<snapdata remixID="11629898"><project name="U1L3-Pinwheel" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAIABJREFUeF7tXQusZlV1PjMwD2B4ybQ6aCqEqjQkQimSPrCC1hQkODW1qS1EIFSrFgvEqCUNRWoTi9ZXFDWlBmhDxTRGkVQbo4KtllgfxTY21rYRTYah7QzMg9fAzNzm2/d+p99ds/bea59z/ntnuP4JYe7/n8c+e3/7W2t9a+19Vs3Nzc11P/4098A939zT3fONPd073nhM87lTnHDe72zr7v6LjYMu9Y6P7lq2dtsGr1rpAGwdyFWnb+nmvvPsQQOvJ/G+Y4GM61z/hqO7c89aN7pNy3GBFQ9AAKA2eGAMfMayXe06rZNBAYPnwKf2LDxnqok0FrQrGoA18I0BhA5M62C3Ho976TlTtXssuCLn/xiAGdM1dhBrbBcZnFbzChDe/fGNPQvWgHww+IIrFoA19osAxB4zBei8+9bMq50senwJZD8G4JBRnuicEsO1sl+NaSZqcrpMrm0a1Kgv2PosU7Y1cq0Vy4CRzikdMyu2q7Xrqaf2dWvWHNb7fMrkCjZ8f8PHdiepBhMEHy96X24WXJEALDFWjc2mYhTep2ZeLSDf+La/6T767t/ov/7Z3/yf7v1vPTb5fQQdZBmCrxagzMIVqU2iRQHaStcBWzpr7LFgm3NftM6VSpSxeJ+dO3d29957b3f++eenr3bv3t0dc86unskIHvz/ts8+1p3+gjXdGS9Ys+j6nDC491e+9WQvXpfaMvY5W85fcQw41PcbaqqGmGpl4Ut+96bu9n98eff7r36o++IX7uz+7ZEru6/fvKU7++yzkz9IEZogvOWPj09MCEbUZz35FQ92P/jcsxI2FHw49rwrtk0irrcAj8euOACWOqlkjlpNVc2URwaLAFp1yie7bsM5/SnvvuwL3VuvufyAoETNOUzzP3/yJw84xoJW04lTuReRZ1uRACyx2BTgG8J29NFUv7MDeMfntnW/de18pgOf806+rZvb+PrenCpwSlogWBAMSX9RwacMOcXkiYJwRTHgUJCVmGFoLjcH1ty9/uqv7+pee+OZaVyfd8J93fe/fGE2+0ETq6YV19183vru6os3JBOND9N2+O0lP7c2pRptRmXWeeYVA8BWExqdwS3HtYDVY6EzXnpj953tl3Q/cfSO7rRTn9lLLJRXcgGHNbsWfKyqyaXzWiP1lj4ZDcCDYWAjD1wyv0MDk6ipsscp+9XSbbZtq077Trd+bded+vxNvY9ngUM2w7n4EGA24LCmGxE6jrV6Yg6wkX6vHTMKgHwg+C/LWRtXe8jl+N0zsSXA1tiRZnXt6p3dOZdu7/b/68/0QEHAcd/3nuojWW9CKYtZySfCfKVzxvTvaADi5gAfNabliKRqHVBqUwkUQ5lRzxsSmJTu+4HbH+n2PPz17u1Xviz5a8paGAf+ffw5W7uHv7opdY0F3+V/9HAvySwn+FIANkaIpvOq4AP9oxOWU1uqAXLWvwMkO3btH10/aCcH3Z1/+Paebv/+rnvJWetcEMIiof8JRhWskSHJBRxM26XAY0Ewt8yn0fIUZDMYgLy5glDBh07Aw6oPMuuB964/C4Yr+b0AHyLN6IcZilK0Sf9VBeT7/v2p7jNffjzdBv0MwHj9D1bEWPA4+oMKHsvYHvgUxFO6W4MBqKkdOrvoRMw8+oTKjPhNndnoAC3XcbOQbPRZvImR8wO1LQrCo3/hge7VLz8iaXu43hmnrkm+IPr/VVc/1O3YvT/5hfjt0lce0V22+ag+QwIQ4TcLRIwTTfmtdz7a3frOZ7hmfCoQDgIgxU71/ZI9XyiItD4hwYeZahPlswRYyUTMWpT2nqvFH7Rt94ACHQ8gvOtDJyRgEYSbz12ffHJ+tP/5Hc2tSjhk4U0ve7Db+qX5tF2JHaPl/6UxHgRAjX6V2jmDPeYjM9Isky2nWOCTe8ChLFY6rwRqdfxtm5TxrAxTWt3G8zTgwLWPf/ED3affPw+8w8/c