<snapdata remixID="8580776"><project name="U1L3 - Pg 3 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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UIAC4QskIoALpnWrAeyY89y3bo+Q4Rv+4Wpkxm2F8Pj1hbS1DIpPCBB8beTPxZfFuXWlWxqZn2MpQAEKdJpAIgLYMa0aVI60q6Xvb6sBDN/OOJYThXBQYXGm9WH1sViAtyjgAfi67blLOqN6VkEBClCgMYGeD2Anlb0Ygo/YXmlPhm9jhyOO0ZOFcFDTpeZbd9qgu1wKkSMATAFklTFF7IUPr/pDHDVzTQpQgALNCPR8ABfN7HoNvjKvUjplayDe+TZzZKK/pp4QHq/CMa2FAskpdD9A74dgqV0pfy36KrkCBShAgdYEejqAl6Wy/26IrrA9dwrDt7WD0u6rGwnhoLbzZ2T2n2LIBQDmANgA4Hu25x4HQNtdO9ejAAUoUI9ATwdw8DGSKvp43itntsTgnW89RyP+MY2G8HjFxXT2i6qj31K1FwS/FGBJruLeGP+OWAEFKECBvwn0bAAX9szsJf2yzlB5+8Jq6Zcv/M+ZH7LRVee/2RAONjmUsg71BWcDeAeAJwD5L9srndFVACyWAhToWYGeDWAnlb0GgrfZXumVDN/uPr+thPD4zh0z83UVOUoUOyl0DUZwav7x8t3dLcPqKUCBbhbo3QA2rWcBPXv8SxT42LmbjykQRggHAkXTmq/AqQBeD8GDCizPV9xl3a3D6ilAgW4UaDiAndTAmRD/M7bnvjzqDRdS1s3BGvmqO7uRtQrmnDMEcpbtlXca+58uP9u5EcAOHRtWCAfbu2C3gb2nTPOLChwGoAbI9c9N05M+86D7pw7dPsuiAAV6TKDhAA7275jWcyKyOFcpBe86jezVbAA7pvUQVG63q6WP8s43svbEMnGYIfzC4+mU9TkRnAhgpkLuVvhfynvl78SyQS5KAQokRqDJAM5eC+hbbM99VZRSzQRwYe/D3i61kdvFn7InjE3H8luNouxQPHNHEcLBTobM2e+qwThXIO8C8DSAq2zPzcWzS65KAQr0ukBTATy0R9b0p2pFgANznntnVEhNBXDKWi3AdBFcwfCNqjPxzxtVCL9wV2xaRQD/CmAXhf5sCvTMBd7q2+LfOSugAAV6RaCpAB57DP0bAJ7tudmoMJoJYMe0NgHyXUDfxO/zjaoznTFv1CEc7LJgZv5FYJwJ6JsFeNRXfC1fdb/QGQKsggIU6GaBpgO4OGPOsWoYX7M9d2pUAI0GcCFtLRXVkwD5A8M3qq501rztCOFgx19+lfXyHTfoJYDMBdAnwE2bNhi5U9averSzRFgNBSjQLQJNB/DoXXDaegqKy2zPPS2KDTcawI5p/QXARt/vP3Bw3U0PRVET5+w8gfEQhhgn25VV/xV1hYW0NSiKhQCCvzG/T4Dzc567Iup1OT8FKNBbAi0F8FDaurSmOCLvuXtFwdJIAA/NtN6oPm6r+f1vZPhG0Y3OntNJZz4JlUshWGZX3EXtqLawZ+ZN6DfOF+gsFTwrqtfYXvmEdqzNNShAge4XaCmAR++CTasm8I/IeauvD5ujkQB20tZS+HjWrrqLw66D83WHQCFt3S2KN0Jk6ba+/SrKXThm9jxAjwEwHcDtqjg7X3VXRrkm56YABbpboOUALppW8M7QKTnPfXvYFPUG8KV465TnU7s+0T9FDzz5kfKDYdfB+bpDoGjOmauQIiD7xhHCgVIxbb1fgbOgeBugj4lgRa5S/lx3CLJKClCgnQItB3DBzGQFsnK9NzJ1CdaMhFl8vQHspDKfhCEDdsU9Msz1OVf3CTimdR+AEoCFcYXwmJrhmNZlAD4CYJqIlDfW/FNPXVf+bfepsmIKUCAKgZYDeOwxtAfIKtsrHRtmkfUHsPULMXAOv3IuTP3unCv45DMAr/MF94piacwhPIpYSGdOFMUgIK8V4AEFirbnDnWnMKumAAXCEgglgIsp6xxfYOc9d+ewChv9H1cdnwVdSM15j4hxse25B4S5NufqToHzzVl7TEH/E32ie4xAju6UEA40h/YZeKW/SR1ABwBssj33Zd2pzKopQIEwBEIJ4LG74OcNEXthpXRJGIXVG8BFMzMMMe6N+nOpw9oT54leoGhal/vA7/Ke+9WxPxnqiDvhLXe+zLTOHvTc4LuK+aIABRIqEF4Ap6wbIdjP9tzXhmU52R1wccbh09XYtK5m9E1ftHbl+rDW5TzdLVBIWYeI4Ou2575+9B9ym/9ut+NCuLuVWT0FKNCqQGgBfJE5+7Wb0Pe7fqPv1QvWrnyg1cLquQMumtkzfPivznvl48NYj3P0jkAheHe+6Ln5SvkGhnDv9JU7oUAvCYQWwAGKY1r/C+B+23ODj+tr+TXZHbBjWr8DjPm2t4ofkt+ydm9N4KSyx0P899le+cPjO+OdcG/1mLuhQLcLhBzAmQWAXGB77rQwYCYK4CEz+8816Ol5zz0kjLU4R28JXI2j+qrm00/UDOMdi7Z4IlNMW3lVLOuEd0f3ljh3QwEKNCoQagCP3QU/o9Clea98VqPFbD1+ogB2TOs6hV6f98qXt7oOr+9NASeVvQAGnrcrpc9uuUOGcG/2m7uiQLcJhB7AxZR1hQoytuemW8XYXgAvT2deU1O5zfbc4GP/tNV1eH1vCiyfcegBvlFzc56b2nqHDOHe7Dl3RYFuEgg9gM/CrGm7mf3PQjRjV8o3t4KxvQAumJkvC6Qvqm9haqVmXttZAk7w7nxDvm1XSt9kCHdWb1gNBZIuEHoAB6BF0/qVQjfYXvldrQBvL4CLpvVYn2LWgqobfOwgXxTYrkAxnTkSvizIVd3Z2xrEO2EeHgpQIC6BSAJ4yBw4wof/Pdtz+1rZ2LYC2ElnjoHKkWG907qV+nhtdwg4aev3WtOP5deV72AId0fPWCUFkiAQSQAHcI6ZfVwV1+arpZOahdxmAJuZW3wVZ7DqXtvsvLwuWQKFtLXY8GHmqu7J29v5+J2wCpbl2/R9wsnqAndLAQpsLRBdAKezF4hiXs4r7dYs+9YBXJg5cJD4/pW25+7X7Jy8LnkCQ3tnTb+mD/ZvGtljwRNr/sIQTt4Z4I4p0IkCkQXw5rtgaxNU5tvVv38DTD0YWwdwMZ29xPfxSL5aOree6zmGAuMCjml9S6C357xycSIV3gnzzFCAAu0SiDSAC2amDMVe+Wr5Dc1saMsALu52+M46bdOT/pS+fQYfXlltZj5ek1wBJ53NQP0LbK/8lskUGMKTCfHnFKBAGAKRBvBFqYG3bhL/lzqiM/KPlx9rtOAXBXDKyvuGvjVfKf97o/NwPAUCgYJp/cpQOTNXLa2aTIQhPJkQf04BCrQqEGkAb34Mnf0DFL+0q6WjGi12ywAupKy7xVC71b8tbrQGju8dAcfMLgBwiO2VPl7PrhjC9ShxDAUo0KxAGwI4czogZ9ueu1OjRY4HcB/w5ZrgC3nPfXujc3A8BcYFLjXn7rQBzz3RD+N1C7xVj9YjwxCuR4ljKECBZgQiD+DNd8GZZwW6JOetPq+RIscDWASPi2BNruJe3Mj1HEuBrQUcM7MckCdsz11Srw5DuF4pjqMABRoRaE8Ap7JXi+g7cp67byPFjQawYJoAb1g/dWT6kofWbGjkeo6lwNYCy1JzDuwT49pGzyJDmGeJAhQIW6AtAVyccfh0NTY9XjP6Dlq0duXt9W4iCGAR2RfQ623PzdV7HcdRYCIBx7RcCL5mV9yrG5FiCDeixbEUoMBkAm0J4NHH0CnrHgBP2FV3zmRFjf98cwDjYF/knwYrpbvqvY7jKDBJAP+rAEfnPPewRqUYwo2KcTwFKLA9gbYFcCGV/YSIDtueO6Xedjgp6zcQpGzPbfrTtOpdi+OSJeCY1lNq6Fn5tRN/MMe2VBjCyTor3C0FohJoWwCP3gWb1noV/Fe+4g7Ws6GCaV0J6PS8Vx6oZzzHUKBeAce0ngTwZ9tzX1XvNVuOYwg3o8ZrKECBLQXaGsCFlHUxBEfmPXd6PW1YZlpnB+MGPXf0v3xRICwBx8zeItB374CnXnqi96tnm5mXIdyMGq+hAAXGBdoawGN3wSNi4KO5tZN/mxEDmAc1KoFi2vqeKt4rwE05z/1Es+swhJuV43UUoEDbA7hgWrcKsJPtuQdOxs8AnkyIP29WYHMAy0aFzs177kubnSe4jiHcih6vpUByBdoewEMzrVnqY/UM768v+Sh+/txE9Azg5B7MqHceBHDNx5WG4CqBnj7ZtyRNVg9DeDIh/pwCFNhaoO0BPPYYei1Ub7arE3+xAgOYBzYqgfEA7hMco8ABYXzHNEM4qm5xXgr0pkBcARy8qeoU23Nfxjvg3jxYnb6r8QAembrxzqmbpj4ovh6QW1f+bat1M4RbFeT1FEiOwAsBXEjNOiRfXXNru7bumFbwsZKn2Z47tL01eQfcrm4kb53xAB6sutcWTes+BR6yPffwMCQYwmEocg4K9L7AaAA7pnUhgONUR6x2hXDRzP4QwOtzXunVDODeP2idtsMtA7iQsk4QwYW2504Nq06GcFiSnIcCvSvwwh2wk7JuhCDTrhBe+orMq/pG5Pe+Yv/Bqnvftoh5B9y7By/unW0ZwGP/CP0TRC60K6XPhlUbQzgsSc5Dgd4UeNHvgNsdwo5p/U5EHsxVSu9jAPfmAevUXW0jgC8X4H05z02FWTNDOExNzkWB3hL4uzdhtTOEi+nMiapStD13BwZwbx2sTt/N1gG8+S44W4P677er5ZvCrJ8hHKYm56JA7whs813Q7Qxhx7T+JKLLc5Xy57Zm5SPo3jlonbaTbQZwKvv/AFW76v5T2PUyhMMW5XwU6H6B7f4ZUrtCuGBmhgU4zPbKf/fojwHc/QesU3ewzQCekX0fDFxve6W+KOpmCEehyjkp0L0CE/4dcDtC+CzA2M20RkTlsFy1tGpLSgZw9x6sTq98WwG8+TG0tQ6QG2yvdHwUe1iWtvKGYpkKluUr7qIo1uCcFKBAdwhM+kEc7QhhJ23dDkXN9tyDGcDdcXC6vcrtBXDBzH7ZED0pV3F3iWqPDOGoZDkvBbpLYNIAHr0riPhPlJanMx+oqfzA9twXPfrjHXB3HaZuqnZ7ATx2F7zRgPGphd6qy6PaE0M4KlnOS4HuEagrgNsRwpsf/en1tlc+YZyPAdw9B6nbKp0kgFcC2Nv23P2j3BdDOEpdzk2BzheoO4CjDmHHzJ6noifmt3j0xwDu/APUrRVOFMBL97Le2NeHu/thvGKBt+rRKPfIEI5Sl3NToLMFGgrg6EPY2ugDJw167opgLQZwZx+ebq5uogAO9lU0rQcUuNf23COi3idDOGphzk+BzhRoOIBfHMKw8lU3tC9wcMzsKkBnjj/6YwB35qHphaomC+AgFPsUX8p57o7t2C9DuB3KXIMCnSXQVABHFcLF9KFvVq3dJTJl71zlx2sZwJ11WHqpmskCePSMm9Zf4Ot59rryOe3Y+1gILxWRT+UqpUvbsSbXoAAF4hNoOoCjCmHHtB4U4Nc5z/0QAzi+g9HrK9cTwAXTukqg77a98t7t8iimsycyfNulzXUoEK9ASwEcRQgPpa1BX3Gu7bk7MoDjPRy9vHo9AVzc7/Cd8eymp33Fe8L8VUsvu3JvFKBA/QItB3AUITz66E/xJV8wJZh/0HPPrn9LHEmByQXqCeCxx9B3AnjG9tz3TD4rR1CAAhSoXyCUAA47hAum9W0A71Rg9N3QDOD6G8qR9QnUHcBp66NQXGV7bn99M3MUBShAgfoEQgvgMEN42b6zdunb2L9egWEfeJQBXF8zOap+gXoDeOwu+EkB/jvnuQvrX4EjKUABCkwsEGoAhxnCjpm9C9BdfOAbDGAe47AFGgngoplxFPIJ23N3D7sOzkcBCiRXIPQADiuEh8zMv/gwrvKh5zCAk3tAo9p5IwE8dhc8AhifsL1Vwa9H+KIABSjQskAkARxWCDum9SxE7rErpYNa3iknoMAWAo5p/dYHLh703KF6YJy0tQaKXW3PfXM94zmGAhSgwGQCkQVwGCFcMK0rBXi97bkHTrYR/pwCjQg4pjUCyBW2V5pfz3XL0pmDDZXbdp46suu8h9Y8Xc81HDub2RoAABtzSURBVEMBClBgIoFIAziMEHbMzKO+GHMHK6W72EoKhCFQTGX+TUUuB8SxvdIZ9c7pmNbDCvw877kfq/cajqMABSiwPYHIA7jVEC6YmSUCCR795dhGCoQh4JiWC+BAQL7eSAAXUtnPiujnbM99SRh1cA4KUCDZAm0J4FZCeNmMWfsaRv8966eOTF/y0JoNyW4Xd9+qwPLUnAN9Ma5VBB/yIt9qJIBHz7FpPaeii/OV8gWt1sLrKUCBZAu0LYBbCWHHtL4jgjW5intxstvF3bcq4JiZ5YA8AeCTzQVw9lpA32J77qtarYXXU4ACyRZoawA3G8JOKnOYipyT99y3J7td3H0rApeac3fagOee6IfxuhH4v2gmgJfuPifdt4Ox1hf5R74voZVu8FoKUKDtAdxsCBdS1t1iqG1XyjezbRRoRsAxswsAHGJ7pY87plVpJoDHHkP/BoBne262mTp4DQUoQIFAIJYAbiaEiykrrwYOtCvu0WwdBZoRKJjWrwyVM3PV0qrWAnjOPMC41Pbcqc3UwWsoQAEKxBrAjYbwpa+yXr7heTzh9/ftM/jwyirbR4FGBJx0NgP1L7C98lvG7mKbvgMevT5tPSWKr+c89/RG6uBYClCAAuMCsd0BjxfgpKwbIciowprsO1edtHWp+vJwvlo6ly2kQCMCjml9S6C357xyMYwALprW13zgg3nP3auROjiWAhSgQMcEcCN3wstnDhxU8/0rbc/djy2kQL0CQ3tnTb+mD/ZvGtljwRNr/hJGAI/NURP4R+S81dfXWwvHUYACFOioAG4khB0zc4uv4gxW3WvZRgrUI1BIW4sNH2au6p78wpOXFt6ENT5H0bRu84EpfHd+PV3gGApQYGuB2B9Bb1lQPY+jl6WzxxqqH7E9dy7bSYF6BJy09Xut6cfy68p3hBnABTOTFcjKnOf2C+DXUwvHUIACFOi4O+AX/sdYx++Ei6b1WE0xa7Dq3sdWUmAigWI6cyR8WZCrurNf9I+9EO6AR5/cmJYH6CrbKx/LTlCAAhRoRKCj7oDrDeGCmfmyQPpszz2tkc1ybPIERp+qGPJtu1L6ZiQBnLK+oKK5vFfeOXm63DEFKNCKQEcG8OidxQR3wgVz9msFfT/Lee50AbQVAF7buwLLZxx6gG/U3JznprbeZSt/B7yNuZ6HiG1XSpf0riZ3RgEKhC3QsQE8WQg7pnWdAD/Mee6KsFE4X28IOKnsBTDwvF0pfTbSAN78j8X9bM99bW/IcRcUoEA7BDo6gCcKYce0PqjAaXnPPaQdUFyjuwSuxlF9VfPpJ/oN4x0L1q58IMoAHjJnvc5H/33S5++Xe3T177tLitVSgAJxCXR8AE8SwvcD/jzbW31bXIBctzMFnFT2eIj/Ptsrf3hbFYb5CHr0jJrW/wK4n+/O78zzwKoo0IkCXRHA2wvhopk9w4f/6rxXPr4TcVlTfAIF07rNgP+l7X1IRvgBnFkAyAW2506Lb9dcmQIU6CaBrgngbYXwxXsN7Lmxz6/WjL7pi9auXN9N8Kw1OoFCyjpEBF+3Pff121sl7AAeuwt+BkAQwmdHtzvOTAEK9IrApAFcSFkn5Kvu1ztlw1u/O9oxs99QwT35SumCTqmRdcQr4JjW5QL8Lue5X21nABdT1hUqyNiem45XgKtTgALdIDBhAA/NGDjcN/Q6QDco8L28587vhE1tGcKAYYj4F9uee0An1MYa4hVYns7sXlN5sk90j09Xyn9sZwCfhVnTdjP7n4Voht9bHe854OoU6AaBSe+ARx+tpbPnQnUegL2gcgcUS+x1pR/FucEtQ1iA88XAObmKe2OcNXHt+AUKpnWaAbwu57nHTVRNFI+gg/WKpvUrH3iO786P/yywAgp0ukBdATy+CSeVOQyQsyF4O4AnFPKNvFf6TFybHA9hAYoqeJVdcY+Mqxau2xkCjmndp4rg1ya3xhHAzszsh+Drd23P7esMEVZBAQp0qkBDAbzlJhwze5mIHqmKnQDcjJpxiv3YqnvbvdHxEAYwMqVf33TyI+UH210D1+sMgaI5Zy5gnJnz3HdOVlFUd8CjT4zM7ONQfM+ulj41WR38OQUokFyBpgN4nGzIHDjOh38