<snapdata remixID="12609757"><project name="L03 Pinwheel" app="Snap! 9.0, https://snap.berkeley.edu" 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select="1"><scene name="L03 Pinwheel"><notes></notes><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"><block var="number of branches"/><script><block s="forward"><block var="size"/></block><block s="doWait"><l>.5</l></block><block s="forward"><block var="backup"/></block><block s="doWait"><l>.5</l></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: %&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 size: %s backup: %s"><block var="branches"/><block var="length"/><l>-60</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" 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9redLXVJUsOTUy0e6NvUQQGDjBQjgjbfiylEs4FNnv0PWdJgiHS/XWxTpZnm2SM8uv8Yeb1+1oaV5ruNwKbrS0njrDV0b8r97fs7x8obvKW1tNJmHnAu1EUDgtQUIYDqk7gR8asdOarAj5DpWZrtKul3yW7RqxVx76Mzn1wfiufK3ZNlKSwqFWgbzfOkKmba3JfEhtTxP5oYAAhIBTBfUtYBPLb9JUXaUzKZLnpPrbpl+pNV2jT0YP70Wx3Ol5+XRkdZ56qJaBvN8cbXczrA07qjleTI3BBAggOkBBP4u4JPL/6RGP1rySiC/S+6/lmmBZC/K9X8tjbeoZS7PFQ+S7EfqfmpTW9a+ppbnytwQQIAApgcQWK+A73LFJI1fU/kU8aFy20umlXKfLbdbrDO+pxbZPF8qybWTpfG0Wpwfc0IAgXUF+BU0HYHABgT6PlWs6yXlJe0q1/Myv0yu2y0t/LRWAD1fXin5WZbEF9fKnJgHAgi8ugABTHcg8BoCnpvzcanhO2s/VezvmP16NTWdKPMjJGuRKk/GulJZdqctbbtluDC9pXyWPFuhrpXzbNnn/vLyOj7lkv3U0LhIWz+1mS3e8Ke6h2uejIsAAhsvQABvvBVX1qGA50vflmsbS1/5qWKfcvHWahx3sqQDJe0paY1c35Hsp9U4+OOl3J4rPyfLfivZFMmXyqNrFK35oS2Z9XjlOs+VL5T83ZbGe9XhNrFkBEalAAE8KreNSY+UgOdLlVA9fUOfKvbJ5Ylq0gy5PiL5PjJ1S6qcSHWXpfH3hzJfz5U/IvPrlLRO1O5Xjld313GSPipVaukxZbpakX9emc6xzsI3hlKLexFAYOQECOCRs6bSKBPoP3xjgbZ+apwtbq8E6kb99L4zuPGvp8h8H7kOkMnlvkBmi5W0fnOgB2R4vtQh9y0sLZy4zlPxju2baottjlVkJ8j1Abk/Ien7Mr/Jktp+WcRGQXIRAmNcgAAe4xvM8gYv0PupYvn/saSw32BHcbVHatnm0/Job8kPlbvJ7MbKr6m11V8v35hg91zxaSlrtXTm/PXNw3PF82S2r1yXyewAuR8k07OSrpJrkaXxTwY7f+5DAIHhEyCAh8+WkUe5gOdKq2R2liWtF1VrKZ4rnyTL9pZ0tNyiyosiZPqxnl59uT3xmZUvr+P58vvk/mOld