0n3xz+fNLIoSPvPlJ1IAgrZ+7wd7u1/9xbXdD7fu77753Se7s05bO89o35gXo5UFrSxj9UUcP3URQzMA6fMx0FD/QtnNO07BRza0vslUjDgUfFPd316nxn4lsdeLVOFr3nTHo93N1x+XQEgmZL9eft3D3aWvPLL74dZ93a13Ptb99E8d3j3nmYctAt+GI1cl9oS5ZsRMENoawpzPOLa/mgFIWsb/1efD33yQEvgodKpZ4Hd0oqeg9qEsNlR6KQU7JWa0A+jdH9+BsdBnSJc976L/7v7jrmd2BCH/fd2HdyVAAYQnnXhYhyXft3328d4nhI9I5nv/245Nt77z7ifSdTF2V118VApmorWEY8GH85sAmAs8LJtZcJZ8QoLPO2foMshDJTsTGUDPLALQG49fvQiE//mjvR1Ade0Hd3WvOf+IxH5we37vNUclpgSwMA7HHb26u/6NRydTjQ/qB+9/YF8CLCJrDWI+/YFn9L6lZ44j7a8d0wRAmgnOEI1+NcCIRMM5n9CLoFt3AJgFi5WuCfP3ltdu6B1/ZXK1Bh6zY1Lfec8TfVrNGzBeAxOS7QAIGeVaJoQGqe4OfHJGtjiHH5RrIeB41sbVqaoaY4Jo+aQTD0/Pcv8De9O/bcBSA1XL72EAeoEHfT7cUE0rwaX+Xc0njJwzy4DF6zQNqmgCcxXNuU5XXdCKupap+beW6xO0FIA1GLEgvP4ju7udX9t0QDRM8NHtQV/DHIMN8UGVzDXv3plMNZgRx//g889KYAdgCU4cO/UYhAGIxlifz7JYxL+b6pzcgJd8sYgo7R1TYj+r3dFNwSBykD2RuXRNPlsufwvg4drob/x783nrksZ34y2PdKc857Duu/+1t5e7eK37t+zttu3Y3z3y2Fwy1fD9YG5hZsl8Z5y6tvcJbRCjiYUpS7SaAEg/TX0+D1CY9XjAkn/nSTWeafeEbeQyIb62fmpl9bnfLRMy6wCTWCoiwPXwTGANe5xGm8oqNjOiINTIlBMF14G8svveEzsUJYCxrrp4Q+p/fuASvPcvH0ngs2k6APjXXro++YwA3S3vPL4PYrDGhMyIIIWgJxnh+mMDxhAAeUNNrWkjPJDQ3LQEJGrSrR8JPwkmw5YLtYAwBzAFSorMzAZEQwRtAs4z2blIV5mF/cvqZQ72mjO3dE99e35zJAr/lGHgh9JPBBBpYvFvBheYvPDr1Cy/7oYdSaIho5707MN6s4sgZuNxq3s/lavwpgBfeoZIMQLB5Pl8Nv/IiJfAGBuQ4DrWP5zSBFgw1FjSY8NcdofXxqA/d9Nhi4oTrM7G/tLMhrZN/T2aYO1bsNeO3XO9AA3AqewC5kM7AEoEH5R2aI5zgIVPiOiYSz9h3fBpyXeXSKIKQI/pLBNaEOKGNJOR4ML6FyVTPHbm5djMCsXKQC0s6x2roPZkFXyHQIAVNBrpUiAGYAEeZjhodjU4BBNahkR7ALIP3v5IDz7oiBCwdXKjz9UnBHh/tHVf98Lnr+l1Qsg3AF5rwcUoACr7aYOttueB0Mt25KJhNRO4T0nqGe13GBNLk6tVJ1aD9IITDTjUL9QOJ/tZU+xdTxeZW6BSOH7re3f2JphsyXHRWkCVaMBidF9wD2h/qvmxdIuCNM9FGwBKToIWQT06aYsMSJ3PRre5ihfr77ERJUbj+tUSgKcs67Im1laaKPAuu+6hlEONZmhyIOU1FWDsm1wwot8DfF/55p5kYsGUzF7gGsxgUOtj9QvZEiBF/hdjSPBRpEYqTnPD69et6h7/pxN788w88SxBWASgBhI2XZYzrQQh2c8TnGmeLYt6AFaBG7+3itIcaAWeTezToefg4f+eLxiNklnQiet6ZUu8P4CND6Npz73AsQDgDR/b1V3/hmOSCbzyXTu6r933ZPLlMEYvf/22RYEJo2qdEABfMscLgjNMLKpmbHBHsKnJ1/6JMlv0uCwA1beImluVXZQ1yWBoVC5osZKNJ/UMNb2WmSyQ9G8rDmOyIFWlUaPXDjKWB1IP8MlsOvs8W7EaZm/vvrkks+D4f/n+k92n3ndCMqFIv93+t48nE+kFKcz7Is123DH/n+1g3SCADUDDJ0S0i3/jHl/99p4E6KUAYRGAJZ+vha2sKc+Z2xyA2Y4hKnzOxHrVKS3yS26G81m1eIBgy5Wg5Sph0B6c88HbH+3Tbrj+ujVz3R9ccUwH+YTAAYi2Pbx/URQMYFJiYtXSr7x+W7d3QcZBGdefveXY5BPmroW2z8L3Y/9lAegFCzmTadkqmcqFknzMPvgcQ83t0GjUsksNXLlIVU04/q3l7zZQ4TXsvfVvm09XIJP9WK2sUg1AgGoV3BP/RkQKkRgshmIDVsQwSME9//5be7ov3TxfJwhXiNU0iJTPOXN+CSZ8xHdeeUwPQpRtff6mExIrEtCzBKELQHaYB0IOgjWZKN9GOsgLUCiYRgFs15PkpJMcC9lMScnEWpNpgVpK39n72/vYhVneJGB+luaSoCb4aGkIPEakR5z9QPeuq+Z9QmpzCE4YpMCXg6AMPxH+H/w9ZmXw9/1b9iW2xLko4yII3/a+Hd1vXzhvjjWjFfXpWo9zAWjLriIRak1wjgYtObPf+mDJuTfvw6iBS48vBRyYbIiOIwUK6n7wGUq+HwMTmF2vHArA00iVfhwCE7AXzOmrrtmesh0E3+nPP7xfD6J9wH+DeS968/ZUS4jPn358V3f+OUcsCQgPAGCNrQAkNbE5X9BGzQossmiumsaCsKUusCQ0565jwUbmVzay+drctXKMSX9O9UCaY8t+BKr6Xh5wcNwJv7y1+9T75gsKWMrG8i4wHdwfgFK1Po4hnon3QB/8yc27k39IV4B7yUwpPFsiOQCAXtkVwARNTE2s1ptBi8JsteZZmRMdb6tpPInFM/tDot8cEFtYEM9jo2LtwJIQ7TFfmlgLVUUAnRYqaBWytp2Mh3Phu/3h6+ZXF9IXtX16zXt29qk27X9EvlgfAva0WRX6nHgeFC0g4mZbCcIhFihyziIA5rIUluXoy5HB6McQiApOzkwmwe05ufKsqPirD+mxjw6mJ0Jz4D1phgDBPWpSTq6zNZDQY7zIl2DXAlOcAxA+sWf+jWoUh5MVWtjH5bmbVidyQHvRbxClc2u0CTYCWgsbqH/C/Ns1IhEwDTnmAAZkSQ/KnTwgaSCBIkmU/iS/4+qHUmQGRxipHHyHxTBa4cwGRjMrXMHf+mA1INYi5JJOyLbYgIP9Qr9Qt8MlmxA0FojKfmw7QPieW3Z1r/v1DUnD04JR6JKsXKHlQTECi0hzhIFzcN0bPrp7UT0hrgHm1P1lZim9LCINrYZR81sDH00J8owAmlZVwO9gh6FjTnr2fFm3l1nRKl1bjt8CPM/kekDUnUNxfdUDrbnFb+qz0T9ucQk85kSpOxeJ8xl5HGQRBBMspaKJ1VJ5FcUZEDGPC1PrBYQ8R0FInZC+H/pQGTIKwpKbUhtD1wf0wEe/g+yFClsUL2p5N5gP4GOuErOKSXB0MEAKZoxU0ygr1B5Cf48C0Ua8am7JWHjWoQUKNmVo24VBs/3DFF5u8rONuBbNrrowOibe2hpYFLCpJ7EA+PT9WqQnjaSHjFm1GIEMpQUFnn+B8iAuCcQ5uc7NFTLYa7awjDcDo0AkC0YjZK9AIRrw8F62Msa2nwDjkkpGsAD1yRc8mCa5rst+1dXbu/XrVnefuHGeEOxeMBSxeQ6lG5pjr9qlFYQUuXXyRoijWg+oF9Q0U/JnUOQoJha/I2rS8h88iI2A0UnohPu+92TS07zS/Za0GwdwDBC9YIGDUGJB7WRrsvlbTvfLrZJT+YeiPIM3nai4PvoWH88s5wpIcCyZEPoh1pCQsaNmNwc0fdYIiEMA1I6kf0FHV/cgIfhY/m21J5oFrtbH3/Bh7rx7T5/D9Bz10kxS0LUCsRQhl8y6FijQbCqY6EvbSZQDqGVhD7Cc/EhtanCnZhn9Txend5Ue2JvWz1jLg3uedsrh3YevPa7PpLDKeSgIc+BjvOBNuCYAEvUaOFAWsP4HF7FYnQqDh1lMTRFOM0qEtGKmpeSKD10DIn/PDS79PRu9DpVfCGBvMLWtkUmA4ylWJ1doobyea3Y5wGl8FkwwJ78uuVQFA8cyD6zpvGjFcyl3rn2mz+dJT80AtNRr/QtuDcZoTEVq5mjxHfKU+JAt6TPm1lfU/IkpgKibL3qsZNeiMIK2BQqe6bERtB7jpf2URT2Q8jur3XIpKAjhqks29GqEDSIpcbGwwYKw1t+cFHQX2J4o+PrjI4uS2JjczGX4DvBp8IGHo06lIjWiZfyHGexlR8iAJequ+SBjGNEWM2in4rq6xW1poHKBEN8J4gGPgLKvTMiBlL6fZT6Y6r/72hPdJ270M1S6G4MFYW3Bkbo6yQ9deOcyAjTuJ5hjPkpxHOMmBlQKtRfSGYmLc8ajgZ5InfyShTUHAClYRDUoBZ+dbXbQa8KznUAeONn+iAhtgwu2T8viS8EJfUEdPES3EJLxqbGjB0YMPia0+oSegkHfHYCF3ogyLnxa/D71ZS0m7CvCSpjBc4YB6KE+B0IFHyNeZkgoUiMKZrSMDiiBTwfKAl0HegogWjPM65dyyK33teD0ih48kOUW5OPY2+56LG08zvy0gk+LPqxIrWm3FhBaguAYqdBvgerlu8MAzN0w5wtowIIbU6RmhkR9PtW5Sk6rF2XlzJyNQL3jvKjZC1ZypVmWiUsBjj1Wr2lNvI0WPYDT/0y+qnnDkU4au+Q1V68Zlb30GXOYoP+c2+h80Ti2+IAlu66Lb3AcPrTzpGFWv1jw0SdqBZ/6gVMDkTPZdrhG6Dmdy1v9RlCUosccoHNg1ecvTRIChURA1YFSDV2mqUDIcfbeSWf7M8SAuUGwFOutAPN8AIKTploZMJljeZfZAU7rwjoJWyGsILcyTtREchDVR7RitPUnLWj0bwDR206kxqi8P+/t7axgj9E259qI68AF0qyWEkXpWaxvmsOE9a8tMfXBx8La7BAASzfPOaQRIDFDor5ByW/ggDC7QinBOwcmn68rzflxyiCeX6adSUbUSI/9om+6tEysbdZ0VWmwCdCST8ZjPOa3bJubgDgut1Aq1z7PDbL96AVZufOqAGy5od1IR32sXMGldnLEacXDls6xZUmeqD2GEZE/5VvJS0yWi2TZn7mAgpNLCyE8MOSidgUfA5MS2CPpMguwGibUN7TnWp2wCsDaBTzNLiLX5GYNQZwDLB6uxHw0KSprWJYoDZ7HKJ5pvuBN8zvQQzohaKw58wCqJp1OeiSgsKyWa2d/nOymWjOtkd9zikfOOrJ9uWUF/L1aDaMAs/bbmxnMFhCEOR+gFE3VzmFn6L0g6fCFLTTtVpNicMDVaiW/qRR5ajULmAy52dqakRpjaV/WAgrLjratkXtFQMdjIpZMJxbTmfq+kVyGpLo1R82JLNGzDnCJthVI0fvZc9AOG5jYh0YNHZR6LlP0SrA4+BYEXgfq87FAwZr8lmCB94hMjKGBSQvwFID4d806qf7rVXlb9wnPWdwZoRZG51CtYKMwmmNPy5j6Fu+Wc2xgom1T5mMFjk0ZWaB4QMwdYwdVfaCWYKEWUIB5S2nAyL2GABDnWLfKIwocY+sRcxXWeFYUSmQBWJJYciF4DpB8aPv7EPBZbZEdUfI16DNafc5jZfqYZFQdsNoAW+bC3wRMq1nV+0YDk5xkNBR01rrVQIjjbW6fhKLjQ/Ah51w0wSWJpRWEOXDqQ0UDHj0H7cCn9ApSMpK+fM+Cj/v7wZdkTtZjNmti+WpWBazVwjAIdi1KOn5h4fzYgKI2McYA0I5JDRMEIcVo/K1vYmKBClfwFbfmYCdpSiXqC+RebKKdXROcvWvwHHaqBhS6FYaaQfVNcJ71T3gtDV60bd7C7BKjUSv0gKgTkb/n/GMd/DEMOhSAOdLwQEjA2fU+WsJG31s3qC9uTjRGYvEaPxX4wCi6NsPmQjUKROdjFRp8PisloI0Uh1W2KemRCgRcz8v+9JNjYfu1GiN6aT/rtkQCk9IxU4NQJzgnaw6EwJH6h1oY627N4TGPd8NIVMRrRQXn6Kwj29kgx2M+1syR+XAO6+EiWRVds1ITiHP+LgeBPpFKG/Y7zyR735Fpa8FLy9YmdvLg71KwmdtoQK0RFta//fINixZS0RK5DBiJbmsOqRfBeia9JDjzGh4j4VqaTLfmCn8TZAwGLr3oyP41BloRzFVhmkJiBzGKgxnGIirvBc6WXZSJlDE9oEwBxFI2I5rp8BiyJJ1Z68h3jGAy6T1JPAzu7FtWD9iaIyI254BRE5Ati9aOJ6g8ndBjPraLji6ujwVQ+ooEdqoWCvA+1AlpLrhVhZpw+sA6YJ7ps8yhxy8HEFtMcG7S5IhJ96/xwId70/1hkEK55gAGbI1ua1GRl0mxvtMQkVqjShVwWVmNB0XRK199QJBxsx3tKPh/WGSvs5czli9+UWfaRu7e4FpfsbStrwdmz2+MmuYxrEewRBICnk/tuVz6bhGqFuzPHoD6wFOB0DaQDKgsEgVf5BwACfumcKmknuMBliyqFSEamGjbNr1sa1pfYYGEY+hjehsqWTB4csysGLGF9XisugRen+vvkWwHns3usEUQpjpEFqSWJJEWX8CriNGGqqQxFfjo42HXT8xAbiWXy6r0ke8rHuxfR2qDF85kjY7JDp4ZrrGg/d1jKQ+IXiEEQeBJM6WAJALInEUrKQM5wlLwcSdWvBaC7IffEwA91HvsFfEPveyGvZYGDNZX0oexps4CluseKB5HGZYuAF/ibJcW2jbRp/TYj9Gt3R1LI08LNv17VkCMgC13jAXxkKyYTmjd6lf969TPAKANDjjDh4LQpstsTjnCqCVGts4wi0/1HH1oHH/Z5iNTtQw6Mz3fi9b1yXX1d1QuGsN+HFzLUrkI+WAAIsfFMlqkWCR6DjY/x0o8Pm9vgnPM0xIw5AIOBbQOdiQ9p5MAx+ND88iHUdOomh93E2A0q7seABjcH8XOSgVejf0sixDgud22eHwuUJgCiGPYT8+1xBQJTKLn0MqsOveK/53zgDOEdqMicjLBV2zrgaTg93wNanGl66tUomtMcD0FA+6lBa38DSBkrthzGSKRb27gLQtGIuQxQJwKgBqYeAGJ5z61FpgkBmwBjufYR0yqBZZ3HXuMlh6VHN0+pF/YiYvZCmU8G90S1Liu6n/K1tzNIef72YGmeSULsEg2Z44tyLwAIgrEscFHFLSRsa757txPaFEU3ArCof6hzhCbBcFvJfHYBi+UNLTMyr7bQhlPTbh+r2ZDI+icJKFmlJKPrb5WtwC/lVjQDr4n1USBGAXS2OMi7pMdL2/CLTLBuYtOHaSoqMtGYi8TBAlRn5PnlaJumlq0H580407fknaXsoBRvw9t4G7zOlCeabYDSYYgC/B3zUNHI+QxjDgWYNHzS7FDTidcxKKMgqeSWCIUrYBWQETBlzPHHHQGIgxCmM3wnjG3J0uE/bjfIUuQyIaaF1XQot1aIRyNkKNAjIJmFseVdMIcsSUfkkJ0FDg1iaVEu3oPyh25gfYkgRJDk90IAgWhp/PlgKds2cp+1sTk3JRSHts69tqGQwGIJdfMBptQIVZd/5GdczUhNsc40UiZA2PlDmuu1NnPJcRrE8XT+fBqU245piApgZACs0Z/6vvpKjgttATwMQnQuTYPzUnCN5vjepqHxt+RCHmpAo6xTBnBzaq7v/HEXKQqpTVIUSZEp+oiab2WBhBDChtapBmABpOAi9c9tlZwcABafD+PwXSiqS+IKJ0+LLdXy70ezPpaXtAzFjCzOt8CUf32PhWnMz2H3FYQ2qWKNfaKBBaeZmnbpcEHfa6SzqfnK1tH2M8yNV82yF1TuXWxVtrgHlr+b8FnMzAKDN1RQbMqswLPlNe1wSzGJjFgrYCgFTg2sNBoKOcjlmYJgdAi/dR0Ppb0K6AZKUd8P7I1js1ZEN1HhsDWChy9D6Uaq12qqdeJcqiBz/YpxzTJMJECgggIsbkjpBQL6EgFjAVmSfppTQlp263O52VkclkP63uVAihqmtw1lRU4vAYnKQfCBj+lyNGrgpmSqZbyWqOLEax/lwNOjvnwvZqVmsQydLG8mjU7UXSRTIT9CBach1doYcd/fmyGxwOSsqc93qYOtTjCBnFLCZRZ3WtwMYKXY9U1s8oi1nR6g1KTWNAB0ag7x9Z25ZvmgclEeg/t9FzkWWJqDTiQlkOxLAOhNCEXXqnA4zRTg9+tOF7KVc8KILO+bnMxAh1oK+raKC3nt5VMS8TMj42UvdV5uqMnOzwX+ao+STOL8/F6hM3nrk/yC7dv4zXUt2T77Uo9ZTdPJ8ylML0U3axBM+X1w8UIGliUzOYQRVzPGQPCoUEKB3cI+0XWTlMyQbrxwW37us9/xH9zqKcTWoaNrCKcEiCzvlZvgqN5YKs/WXU7sjF17hw+bASEEdNX8juVyZSh8O8a+9m+IhNix3kUx1KIJhNSqNYlidyaQtOEynxMS+YKZ7X96vrMGjBTX98tRrCBRW6zx5J0EhG3LYhy5VfRyZEz+xbQOE5Lgqx/GfH9oj6rLXrVXeu5rll1S2XBXCWy7tI6NSCW+np9FMwaOi3e5MY7XqpuCPg85rBRbS4FFxlwG/jU5BorfUTYLxelq4CNTAsCDrAXCmUvfPH67qY7Hl309niCT9/7q5XbubXQ3j49Sw2aKe/X+4BMQam2VRtAmrjWKtiSVFMCfQSE0UhZr9Xi+8GcYvXdVRcflQAWKTnSV5bxeGuWIefg1bX4aH96Lo/9fUpALPW1+mKEIfrdrM4plWVF/MMhkTLZTycdB0PZLbofDp7hgjdt737+hWtTpmT9ulXdqScfnnbuxzPoe3/5gkHer6U0bqkBM/X9FplgDgJ9qYgTP4tzatccA8JIYYF9bnY6WOuXzljbbTxuddp3Bm/6ZPlXdJE2r8XF8CyO1e0tIs+X0yWnBsisr7coCLEpqEhiv5g7AAADZ0lEQVRHjD3HE6k5KCUxO9K2aKRc6mSP/TTYibgp3B0KIMWLazaft6677bOPJ5+QpWLeUoIaE84aHEtx/dDOCDnfqzXbYZmtlCHx8qwtOl9Un4t2si7P5HPjXGQnACbusKqvQdV+UwEc23xs/dKmdGtMEm5dEQ36DnXxWfs8AXCseBxJteGmLfexzriyTk6MjQQpuUKDCBBLmmducbtuTwazy7bn9kwuWZSni9ldBEBURI8Rj0usNFakLqX3IqYvJ5m0ljLlgF0KdshyKvUo22EQLAhbq5Iik+ZgP2ZRPeAQ8XiW51ArozmNSiwR/7B1YFrEcO+VqPRHk9mVRflDQNja9oP5+L4iepZAGrO3iI1Ih0gspQKI2uBEwGzXlnC1nG7GzY2UCL6cfzhF4FR7poPp9+KakEjmwgJkynNyhaw5EEaDlNYByIEw4vtazY+pOKbccvtx51Yfehtdtj7PwXR8b4JbgMSAYCnOye0hE2WKHHgig+ClBTU6j1SmcLJo7Z8GWLMOnCLPuZzHNK0LHqv51QDrzXqc0+J/1TIVLZ2tGZlSBJ8LdjyflWbZ+n41ze/pVIZ/gAwT8XOWC3xsWytTlNJ5ERBa8z/Gj/Xagutd9Obt3e57T0zNiYxBpN2H2jGLNilfDsG5JLXY1XRjQThkcKypj8o/EcBa4K1EEDa/qitS/dEiOOcklsh9huhzQ0CIc1osQEt10KwCp6HPudTnNb2ssMXprvlirSJ1zs+KgnDK6DHCVFHAEtyR7M5Sg2Mp7lcEIBswNNsxpbY4xFyp+ZxFZ0Zclpp/FzXVs2j/wXDNEAC1oTkmivpK9vzIAPCcqLnKtXFWHR71Y0uAra13nlXbl/u6zQBkg6cUnEsRq638GALCperkob4v2vd0K7WP9vlgAPIGOUG4xfSkAThrXVWOYNlSFLDLVT0yxGUppRijg3koHjcagOonRoGUE5yjzn3NXB1M9XJRkZprP55O6z0iE2IyAOb8xCkcdQUsdxSwGyCVgpRIR8z6mBbflyCcdZsOhuvPBIA5PzGXYI9ofiprRIsRDoYOtm0oBWvq1hzKi81b+n2mAPQ6dKijrk66Z65o/q3/1dIZS3mspxPi/isFeD1JcZPypej8KRL63rtFvA02pxSeZ903Yyp2Zt22WV///wAmQ0atC3djAwAAAABJRU5ErkJggg==</thumbnail><scenes select="1"><scene name="U1L3-Pinwheel"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pinwheel, branches %&apos;number