CgZv/GaA7+ibcnQHcn7vfUgCXM/lTVXSxb8Kp/SnAqRjAfAxQIIECw3sctvX2j/z1EYFzQsGMlp+tRT4DTuDi2mhpSwG88Vlw7k8K3Fs01VwbR/PSHhFgAPfIothm+gQCN/9NAQ4umMr2DOD+238rAVxyc3mBjKqO7Vusr/xp/ymkeyIGcLr3z+kTLlDKeo+I4irfhB96Zqt8Bpzw5W2hvVYCeOOzYO9mBTJFE/5Lb0/M7p8pwADmY4ICCRYIsrkToHKWmClbF3DDk5u2ygBO8OJaaK3VAL4Ch02tu399XEU+UaxVlrRwNC/pEQEGcI8sim2mVyBwvT8q8EDRhPsygPvncdBqAG98Fpz/mooeWqyFM/pHgJMwgPkYoACAcib/5Ye3m3HSyJ1XPpY0kMCd9ybA+dm4yvwT6pXRp/vjM+Ckbaq9ftoJ4ObJZTe/tqF6bbEeHtVeJV6dVAEGcFI3w75iFQhc7y4AuwHybd9Uml9InqifwPVCQGb7pvISBnCiVjPpZtoN4MD1FgJYtvU2z9vuQ3+4pvkeYf70uAADuMcXyPajEyi7QwVAFzdEHYF+2q9Vl0Z3eucnBa63XhWfLtbDzzZP4zPgzk1tntBuADd7DdzcXQpZWzThm2z2ztrRCDCAo3HkKX0kELje1wG8X4E/T0HjqAVmxS1JGC9w8+cCepRvwm0YwEnYSGc9TCaAS7vk/k3G5ZcNwVsW1cLrOuuAd9sWYADb3gDrJ1KgjAO2arhPhQL8B4Cqb0IvCY2WXO8vzX6KJjycz4CTsJHJ9zCZAN74LNi7EcDLfRPuOvnqvDMJAgzgJGyBPSRWYGkmPzQguADQLCBf8U3leJvNBpn8hyF6QWP9k7Mwdatjmr0sMuFimz2x9uQEJhvAzWol13tSgM/73P3k8BNyFwM4IYtgG8kWCDLeaRB8AsA6qHzSr1e+ZqvjIOPdIYJ148CGX0EygG1torO6nQRwkM2VoPJh34Rbd9YF77YpwAC2qc/aPSdQcr3LBTgMijtF9d2FNdU74x7inJm5PaY68tuG6ndV5E4GcNwbiKZeJwHc7KDseg+oys1+vXJYNB3xlLgFGMBxi7Nezwss23HfzMDUra4BsBcgPyyYysFxD1V289codE4DWMoAjls/mnqdBnAwM3cUHLnwKW285KT6ilXRdMVT4hRgAMepzVp9JbA8O++whjolANsrJCiaSvNX1LH9BK73lAK3Fk3YfKEYf3pMIHC9nwtwR8GEH51s64Hr/QbAuG/C1032DN5nT4ABbM+elftEoOTmvyDQAoC/OiLFhbXKlXGMFmRzV0JlL9+EL42jHmtEKxC43hNQ3OHXwzdM9uTzZs3fbawx/kcAR/gmvHSy5/A+OwIMYDvurNqHAoGbv0agbwFw2/j6Jw9e9NBP6t0eM3Bz31NxfsYP6e+2dLTnl7Le6aIoQnGrXw8P6uT0sutdDWDvggkznZzDe+MXYADHb86KfSzQfIHUFJHvQLCHAlc236/bzXHL2fl7qo7/dP24M/vkB0Yf7GYtnh2NwDmZebtOEeduAHdCsbrTAG52VXa9xyF6fqFWPSmaLnlKHAIM4DiUWSN1As3366ro5wWYpoqznv74yG5AlDO5c1Rkum/CBd04n2dGKxC43jdEUVPIEKAPRRHAQdb7rChOLJhwerTd8rRuCjCAu6nLs1MvsPHjI/ERAEYUxxQ2+TajqHDO2nGfbaZPnX43BG8r1MJfRHUuz4leIMjm5kLlm2vN2OztM1N+FlUANzsN3Pz9UL09ikCPfnKe+GwCDGA+LigQg8DGbzNCDsBP15qx/AhWrouybMnNHSeQt/omPCDKc3lWtAJB1lsJxUW+CS8MMvlbowzg5e7QIQ00rhYZeE2hdmPz1dH8SbgAAzjhC2J7/SMw8b2+3wTQ/ErBi30TfijK6ZpvawGwnK+GjVI1urNKbu5DUDmiWA/nbnjGGnEAT5z5CxHdpmDCV0TXOU/qlgADuFuyPJcCmxFYnvUWjQPDjkoDkMUFM1qOAivI5PaHSNk34cuiOI9nRCcwvMceU3d4xL0bDTmysKby424F8LnZ3A7jKk/1bd0AABioSURBVA86IgsW1ipfjm4CntQNAQZwN1R5JgVaEAjc3DcBOQLAPeIMHFlYfeMvW7jtOS8JXO8SEfy+UNv4ncH8SYZAOZs7U1Vmbvpbj248A25OW3a9bwPYv2DCHZMxPbvYnAADmI8NClgUGN7jsK23f+SRGwF9k0IqRVMZ6qSdJdncywZV7hzQxuzj+fGEnVBGdu9yd+jlDTRuH4Qze4EZvf/pg7sVwBueXbveo6JyWaFeOTayQXhQ5AIM4MhJeSAF2hcIZuYPhKPnKzBT0LjANyuan6w1qZ9SxvuMCLK+CT84qQN4U6QCgZu/TBR3FOqVz216cDcDuOzmP67Qz/gmnBrpMDwsUgEGcKScPIwCnQkErjcM4GQA/5BG45TCmhXNF2219TOMOYPbu4N3Q/Rov1a9qa2beXGkAsGs/IFo6FLfhC9/5sHdDOANz4Kz3j3awH1Pv+gr0sF4WCQCDOBIGHkIBaIVCDL5KyB6KIA7xkQPO7FWbX7eb8s/gesdDegHfFPdr+WbeGHkAkE2fytUlvlm9PL4A3jDe45XSEPmPP3Cr8gH5IEdCTCAO+LjzRTonsB57tAu42h8H8BrFbjGN+Eh7VQLMt4KFb2kaKpfb+c+XhuNQMn1jhfBAX7t2T/rudvPgCeeBa9EA7v49XB2NFPxlCgFGMBRavIsCnRBoOzm36PQpQC2FZFlhVrltFbKlGfm91On8e21M7afPXLnletbuYfXRCPwhZd6205fh7vFaRxUWL3iWV/dHkcAA3CCrLcOqqf7pvrFaKbjKVEJMICjkuQ5FOiyQOB6ZwtwvAIPNxwUFq0Ov7elkoGb/5oIHmg1tLd0Hv+9NYEg4y0VwZSCCRdu7o6YArj5t+ALoDjcN+G2rXXPq+ISYADHJc06FIhIIMh410FwIFR+OU2mHXSMufahzR29xB3aZRCNux04ey40o3dF1AKPeQ6Bsus1/2Sw8imMzT7JrNzsbuIK4Garges9DNXr/Xr1SC4vOQIM4OTsgp1QoGWB0gtzr5ZBuQxA89W1l/smfN/mbi5lcqdC5NXd/mrElpvv8wsD1/u+Cn5crIXLnmvUOAN44rPCl487j+90wuqfr+3zFfTMeAzgnlkVG6XA/xUoZ/PHqOqZCkwdUHxuYT38wrM5Ba73ezhyor+6cj0duydQynjvFMFpvglft6UqcQbwxLPg5vcP/82vh3tvqTf+ezwCDOB4nFmFAl0VCDL58yHa/HKH1Q1pfHhRbcWKTQsGbu5wiJzg18I3dLWRlB9ezni3q+AM34Q/2BJF3AE88avxXwE4pJX+ttQ//71zAQZw54Y8gQKJEShlvJtEMEehN/umOleAxtPNNf92LIIbCiZsfkcxfyIWKLveySp4o18Lm+/f3uJP3AHcbKiczV+v2niVb6q7bLFBXtB1AQZw14lZgALxCpQyQ28WaXwDwK4CXFgw4UebHSydOe8NA45z/bRpmH3MveGj8XbV39XO22nOzLEpg3c7Dv594erwjlamtRHAzb4C11snirML9fCMVvrkNd0TYAB3z5YnU8CqQMn1ThbgdABjCj2jaKpfKrnecgjGirVwkdXm+qx4kPHOF8HfCyY8pdXRrAVwNr8Eqsf6Jnx+q73yuu4IMIC748pTKZAYgSCT+xZE3gPgvxvSWCAN53uOYG7BhL9OTJM93EjgznuTwLnqyXFnt5MfGH281VFsBfDEs+A1gNzim8o7Wu2X10UvwACO3pQnUiBxAhe+eM6Mv60fvAFA8xWwdwnwx4IJ35a4RnuwocD1boTI1X6t8uV22rcZwOVM7n0q8i0ZaPxL4f4V97TTN6+NToABHJ0lT6JA4gVK7tyDBc55gGQxic+XTvyAMTcYZLwbIPIC31T2abe0zQCeeBb8a0DEN5XXtNs7r49GgAEcjSNPoUBPCZTc3OUC7AZIHeos9uujt/XUAJabLWe9vRuKxQIMKfSioqke3W5LtgP43JfM23X8SedP0sAHCmvCi9vtn9d3LsAA7tyQJ1CgZwWCTN6HYBiCi6cMTB057r7r/tqzw8TQ+Nk7D71w6kBjWIBDFXgEwBTfhC+dTGnbAbzhWXDG+64K9i2acOfJzMB7OhNgAHfmx7sp0PMCS2fN395pNENFjxTo4oKplnt+qC4MUM7mT1TVxaJ6wRgGwwEZb/762fNrlepkyiUhgCd+Ff2YCL5a4CvjJ7PGju5hAHfEx5sp0D8CSzP51w+IDgOaUcHiYq36w/6ZbvKTBJn82yG6GNB7RBojhdpNvwlc726F1oqmut9kT05KAJfc3IhAPu6bcNpkZ+F9kxNgAE/OjXdRoG8Fgqz3LiiGAfxWGjpSWFO9s2+HfY7Bytn5e6o2mg4vhWLEr1eubl4+8f7qz6014fQRYGyyNkkJ4ImZ7oPgKr4/fLLbnNx9DODJufEuCvS9QCnjfcIRDCtQesHUsZGj/7xyXd8PDeCsHffZZvqUacMq8lEVGSnWKks2nTtwvUcBvcI31Y904pGkAO5kDt47eQEG8OTteCcF+l5g6ax52cGG0wzhA0UxUqiHX+3noSe+tm8xgCvXjzsjJz8w+uCm85Yz3sUqOMg34Q6dOjCAOxXs/fsZwL2/Q05Aga4LlDO5fVWk+erfqc1nhZN94VHXG51kgSCT2x8izV83PyKCkUIt/MUzj1r24jkznPWDDwHq+6Z63iRL/fM2BnCngr1/PwO493fICSgQm0CQzR0FbQaV3OyMy8jCB0b/FFvxLhQ6N5t72bhu+A+L1ysw4pvw0s2VCVzv5wBm+Cb81yhaYQBHodjbZzCAe3t/7J4CsQsMA852bm5Y4JwuwEjBVD4dexMdFhzGnMEdMoPDKvjExDPezz7XkWV33lsVzjXQ8df79Zsi+dASBnCHS+yD2xnAfbBEjkABGwJLZ83fbUAbw6K6d0NlpFivfNtGH+3WDFzvaMGGF5etGNDGyPH1Fau2dEbZ9e5T4He+CQ/Y0rWt/jsDuFWp/r2OAdy/u+VkFIhFoJzJD2nz07SgjwGNEd+suCWWwm0WKc/M76fN9zk7cAAd8WvVm1o5IsjkPg2RU6J+nywDuBX9/r6GAdzf++V0FIhNIMjmj4XqYiiuHhwbG1nwl5VrYiv+HIWWuEO7DKL5ASON+QosLprq19vpK3C9x1XwlajfI8sAbmcL/XktA7g/98qpKGBF4Oydh56/1UCj+evd4zb+fTg820ojE0VLmfypIjosIuc8vO2MkZE7r1zfTj+ljHeVCPbxTTiznftauZYB3IpSf1/DAO7v/XK6mAQCN3+WQtv+SrqY2ou9jADPA/AiANMB+S+I/iTmJoagmgGcnzqQkYVm9K526y/fdegljaca9zRUjlpUr3yr3fu3dD0DeEtC/f/vDOD+3zEnjEFgmestdiBviqFUr5XYCdBfQxHXl76/FoL9m99SpIrLi/XwqMmCBa736+a9vglfO9kznus+BnA3VHvrTAZwb+2L3VKAAs8isCSbe9mgypUAXgWV7/r1yrs6gSpl8keI6MXOFGf2wlXdea8zA7iTDfXHvQzg/tgjp6BAagUC1/u+AAcD+PUAnEMWmNH7O8UIXG8NoLf4pvqOTs/a3P0M4G7J9s65DODe2RU7pQAFNhEoZ3NnqsoiAI8K5ISCqVwWBVCQ9ZZCcYxvwudHcR4DuJuKvX02A7i398fuKZA6gWWzvHc4DZQF2EGBc30TnhwlQuB666D6Rb9e/VSU5z7zLD4D7qZub5zNAO6NPbFLCqRe4AL3rTuu03XXQfQNUFzv18ODokYJXO8GQF/pm+ouUZ/NAO62aO+dzwDuvZ2xYwqkTiBwvUsAHA7gLh3T9xQfrN4eNcKyzLzXOeLcJmgcXDArro36fAZwt0V773wGcO/tjB1TIDUCyzPeJ8YFpwqwXkROK9QqF3Rr+MD1ft/8OkLfhP/erRqbnstfQcehnOwaDOBk74fdUSCVAkE2NxcqzY+MnNX8X79e+Vg3IUpu7jiBlF8wdWzHo/+88pFu1nr6bAZwHMrJrsEATvZ+2B0FUiWggBO4uZsE8mZVrCzWw7lxAASu9zBUr/fr1SPjqNeswQCOSzq5dRjAyd0NO6NAqgTKrvcVBY4GsGpAnQ8eXx+9OQ6Aibrv9k24bRz1+Aw4TuVk12IAJ3s/7I4CfS8w8evfzwAYbEDPXGSqX4xr6OYz7rLrPanAqcWYvziCz4Dj2nJy6zCAk7sbdkaBvhaYeNVx89XN/wLVy+L89e/TsCU392OBZH0T7hY3NgM4bvHk1WMAJ28n7IgCfS+w8f22G7404RcvmDp2QFwvfNoUdll23jxHnaqqs18xpl93b1qfAdz3D/MtDsgA3iIRL6AABaISmPiYx+MA/YvCWVA0lWuiOrvdcwLXu1cVq+J6odcz+2MAt7ux/rueAdx/O+VEFEicwMS3C50DYBvVxtJifcUZNptsvr+4Ifi0b8KptvpgANuST05dBnBydsFOKNB3AhNfav89AHsC8n3fVLr27ULt4JVc72+ickm331/8XD0xgNvZWH9eywDuz71yKgpYFyhlvKtE8HZAbx8fxDtOuK96r/Wmmu+/3fixlvN9E+5osx8GsE39ZNRmACdjD+yCAn0jUHJzIwI5CcDfoXKyX698KynDbfhCBzzxgIgc182PtWxlXgZwK0r9fQ0DuL/3y+koEJtA2Z33VsA5T4EXquD8Yi1sfldvon42hJ7o1r4JX2G7MQaw7Q3Yr88Atr8DdkCBnhZY9uI5M5z1g823Fe0N4Ee+CQ9I4kAT3yN8lY7pnt34NqV2Z2YAtyvWf9czgPtvp5yIArEJlDPexSp4L4D/ho4f4ddvui224m0WClxvNRS/6cb3CLfZyobLGcCTUeuvexjA/bVPTkOBWAQC12v+jbf5VqIxQD/lm+p5sRSeZJFyNn8mVE8omHD6JI+I/DYGcOSkPXcgA7jnVsaGKWBPoJQZerNI4xsAdgX0m76pfsReN61XDlzvHwDO8014cut3dfdKBnB3fXvhdAZwL2yJPVIgAQJBxlsBwVyF3vxXU82NbHj2m/yfwPW+D+CNvgkzSeqWAZykbdjphQFsx51VKdAzAkEmfz5EPwRgNUQ+4tcq1V5pfkk297IpKncB8r6CqVyWpL4ZwEnahp1eGMB23FmVAokXKGVzx4jKmQCmQvXzfr36+cQ3/YwGA9f7jQBjBRPulbTeGcBJ20j8/TCA4zdnRQokWqD0wtyrZVCazxZfrsB3iiZsvsq5537KM+d9QB3nG4Nwdl1gRu9P2gAM4KRtJP5+GMDxm7MiBRIrUHa9HypwkIj8EuODbymsueEviW12C40FrvcgVFb69cq7kjgDAziJW4m3JwZwvN6sRoFECgSud7YAxyvwsDgoFFaHzS9Q6NmfwJ1XBpwP+ibcOqlDBG7+rAYaDy8y1S8mtUf21V0BBnB3fXk6BRItELhDhwPjywDZFiIlv1Y5NdENt9hcyfWeFOBzvglHWryFl1EgdgEGcOzkLEgB+wJLth/aZcq0RvPtOa9V4BrfhIfY7yqaDkpuflSgu/sm3DWaE3kKBbojwADujitPpUBiBYJM7gqI805AfzsgetjxteofE9tsm42VZ81/gzbGb0VDDvLXVK5v83ZeToFYBRjAsXKzGAXsCZTd/Kca0FME+AfQ+LhvVlxor5vuVA5c7w+APOSbyj7dqcBTKRCdAAM4OkueRIHECgSutwrATAAX+CYsJLbRDhoru0MFRWPp2hnbzRi588rHOjiKt1IgFgEGcCzMLEIBuwLNT7Py65WP2e2iu9UD1/sroD/wTfUD3a3E0ykQjQADOBpHnkIBClgUCFzv6yp4Z7EWzrDYBktToC0BBnBbXLyYAhRImsAw5kzb3h38uyM4ZWEtXJa0/tgPBTYnwADmY4MCFOhpgcD1fgJgZ9+EL+vpQdh86gQYwKlbOQemQP8IlDP5IRW9EWjs45sVt/TPZJwkDQIM4DRsmTNSoE8FAjf/J0Dv8U3o9emIHKuPBRjAfbxcjkaBfhYoZbzTReQM31S26uc5OVv/CjCA+3e3nIwCfS0QuN7fAbnIN5Xj+3pQDte3Agzgvl0tB6NA/wqUXO9yALmiCXfq3yk5Wb8LMID7fcOcjwJ9JrBsx30zztStVkPlGL9e+VqfjcdxUiTAAE7RsjkqBfpBIMh4XwKwr18PX9UP83CG9AowgNO7e05OAQpQgAIWBRjAFvFZmgIUoAAF0ivAAE7v7jk5BShAAQpYFGAAW8RnaQpQgAIUSK8AAzi9u+fkFKAABShgUYABbBGfpSlAAQpQIL0CDOD07p6TU4ACFKCARQEGsEV8lqYABShAgfQKMIDTu3tOTgEKUIACFgUYwBbxWZoCFKAABdIrwABO7+45OQUoQAEKWBRgAFvEZ2kKUIACFEivAAM4vbvn5BSgAAUoYFGAAWwRn6UpQAEKUCC9Agzg9O6ek1OAAhSggEUBBrBFfJamAAUoQIH0CjCA07t7Tk4BClCAAhYFGMAW8VmaAhSgAAXSK8AATu/uOTkFKEABClgUYABbxGdpClCAAhRIrwADOL275+QUoAAFKGBRgAFsEZ+lKUABClAgvQIM4PTunpNTgAIUoIBFAQawRXyWpgAFKECB9AowgNO7e05OAQpQgAIWBRjAFvFZmgIUoAAF0ivAAE7v7jk5BShAAQpYFGAAW8RnaQpQgAIUSK8AAzi9u+fkFKAABShgUYABbBGfpSlAAQpQIL0CDOD07p6TU4ACFKCARQEGsEV8lqYABShAgfQKMIDTu3tOTgEKUIACFgUYwBbxWZoCFKAABdIrwABO7+45OQUoQAEKWBRgAFvEZ2kKUIACFEivAAM4vbvn5BSgAAUoYFGAAWwRn6UpQAEKUCC9Agzg9O6ek1OAAhSggEUBBrBFfJamAAUoQIH0CjCA07t7Tk4BClCAAhYFGMAW8VmaAhSgAAXSK8AATu/uOTkFKEABClgUYABbxGdpClCAAhRIrwADOL275+QUoAAFKGBRgAFsEZ+lKUABClAgvQIM4PTunpNTgAIUoIBFAQawRXyWpgAFKECB9AowgNO7e05OAQpQgAIWBRjAFvFZmgIUoAAF0ivAAE7v7jk5BShAAQpYFGAAW8RnaQpQgAIUSK8AAzi9u+fkFKAABShgUYABbBGfpSlAAQpQIL0CDOD07p6TU4ACFKCARQEGsEV8lqYABShAgfQKMIDTu3tOTgEKUIACFgUYwBbxWZoCFKAABdIrwABO7+45OQUoQAEKWBRgAFvEZ2kKUIACFEivAAM4vbvn5BSgAAUoYFGAAWwRn6UpQAEKUCC9Agzg9O6ek1OAAhSggEUBBrBFfJamAAUoQIH0CjCA07t7Tk4BClCAAhYFGMAW8VmaAhSgAAXSK8AATu/uOTkFKEABClgUYABbxGdpClCAAhRIrwADOL275+QUoAAFKGBRgAFsEZ+lKUABClAgvQIM4PTunpNTgAIUoIBFAQawRXyWpgAFKECB9AowgNO7e05OAQpQgAIWBRjAFvFZmgIUoAAF0ivAAE7v7jk5BShAAQpYFGAAW8RnaQpQgAIUSK8AAzi9u+fkFKAABShgUYABbBGfpSlAAQpQIL0CDOD07p6TU4ACFKCARQEGsEV8lqYABShAgfQKMIDTu3tOTgEKUIACFgUYwBbxWZoCFKAABdIrwABO7+45OQUoQAEKWBRgAFvEZ2kKUIACFEivAAM4vbvn5BSgAAUoYFGAAWwRn6UpQAEKUCC9Agzg9O6ek1OAAhSggEUBBrBFfJamAAUoQIH0CjCA07t7Tk4BClCAAhYFGMAW8VmaAhSgAAXSK8AATu/uOTkFKEABClgUYABbxGdpClCAAhRIrwADOL275+QUoAAFKGBRgAFsEZ+lKUABClAgvQIM4PTunpNTgAIUoIBFAQawRXyWpgAFKECB9AowgNO7e05OAQpQgAIWBRjAFvFZmgIUoAAF0ivAAE7v7jk5BShAAQpYFGAAW8RnaQpQgAIUSK8AAzi9u+fkFKAABShgUYABbBGfpSlAAQpQIL0CDOD07p6TU4ACFKCARQEGsEV8lqYABShAgfQKMIDTu3tOTgEKUIACFgUYwBbxWZoCFKAABdIrwABO7+45OQUoQAEKWBRgAFvEZ2kKUIACFEivAAM4vbvn5BSgAAUoYFGAAWwRn6UpQAEKUCC9Agzg9O6ek1OAAhSggEUBBrBFfJamAAUoQIH0CjCA07t7Tk4BClCAAhYFGMAW8VmaAhSgAAXSK8AATu/uOTkFKEABClgUYABbxGdpClCAAhRIrwADOL275+QUoAAFKGBRgAFsEZ+lKUABClAgvQIM4PTunpNTgAIUoIBFAQawRXyWpgAFKECB9AowgNO7e05OAQpQgAIWBRjAFvFZmgIUoAAF0ivAAE7v7jk5BShAAQpYFPj/4QF+aFEpWS4AAAAASUVORK5CYII=</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="-2.2737367544323206e-13" y="29.999999999999687" 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="38.18815104166674" y="51.33333333333343"><custom-block s="pinwheel, branches: %s"><l>12</l><comment w="90" collapsed="false">The input is the amount of branches that will be drawn in the pinwheel.</comment></custom-block></script></scripts></sprite><watcher var="numberOfBranches" style="normal" x="10" y="10" color="243,118,29"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pinwheel, branches: %&apos;numberOfBranches&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><block s="clear"></block><block s="doRepeat"><block var="numberOfBranches"/><script><block s="forward"><l>100</l></block><block s="doWait"><l>0.1</l></block><block s="forward"><l>-70</l></block><block s="doWait"><l>0.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="numberOfBranches"/></block></block></script></block></script></block-definition></blocks><variables><variable name="numberOfBranches"><l>0</l></variable></variables></project><media name="U1L3-Pinwheel" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>