000Lezx93RsoZUNs6TsPksLN1Wu93zpb5JdYEnr13v/vfsVTepec5Rc+0v2MZlWyTRPPT23q3PmTSZxRGW1NpRxEBiCAAE8BDxuHbsC3lzaX5H+nxqbJtq9M1YMx0q9peNYZVb50NTHJWuS/G7JbtGK7Ap7tO25/nD9utzfbGnhmN5/971q8KtyVcJ6K5kWSv4JeeP2lp7y5PqfkEtHy7Sf5MfI9VVLC18ZjvUwJgIIDEyAAB6YF1fXiYDnSxfJVflU8ftHYsmen/MxKfqQ3D4p0yb9p3DdINksyT9rSeHq3gDOdfxIsqWWFr7kUy/NqSGrfOd3L7mvltlCSYuUPPVDU3v2iqfpXOk5ZTrMlsY/Hok1UQMBBF5bgACmQxBYj4BXXj0onWNJfMFIA3m+uJ9kH5b805JNkHun5POVbXKtGrqWqSt7vy3r+5CV54tPyjVHPX6DGqPDZb1ve9pB8uvUk11mS2f+su/J+dJpirJ5lsSvG+n1UA8BBNYvQADTGQi8TMCnlD+oRv1E3asn2f2fWR4KqPfDVYreJ8vukewUSVvKlcl0trptvtQzTo3R/erqfostO+0Pa+fpby/tok10r2RftqR1dn9QF+VRZGlra6j1UBcBBNYVIIDpCAReHsD54tckm2ZJXDnpKtiP50p/kPnZlhS+2x+i18ntdTLlJJ8k9X7XWFLPBy057ed/D+DmS98myx7RqlXb28OnP9V7b660XMo+bmnbzcEWRGEEEFhHgACmIRB4eQBX/lYqfd3S+KuhcDw3Z6qs4b/Vtd1EW3bkGtcRDcrt9YIin2ZLCos9X6qciLVEsgb1vVRlhdy+IfefKdIecn3M0vhfesO3pbi3MrvZ0njzUOuhLgIIvFKAAKYrEHiJgOcueY+s8VdqbHqD3Tvjz6FwPF/+d3n2TksLB/c/wR4t6VJL4637/v3Nt8pWP6bubIoaonslFWX6uFzbycwlXyz5BZYUbu87plJbWdr6yVDroS4CCBDA9AACryng+Y5z5dF0S+OdQ1J5vvSIpAstia/sD+DzZfpUb9BqzXXypkMkiyXNkqnDkni7vusu+5Cs5065fifT2+TqkvlKuZUtjb8Yck3URgCBdQV4AqYjEFjnCbj0tEyzLYnPCwXjUy7eWY3jHpCvfJ2lZ1Q+jS3fuWMTTdTh8mhfqfImJm0i2c/6AlYPWBKf3ntdvvxZKTvWksI/e/6yHeTdF0l2pKz319TdMr9SbndZEi8ItT7qIoBAnwABTCcg0C/gLeUWud+nNT272AMzK0+gQX68pfQFZTpa6V3/XDn96uWT6A1WdT8ht+9LPl3SEbLKu4obb5f1lJVpgaVx5dfO6jumUm9R1tAmyyqfpP6ozP5F8kzu36sc/mFp2w+CLJSiCNS5AAFc5w3A8v8h4PnSlyXNsCTeIaSL54qnS3a2pEZJ18t8kRrHXWv3zujqC9XSF2Q63ZJ4m95/T57doqZxv5G88rS8Re8Z0Fn2A+tsu9PzpSeUZWdaZ9vctWvyPS4erxfGtSnSByX7V7m7zK9Rppuss1A5zIMfBBAYAQECeASQKTE6BDxf+p1k37Gk9dxamLHnOg6UomkyVY6Q3FSW3SiPbpV8pqRbK6dh9QVyuV3K3i3ZHZJimW6T/Fi5Nci0uXp0lJa2LlzfW5h6XxaRn3SapMrLIqZJVjl2c74y3arOmHOja6ERmMOYFSCAx+zWsrCBCviUjslarSfWnsM80PuH8/q+dwJnB0h2bP8Z0HfL9X09+9Q12nLSA3J9Q6bjJL/ZkkLfSxnypSvk/gHJtpVpvGTXq8fv0CZN89c+Tb98zn2h31B5//AxkjdJVvlb8W2vdrzlcK6ZsREY6wIE8FjfYdY3pgQ8XzpTbmdJPd+WouNlvb9ybpLrLEnnqmfNrnb/Zx7tD+DfSX5O5SAPb+7YS4oOUqTjJa+cqHWbTHdq4orv2S/OfH59SN7csa+iaJqkEyRN6Pt1uC1SQ+OCVwvwMYXNYhAYZgECeJiBGR6Bagp4rnyXLPulJYUv9IfsHKny2kFtKWmNsp6DFUV7Sv6fUvTztQd5vHQO3lJ8rzI7WKbT+o+r7H1ifq0fb5mzp3qiAxXZCXJtI7ObZLpVL/TMs0fbVm/ofv47Agi8UoAApisQGCUCPrk8UU3+nGT7WNL6s74ALj5c+W6wJYVi779z5Stl2RFy20LmzyizL+v5rrn2+Kxn1gnht5e20Tg9qdX+Jnuo8KeBEPjkjt3UFB3S/2S8g1y3KrJb1NA4d7he3TiQ+XEtAqNFgAAeLTvFPOteoP87vudaUtisN2ynduykKHpYa7SdPRg/3RfAlWM0s2NlUeVrSPfJtb1M75O0RJlmWmd8T39wFyQ7aajnXfvU2e9Q1HiozI6XtJNcd0q6SSuyubX4t/S6byIAakqAAK6p7WAyCLy6gOdLd8iz+y1tm9Ufop+X20GWxnv2P/1+RKYF6unZTQ3Rg2sP8vAdZ79OWzb9VW7TLW39Yf+9P1OmRdZZ+Ea1zD1XfKui6Ah55QNcmirX3TK/QSvHzbOHZ/S+FIIfBBD4hwABTDcgMAoEfHL7ODVNWqWe7EBb2nZLX4iWlirzb1tnof+Vg6WSXPvIKq8i1HaWxP/ae13znINlDVevfRmD79yxhSZEy2UNO9uSUx4fjuX7rsU3aNPoKLkfJdM75f5rya5V94r5tuxzfxmOmoyJwGgTIIBH244x37oU8FxxpmQXWBpv2huqky95s5oaH1fXijesDbS+ryp55X2/lU8uf86S+OK+oC5fJvdGS+OT+56US6fINNOS+O0jgem7XDFJ49dMl9shMn1ArlTyecqia21p6/+MxByogUAtChDAtbgrzAmBlwl4S/FGZfqTpYXKcZKVIyYrp2VVXhqx+4awPF96Rp590tK2vl8/58q3StkvLC2cv6F7q/3ffdcLNtemm1W+y/zR/lO4HpJprnp8oS1t+2216zEeArUsQADX8u4wNwQqgVk5rSo3qfLShelrX6LgueKNMttL0tXKolus89RF68PyfHE/STcoiSdUTsLy3IUTZOOfUebN1ll4MCSw79i+qbacVDnwY3+5fVSm3yvTVfKu62zprAdCzo3aCIyEAAE8EsrUQGAIAp4rnirTHEsKTS8dxnOl98j9kN7v5somyLN5kt9qadvNa6/zfGmO5FtbUqh8SlneUj5Z7l+0JH7rEKZU9Vt99yua1NN9pFwfkbLDJPuLlF2lbl1v97clVS/IgAjUgAABXAObwBQQeC0Bz5dvkHxHda/Zx+7/zPL1Puk2z9ldUcMhcj9Rsi0lm6/MFynSN+U20zpbe1/G0PvkrOg+S1vba1ndc+XDJa88vR9VOWbTOsO9HrKWnZjb6BYggEf3/jH7OhDwfHG1ZM/INUnm98i1UA1+jd3X9tf1hvHUS3NqyA6T6xOSdtDWT21ii9u7ffKCcWp68gV1Ze+xZW331QEdS0SgpgUI4JreHiZX7wLeXNpfpvmWxlv8/dAL2XGSdpH0a5lfq65oni1r3eBXezxf/IRk54V+3WK97ynrR2CtAAFMLyBQwwKeL5UqL1uwJJ7x0mn6bqW3qEdH9v6KVr5b70lXFl2jldF8e/iUP673yThXWij3R62z7xxpfhBAIKwAARzWn+oIvKaA50vL1aOTbGl8w6td6LnLtpO6pyuyQ+V6r1z3K/K5MrvW7ot/X7nP925v1PJtXlQUfdCWtP4SdgQQCC9AAIffA2aAwHoFPFf8kMxuVtI6sfIVoo1h6jvlyo6R7ABJ+0n+iKSrJB8nRQVL4m03ZhyuQQCB4RcggIffmAoIDErAc+U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