of branches&apos; %&apos;size&apos; %&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"><block var="number of branches"/><script><block s="forward"><block var="size"/></block><block s="forward"><block var="backup"/></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="asterisk, branches, branch length" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="asterick, branches: %&apos;branches&apos; branchlength: %&apos;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 size: %s backup: %s"><block var="branches"/><block var="length"/><l>10</l></custom-block></script></block-definition><block-definition s="asterick, branches: %&apos;branches&apos; branchlength %&apos;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 size: %s backup: %s"><l></l><l></l><l></l></custom-block></script></block-definition><block-definition s="pinwheel, branches: %&apos;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"><block var="number of branches"/><script><block s="forward"><block var="size"/></block><block s="forward"><block var="backup"/></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;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 %s %s"><l>20</l><l>10</l><l>20</l></custom-block></script></block-definition></blocks><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" id="54"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="55"></list></costumes><sounds><list struct="atomic" id="56"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="89.83791272628991" y="126.42194921982538" heading="159.22857142838552" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,46,228,1" pen="tip" id="61"><costumes><list struct="atomic" id="62"></list></costumes><sounds><list struct="atomic" id="63"></list></sounds><blocks></blocks><variables></variables><scripts><script x="13.333333333333343" y="10"><block s="down"></block><block s="setColor"><color>0,46,228,1</color></block></script><script x="13.333333333333343" y="92.33333333333319"><block s="doRepeat"><l>3</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script></block></script><script x="18" y="216.66666666666674"><block s="doRepeat"><l>4</l><script><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></block></script><script x="20" y="347.66666666666663"><block s="doRepeat"><l>5</l><script><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></script><comment x="177.33333333333343" y="16.666666666666686" 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="235.00000000000006" y="64.66666666666661"><block s="doRepeat"><l>12</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>12</l></block></block></script></block></script><script x="242.00000000000006" y="206.66666666666663"><block s="doRepeat"><l>6</l><script><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></script><script x="362" y="389.66666666666663"><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><script x="479" y="269.83333333333417"><custom-block s="pinwheel, branches %s %s %s"><l></l><l></l><l></l></custom-block></script><script x="408" y="339.66666666666663"><custom-block s="asterick, branches: %s branch length: %s"><l>3</l><l>9</l></custom-block></script><script x="203.00000000000006" y="458.3333333333331"><block s="doFor"><l>i</l><l>0</l><l>30</l><script><block s="doSayFor"><block var="i"/><l>2</l></block><block s="doChangeVar"><l>i</l><l>1</l></block></script></block></script><script x="35" y="495.99999999999983"><block s="doFor"><l>i</l><l>1</l><l>10</l><script><block s="doSayFor"><block var="i"/><l>2</l></block></script></block></script><script x="377" y="486.83333333333354"><block s="down"></block><block s="doFor"><l>length</l><l>-50</l><l>20</l><script><block s="forward"><block s="reportVariadicProduct"><list><l>2</l><block var="length"/></list></block></block><block s="turn"><l>45</l></block></script></block></script><script x="222.00000000000006" y="567.6666666666673"><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="298.3333333333334" y="378.83333333333326"><block s="clear"></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U1L3-Pinwheel" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>