KgNdD8aBvYGiw4hbaSToWwoeq4sp81T2mnWtzrc4RcMzMtVDjR3a1dNlkVUUawOnsBaKYl/NKu01WB39OAQokV6DlAB6nu9Ac2HsE/hCAQwHUFHq9sdPUE3MP/PjP7eAtpqyfqIF/8mv9rxlcd9ND7ViTa3SOQDGdPUV9/GequsvOH8U1tckqizKAN98FW5ugMt+uvvhLICariz+nAAWSIxBaAG9JVkhZi0X0RIGkFXI3RM+1K+7VUbM6ZuZ0QI7x/f73M4Sj1u6c+Z10ZjZUXAgesivuP9RTWdQBXDAzZVHZ0666b6ynHo6hAAWSJxBJAI8zbv5ABP0iIO8C8DSAq2zPzUXJzBCOUrfz5h4L3xsA3RGQD9me+4N6qow6gIdS2bf5ondsrBl7nfbYqsfrqYljKECBZAlEGsBbUhZNa0iBjwPYBYJbR9T/7CkRfYYzQzgZh/hv4Ss/A/QttufuWe/Oow7gzY+hs3+A4pd2tXRUvXVxHAUokByBtgXwOKljZj4GGJ8B9M0KPAqVS/LV0rlhkxdN6zQFjuXj6LBlO2O+8fBVkWNF9WsienmuUj613uraE8CjvxI52/bc4C8F+KIABSjwIoG2B/D46sP7ztrlTxv7LxHgAwD6FLjJf97/9KI/rq6E1SOGcFiSnTXPi8K35u8EQy6zPXdKI1W2I4A33wVnnlXokry3+rxG6uNYClCg9wViC+AtaZ10ZhFUPg3glQL8VoHzbc8dDoOfIRyGYufMsWX45iulawqp7L0ius72XKuRKtsWwKns1SL6jpzn7ttIfRxLAQr0vkBHBPA4czF96JtV/a8COksFz4rqNbZXPqHVNjCEWxXsjOu3Dt8Lp8+aMTKlvyrAgTnPvbORKtsVwMUZh09XY9M92qdz84+W72ikRo6lAAV6W6CjAnhL6oJpfUWAowFMB3B7TeWsRdXSqmbbwRBuVq4zrts6fIOqCinreyJ6oO2VX9lole0K4Ebr4ngKUCA5Ah0bwC/cFZtz5qoY/wHF2yBYB2CFXXEXN9MihnAzavFfs63wDapyTOtZAJ+3Pff8RqtkADcqxvEUoEDYAh0fwOMbVsBwzMzlAvkwgGkqUu5TWbTQW/W7RlAYwo1oxT92u+GbypwJkcW2576kmSoZwM2o8RoKUCBMga4J4C03XUxnT1TVQQCvVeABA3Bynru8XhiGcL1S8Y7bXviO3f0+DOAXtuf+SzNVMoCbUeM1FKBAmAJdGcDjAF/Ze84/TKv1LVPoAIBNUL1ufbV2whKs2TAZEkN4MqF4fz5R+C6fOXBQzfd/8VfRPT5bKf+xmUoZwM2o8RoKUCBMga4O4C0hHNM6G8DxAEwB7qwZ+OLgWvfaibAYwmEepfDmmih8g1UKKetmALvnq+6bml2VAdysHK+jAAXCEuiZAB4HCf7nrSrnCHCwAush+Ga+4i7aHhhDOKyjFM48k4Xv2OPnTQZwzELPvarZVRnAzcrxOgpQICyBngvgLWEKKetiEQS/I3yZKn6Kfj1jW3+LyRAO6zi1Nk894VtMW8tUcbTtubu3shoDuBU9XksBCoQh0NMBPA5USGU/IdAzIHgDgIcBvcj2yl/ZEpAhHMZxan6OesJ37O73CQBX2567oPnVRv+EqQLIt2yvdEYr8/BaClCAAs0KJCKAx3FGP5VIRi6EaPD504DKjRt9WTD+dXEM4WaPUWvX1Ru+y9KZIw2Vb9ue29/aigzgVv14PQUo0LpAogJ4S66xryw8GcA+UNwLyFfsaumbDOHWD1UjM9QbvmN3v/8D4K+25767kTW2NZZ3wK0K8noKUKBVgcQG8Dhc8MXpNfHPE8h7AHkGiu+I6IP8KsNWj9bk1zcSvl9905tessOTez7jqzErX131k8lnn3gEA7hVQV5PAQq0KpD4AH7RXXE6ewEU/w7o7oA+Ahjw/b7Zg+tueqhVaF7/YoFGwje4spiyvuULZuU9d2YYlgzgMBQ5BwUo0IoAA3gbes7M7IfE18UK/COAmgAn5jx3RSvQvPZvAgXTulKAI1Tk2OArBeuxcUzrGYF8NeeV/rOe8ZONYQBPJsSfU4ACUQswgCcQPguzpu2e6r9OBS8HsDOA4ZrRt2LR2pXro25Mr82/dOah+/WrP09Vg+993hmCG+yKO7eefRbNgZzC/4rtudPqGV/PGAZwPUocQwEKRCnAAK5Tt5jKvNsXzBfIMYCs8IHhQa/0szovT+ywQjrzAVHMB2Q2BL+G4r0QWWpXSqfUi+KY1gMC/CbnuR+s95rJxjGAJxPizylAgagFGMANCm/+gvWReYDOB/SPGnw9oldeIYA2OFXPDl+ezuxeU5kHBMGLP4lihW/IzqJ6fqPhe8mMzP7PG/Ibf+rIKwcfWhPa7+IZwD17/LgxCnSNAAO4hVYVzOw/G9B5Crwn+J5i8XU4t6782xam7OpLh8zsu3zofAECk2+I6nCuWv5pIW0NimJpo+EbYDim9WNAX2l75deFicMADlOTc1GAAs0IMICbUdvqGmdm9tXwdb4ieESNO4I7vlx14i+CCGHZjpjiLJxl7Ja6bT4EwVOB3QAdFn/jcG7dT4NPrEIr4bs5gLPPi+qnc1X362FumAEcpibnogAFmhFgADejNsE1xbR1dBDEUMyEYNjv71sx+PDKasjLxD7d0hmzD+gXY56KBP/wuAWQ4bxX+uGWhbUcvunsuVBdYHtu8Ca4UF8M4FA5ORkFKNCEAAO4CbR6LinOnPMOvybzRYx5EP9qHzo8WFm9up5rO3lMIWV9xJDRR8xvC94VDkNW2GtL/7d1za2G7+a7Xyv4h8uPbc8Nfpcc6osBHConJ6MABZoQYAA3gdbIJcXdDt9ZdxiZBxn93ejGIIhfPrW2Yt5DazY0Mk+cY4f2zpq+r+NvqnpUgBW5invF9moKJXxTmcMgxo22V+qLYu8M4ChUOScFKNCIAAO4Ea0WxxZS1qFjd4/Bl0EE75weznnunS1OG9nlQ+mBOb76wSPmo4Lfa4v6w7l1q2+faMEwwnf07jdl/QIQsaulg6LYIAM4ClXOSQEKNCLAAG5EK6SxhZT1ChGMv2nrfoGsyHml/w5p+pamWTrz4B37/J2CR77zAKMfimF5vn84t/7Hf55s4rDCdzSAzWwNPuba60o/mmzdZn7OAG5GjddQgAJhCsQWwM5eA8F38/LV5x8GyIcA/Qcovl+D/32jJr9uN4z24+A+SCZ4A5kC1wfBm6+6K+utI+TwvQzQD9ieO6Pe9RsdxwBuVIzjKUCBsAViCeDzZ2T2n2LIPWFvptvnE0B08wd6jP4JTzteArxMIdPGPkfkHFWsyFfdRxpZO8zwDdYtpq2nfZVL8l7pM43U0chYBnAjWhxLAQpEIRBLAEexEc5Zv0AhNfAeEf8LAN4J4GmBXpnzynb9M/xtZNjhO2QOHOfDv9j23KnN1FPvNQzgeqU4jgIUiEqAARyVbAfOOzQj+x++gU8KNK3Arw2RcxfW+W1E29pO2OEbrOGYVvBJYo/anntolIQM4Ch1OTcFKFCPAAO4HqUuHrP8lXP28Z83igAGFKgp8MOXvWynE4+7/4fPtLKtKML3QnNg7xH4j9RqeNOix9xIf0XBAG6l+7yWAhQIQ4ABHIZiB87hpLLHQzT4xqHgM5R/7yuWD1bdQhilRhG+Y3e/10HxRrvq/kMYdU40BwM4amHOTwEKTCbAAJ5MqMt+7pjW5SL4iCp2EmC11oxT7cdW3RvWNqIK36C+omk9B8GZuUo4/1BgAIfVdc5DAQpEIcAAjkK1zXM6M7Lvg+DzELwd0OAd1MO2554Zdhnj4auCZfmKuyjM+Qspa7EIPmN77kvDnHd7c/EOuB3KXIMCFJhIgAHcxefDMa0vbf7ADJkOxS+hWBLVB1dEGb6bHz9nHlXg1rxX/ng7WsIAbocy16AABRjAPXQGgg8w0T7/fAHmAHgOwHdtzz0uyi1GHb6F1KxDDOn/CXaaskvugck/cSuMvTKAw1DkHBSgQCsCvANuRa+N1zqprA3RhQCCNyj9ThVL8yF/R+62thN1+G6++83eAvgvt73yW9pFygBulzTXoQAFtifAAO7gs3H1/ke9tPr0U5cq8EEDCL4VaJWxg5/79B9WP9yOstsRvpsD2BqB4F/tint1O/Y1tuaV8OXKqB7Zt2sfXIcCFOheAQZwB/aukJ5zlKjxWQHerJCK4eNrC9eVzmlnqe0K36JpDSnwcdtz92jn/rgWBShAgbgFGMBxd2CL9Z10pgCVfwOwK4DbVI3F+eqqn7S7xHaF79id6B8BXGl7bq7d++R6FKAABeIUYADHqb/5iwf+yffxJREcAuDPgPy37ZU+HVdZ7QzfITPzLz4kCN/+uPbLdSlAAQrEJcAAjkneSWXOhMhJAF4B4G4A59mee1VM5Ywu287wDdYrmtm7VPRpu+LOinPfXJsCFKBAHAIM4Daqn7dH1txxig6p4HBs/v6/G2rGXz+1aO3P17exjG0u1e7wXbbvrF2Mjf1PjcB/1yne6tvi3j/XpwAFKNBuAQZwG8SdGZljYMjpAPYH8AcRuTBXKV3QhqXrWqLd4Tt6t21a3w6+DjHvucETAL4oQAEKJE6AARxhy520dSmAjwJ4CRS3CHB6znPvjHDJhqeOI3yDIh3T+quqfDFfLZ3bcNG8gAIUoEAPCDCAQ25i0cxYPuQ/BThIgCcVuML23NNCXiaU6WIL33RmEVS+aHvujqFshJNQgAIU6EIBBnBITSumrHN8wXECzBDgVz7knLxX+mFI04c+TVzhO3b3+yAgd9le6cOhb4wTUoACFOgSAQZwC41ans68pubLMhVYAjyviu8/VX3XcUuwZKSFaSO/NM7wLaYPfbNq7a6pz0+b+ak/3lCJfLNcgAIUoECHCjCAm2hMwcycLJA8gFcD+F8RFHIV9+Impmr7JXGG7+a73+wqQNO25x7Q9s1zQQpQgAIdJMAArrMZV+OoqdXUU5dBcASAqQDcfqMvv2DtygfqnCL2YXGH79jj540ATrQ9dzh2EBZAAQpQIEYBBvAk+EPmwBE+dDGgBwKoKvSyvFc+K8aeNbV0J4Rv0bS+ooIT7IobfNQmXxSgAAUSLcAA3k77i+nM+apyNIDdAfnFiIx8/pTKzeVuPC2dEL6BW8G0HjOAH+Q895Pd6MiaKUABCoQpwADeQtNJzX4rpO88AO8F8BdV+U6+Wgo+LrJrX50SvkVzzlyFcZ3tucHXKvJFAQpQIPECDODNd2anCeRkQPdV1d8YKl/JrXOv6PbT0SnhGzg6aet2KGq25x7c7a6snwIUoEAYAgzg0S8FmDNX1ThGa7og/3j5sTBg456jk8JXAaNoWiM1lcMWVUur4rbh+hSgAAU6QYAB3AldCLmGTgrfYGsFMzMsIofaFdcMeaucjgIUoEDXCjCAu7Z12y6808J3LID/LCJFu+Iu7jFubocCFKBA0wIM4KbpOu/CTgzfYjp7oqoWbc/dofPEWBEFKECB+AQYwPHZh7pyJ4ZvsEHHtO5Xld/nq6X3hbphTkYBClCgywUYwF3ewNFHvGlrUBRLVbAsX3EXddKWHDN7mQE5f6G36nedVBdroQAFKBC3AAM47g60uH4nh2+LW+PlFKAABXpagAHcxe1l+HZx81g6BSiQeAEGcJceAYZvlzaOZVOAAhQYE2AAd+FRYPh2YdNYMgUoQIGtBBjAXXYkGL5d1jCWSwEKUGA7AgzgLjsaTsq6SA1s6LR3O3cZI8ulAAUoELsAAzj2FrAAClCAAhRIogADOIld554pQAEKUCB2AQZw7C1gARSgAAUokEQBBnASu849U4ACFKBA7AIM4NhbwAIoQAEKUCCJAgzgJHade6YABShAgdgFGMCxt4AFUIACFKBAEgUYwEnsOvdMAQpQgAKxCzCAY28BC6AABShAgSQKMICT2HXumQIUoAAFYhdgAMfeAhZAAQpQgAJJFGAAJ7Hr3DMFKEABCsQuwACOvQUsgAIUoAAFkijAAE5i17lnClCAAhSIXYABHHsLWAAFKEABCiRRgAGcxK5zzxSgAAUoELsAAzj2FrAAClCAAhRIogADOIld554pQAEKUCB2AQZw7C1gARSgAAUokEQBBnASu849U4ACFKBA7AIM4NhbwAIoQAEKUCCJAgzgJHade6YABShAgdgFGMCxt4AFUIACFKBAEgUYwEnsOvdMAQpQgAKxCzCAY28BC6AABShAgSQKMICT2HXumQIUoAAFYhdgAMfeAhZAAQpQgAJJFGAAJ7Hr3DMFKEABCsQuwACOvQUsgAIUoAAFkijAAE5i17lnClCAAhSIXYABHHsLWAAFKEABCiRRgAGcxK5zzxSgAAUoELsAAzj2FrAAClCAAhRIogADOIld554pQAEKUCB2AQZw7C1gARSgAAUokEQBBnASu849U4ACFKBA7AIM4NhbwAIoQAEKUCCJAgzgJHade6YABShAgdgFGMCxt4AFUIACFKBAEgUYwEnsOvdMAQpQgAKxCzCAY28BC6AABShAgSQKMICT2HXumQIUoAAFYhdgAMfeAhZAAQpQgAJJFGAAJ7Hr3DMFKEABCsQuwACOvQUsgAIUoAAFkijAAE5i17lnClCAAhSIXYABHHsLWAAFKEABCiRRgAGcxK5zzxSgAAUoELsAAzj2FrAAClCAAhRIogADOIld554pQAEKUCB2AQZw7C1gARSgAAUokEQBBnASu849U4ACFKBA7AIM4NhbwAIoQAEKUCCJAgzgJHade6YABShAgdgFGMCxt4AFUIACFKBAEgUYwEnsOvdMAQpQgAKxCzCAY28BC6AABShAgSQKMICT2HXumQIUoAAFYhdgAMfeAhZAAQpQgAJJFGAAJ7Hr3DMFKEABCsQuwACOvQUsgAIUoAAFkijAAE5i17lnClCAAhSIXYABHHsLWAAFKEABCiRRgAGcxK5zzxSgAAUoELsAAzj2FrAAClCAAhRIogADOIld554pQAEKUCB2AQZw7C1gARSgAAUokEQBBnASu849U4ACFKBA7AIM4NhbwAIoQAEKUCCJAgzgJHade6YABShAgdgFGMCxt4AFUIACFKBAEgUYwEnsOvdMAQpQgAKxCzCAY28BC6AABShAgSQKMICT2HXumQIUoAAFYhdgAMfeAhZAAQpQgAJJFGAAJ7Hr3DMFKEABCsQuwACOvQUsgAIUoAAFkijAAE5i17lnClCAAhSIXYABHHsLWAAFKEABCiRRgAGcxK5zzxSgAAUoELsAAzj2FrAAClCAAhRIosD/B1E7tdFG32GlAAAAAElFTkSuQmCC</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="-200.00000000000023" y="0" heading="0" 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="20" y="20"><block s="receiveGo"></block><block s="gotoXY"><l>-200</l><l>0</l></block><block s="setHeading"><l>0</l></block><block s="clear"></block><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><custom-block s="draw pinwheel with %s sides"><l>16</l></custom-block><block s="up"></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="draw pinwheel with %&apos;number of sides&apos; sides" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doRepeat"><block var="number of sides"/><script><block s="forward"><l>100</l></block><block s="doWait"><l>.1</l></block><block s="forward"><l>-70</l></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of sides"/></block></block></script></block></script></block-definition></blocks><variables></variables></project><media name="U1L3 - Pg 3 Pinwheel" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>