<snapdata remixID="10571955"><project name="U1L3-Pinwheel" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAIABJREFUeF7tXXlcTdsX/woVknmsJIlQhnjRQJoHIYlKQmnSZJ6f6eGZpyaN0kxmUsoYEVFIKQ1SScaEJKR+n3Pva3KHc26afn3O/uc996xpr/Vtn733WXvtNpWVlZWgG+2BZvJAGxqAzeR5Wi3DAzQAaSA0qwdoADar+2nlNABpDDSrB2gANqv7aeU0AGkMNKsHaAA2q/tp5TQAWwkGPCSnwD774v9db2gA/t+FjNVgH1kjWD85+X/ZExqALTBsh6WmYVHmeUqWpQRFQMZcnxLt70RJnicgZzerXrwNxUQDsKE82UByIq02Q893M6m0qyv3Q33PMlI6dgRu4rqwTAxDx55d68XfkEw0ABvSm00ky32gLhxeRPGk7erqg/iQ+hyzI1x44mtsYhqAje1hHuQfGWcKywdhXDmOjDWBZeIxylIPiWhiccFlyvRNTUgDsKk9zkHfcT1HGEe6cbUm/eQVSBtpkFp8ds5a8HcUoPQqJxXWyAQ0ABvZwYT4D+k56CEtQUlT7ss7EBdVxLGzJjAxYI50MU47oeW6hpR/uYEc9p1NwqazpthiwBxJHYJU4G4eS8rbXAQ0AJvA82SvwVBte8yJ9mBYEhiuj3mzIxj/v9NFBEL7ZDDquAbuP/LFMrtnLNaGadjiiv49+C15xHhm4CIKb4u7WBKqiVDbtAbr3Y/SMvB3FGwweVWCaAA2uEtZBb688wiiiqPZavKXnwuLhGDs9xxaB2CRV5Yj+clxtGnHhzZo8xtvJTodkIXDc+bGMzHivSp+jrZ87aA53BSTpWfibvYl+N7cCGfNg1CVnlmH/11qFp6duoaC+Mcoev4S5SWlaNexA7pJikFUaSSGGqiil+yQJvAMnQ/YJE6mooQY7dq2FYCAQGc4Wz1GdtRtSOoqVbOmpJ9ERPQSyAlbQ8tiU/XvxOvd5cYKKKdPQGHiU3zKKUCHHl3RY5gEJNTlMcxEB7uu20FHdh52XbSGyYTlmDXOiYpJTUJDj4CN7GavYQawTTvLVkuExSbo+2/Bi/xbOBVhyRjphiTOgX6tfcB3qdm4s8MPyn9bM+aRAcenYL7xRdgfloLHokx4XFsNe7VdbOXHOO/E9y+lmOK9Eeee+GCG3KJG7i3v4mkA8u4znjhurHfD5O2OLDye0tNhl36O8fte90EQEuqPH393gnN+NOO341Mcoee9EZ1Fetfh9QvRQAfBLpgz8xTj9yVhWjhoGkNqk22AIhYLbMTGfFusrPwH41fNJ+VpCgIagE3hZS46DnnLoE9vGbxMTYKRQjCyI+Ogvpf7Fw7idb3GuQCOR+TgZplUrx7c3ROAfNlKfHA6he7DJDD7fPNsUNMArFf4qDEd13WAcZQ7wrfrY/b6CHg6DIGdewbitnpBeYNttRBvWSOYxB2CcBcRSoIPeEkjqaICnYX6wsP8JiUegmi6iwjc5l7HhGBtFDjn4NP3LwiXt4T14xN4+OYx3O57QMujPT5k5GLGsZ3oN24EZdn1JaQBWF/PUeA7YqgHy9ORDMqwLVow3RQDl4WicPZ7yfgtauty/Oz8Fpn88Vhun0VBIpPE2F0Cxx1y8G+EJdbpH6HM9+J9Ggb2HIZ/43YgPP00/lHZhM/fv+B6biySU+/hlWAx5Pv/BXedg+gv1J8h996+INzbH4jhprrQIBmZKRtSi5AGYH28RpGn6FUGwrZoQ0ZlLr4UFaDoZTY+F+VCb5EXrph5webp6WpJl2M3QFNlKyXJ/mFa6DhAFcZKa/H0VQKG95cn5Xv+PhVzTpmi748inHV6CaNTJlintAZyfWu2h14/TMfCxGX4JvgLz4oyGGA8YxReR3ZZ8WcEq1ihfacOmH8ngFQvGQENQDIP1eO5/0p5DBayxMRNdijIuIef379ioKwanh6PxnBjbVxf6wKBcSX48a0EgtIimDDOAXH39kF5/HJSbfH3XXHngQvatxOEs/UTnE70gOFYe1I++6BJePwxB8cs4qF4VAX5Ttkcef7aK4dvwpVIsXlIKpcgiLDciBdXE6C6eylGGGtT4qkiogHIk7uoET+7ewbXzP3RVvc5bFxSGEwuIlpwzI3C17dF6Ny/V42gykrsXyoKaX1jlP/6iWnarlyVEIuWb2UfGYuQtSdnYITIBMSmn4GPxV2OfA7BKjhXlAfj3tKI/PQKabaPSTsywnM0bP/phQPr85DjwPoFhlQARQIagBQdRZXMzXoAHH3ykBTtCTltOwbbs5NX8Onla8gvmcsiJjflBi5ccIDj2lSk3juG2NR9sLe8z1bdLlcx9Og+GF9KCrHUNr0ODbHAOOdcwMJnfFgK4j2l8eVbMVbpeWHbvUPwm+JFqTuWAeY4Mj8IIerWMLvqQ4mHVyIagLx6jAL96wepOOWrDwfPHAa1u4QeHHKYixF2zdNRGpWVFVjknoHS0vc4E2WLwjePGKvcil/l6NpFHKaGNXOxUxEWmKnvz1YWMdq9/fISFRUVUJaahqVahxh0SbnXcSg5BAFTfSn0gEki4iKB1W3nwtlhK25v9UHfccMgqatMmZ8KIQ1AKl6iSPO9tBgCHbvCZb4YOvfpB4vdCTgy1pSRfcytuVj2h9neG4i5vA6mxsyzHfmvEpD4yA8GeszRyvOoAuwWxLMVs/60EbYbMvncr62Cg9puxGdHQkFSDzZHFeC9IB4qQRpQFJ2AHarbKPYGcIxeAjftg7iydC80Dqxg8HnLGMImpWbxRFkYB0IagH/qwd/4j6wYhynmwUiKP4gh4uZ1vudyUuW3bAw0rQ5hwPBJDJIbt7djstJ6FBVloXv3wXj3IR29ekiTWup1Yz1sJ29nodt37yCWj18CqcMjkLkolVROFYGYqySkug3GtbnRCNd3wuyImvmpm7g2HHOZX23+pNEA/BPvceAl5oHEK9XJl7nfR9ZcrcTg5JuPqv+S0dfn+c28OEwaoAwCVNxWwFWyw1KPowKVMBthgti8W1AZMBFe0gawTa/5rv2jpBSRNlthELqjPiYxeGgA1tt17BldZ0vBKTyzzoYzmQo3a3EIdOoC64PJZKR//FzacyTS7cj12EY6wEvPnUWfn5wJFibVPRJw0WozlDbYoqt4P57towHIs8u4MxCTdSGRXoi97YCufSQw7984rgzEnuHX4jcYPtEEavPYZ7U0lIm74vfCPzkQNqMWYtmExRzFjj2iACVRc7ho2UP32GpEmezCmWe3MWMoMz2sdiJFbSHug6ZU5yhStZkGIAVPfS38gE79epBSBugoYf6l23CxFMEgOS3oO/ojZKMazP65xpbX3U4SAh06o6zkIxx9cknlNyRBZlEmVIO18dTuMYT5OzNEy/srobjsK0rLP2OX2r/YEx+LR1aHMfXEJlyYtYVBoxiwBH+/kcbH6CSYXfVmaxIngLIjpgFIIarEJrJzAeeUp7epyeg9YiSI9Pj3r6PglJKHUENNzDnNPI3mv2o8uveXgt4ib7zLfYJb4VsxYJgyFGYyz3kQr+CmBiChN+VdKrTD9PHEJgnj/CbAU88dWhIa0Ahdg7T3edWeGdytP/SlxsNIeiIkuvZl/F5W9AnX1rpCz+tvth4kssAzz8VCdRfnkZZgpAFIAYDZUXGk+1/RKx3w7OI5dOrVG0OmTEdKRBgqS35ixExTqKzfhsdX/ZB6KwxzNl9haDz2jw4UZqyGuKwqBQsalmTP3f1YOYGZ8pVVlI3B3SUh4jIHBc6hcLnvjj1345HvFMyidNvtUDx+k4MThutxZdleaOxfAbLqCuH6zlzPItMA/IPY+k4aDTkLO3wr+oCko15welIzajCCG3MRl8IdIJjRDWXFRRBQEIa11xOc2WuMGSuOg9iysdz74A8saDjWiYHLMG2IAjyTLiLb/iip4IHu8/DCIZBB9+ZJBvqQnCF55HMKo63rnk2hR0BSN9cQsNuAdR0hCuKSgbEL7dFDfDzHM7uXltujY6/emLSGvOQGDyY1GKla8CpsnmQO26hDSLMl/1KyMTYQt1+mwjmqLaYGbwMf+OptCz0CUnTd5cW7oXloVTX1oyBfxO3dBgHhLrC+9RinjJZj5sl9HKUFTZkErV2ueOB1CFNcqefwUTSvQcgGus3DC0fmqEbWpoZvxNN3uch2YKZkVfwoBx9/OzI2luc0AHl2GZMhdIYGfpaWYn70HUoS3EYNBB9fW9g/5JwGRUlQAxMFPrmCebIamHN2J0xHTMZUqQmUNMj52SNpoQdWLLDE3qPMP6jnUXcwSFeREn8VEQ1AHtx1csYyGJ3ZD/dREnB4nIPoVY7Q3u2Gj9n5jDO13Fpxbg7Ky8oYwHV+ypq1woMZDU4q6bEAV812obisBKP7SFKSrxK0AvL9pbFH3aoO/e/HDciE0QAk81Ct58Eqlpgby/xrPzZLFx+fZ2JRYhY8JPVhn82sZsCt5VyLgYSaFp4cC4SsyTwy8iZ9TqyCBwj3RvyCg5T02ke7wUPbEeOOOGL+xgw4vazZpjptvBKGx/dQkkMDkJKb6hLF7d4C5VWb8L34IwS6dsO3D5/QoUcXrpKyoi/ie8lnJIf6w/QU+THKephVb5bZZ7YjfMZ6DPVciGd2fpTkEAAU5u+AnaoLEaA4nyU9/+gEcyy4G0QqiwYgqYvqEtzdF4AJy+fDR3kkrOOS8Sk/F13ExEmlEFs2xHaNU0o+KW1zERCjoJmMKnarWXM1QdTVjLFlE5eXgmRrTyQHnMf1da4sZeAOD56KRVkXuMqiAchjtH//3ukjrwLrBPLqU/7q8ugn9xd09rB+4OfRhEYhl/d3RkVlBR5YujEWJKEG7KtxESANmb4a4em3GK9gsuYiogHnAubmO7tGA5DMg1yeE/PAn6Xf8Sk/G47JnL/lHtVSwJfCApaN6j9Q3eisVhcPIC4/FfNHaiLv01t8LPsCN20H9OzInGpUzQFrG+ImrgPH3EsstrmK68CJze8EIQ3AeoTyY9ZLdBssWoczbu9WvEl+hJmBzJIZHzLTETJdHXKWdugjOwaXli9q0a9fdm6Q8bbBGaNNsI08hHH9dLBbXQ2jfRcxEhR4bcThexs2lfxpAHLw5PXVB6G6awnbp5zq/RHbMgX378Ly+gN4y2mgrCytesvFb/JYLLyRyGvcmoVeymMnMu2Zr2Axl53Id14DMZf1EBYQh5uOPFTFWUvNPQmKgKy5PjylpsIuk/28L0xnEUwv1QUvDUAuIXYbqAtHNsXAc2MTIa4ytpozwtEC+m7+cBHVQgfxQphH3EbMWgfkRrwBX88sODx63ixAqq/SFVeu4kFhIYrLvuH7r18Y07cvbue/RGcB/joiU2xsqv8dqLwA8+LIvyH/Xu2VBiBJlKjkAnoNn4Gp/v8gN+460o7dhUDnjviQkQc+Pj506tMdvUcPxSBNBQybrVVfTDQ632gfXzyyZm4qD3RzxwtHB7Y6JwcFI7OoiEHbq2PHapoLCzZg6lFmZQdfORNY/ZY1zakDNABJQpvodQJjbVkvc/EcZgC7/+r+3drihcLEVLYVpk4ZrQBRzuJr4XvMueoNob49Gx1M9VGgERKCo9OmYfwRfxQsduYqYrz/UdyzWMCgCUlJhZnMCLy88xiiiqMYv/HyXZgGIIVouYhowvm3qw5C1G1hdpV5ZNJ39GxYPapbQ6W22M/5rxGiZo1FHOZGFExoVJKrL15AfeBAHExIwBJ58jozhDGRWdnYdDMW9y0tGbbl3UrCgIly1XaGqNnA7Br7jOnanaEBSDG0OTHxkNBSYKEmgGV2jbxqgKuYNpzyo3F7mw+U/ua+0UvRpAYnUwkKRqw5a/UGdoqkPA4j034RiPniXg11nJu7DtOD/60mLXyYjn5jyI+S0gCkGMa8m0kYMIn5F176vphxzZXn0OkYbqqDSZuplb4N1bTDnMueeOAainFOcyhqbhqyAa5u6MzPj1TbmoUFN822kZHYq6HB4CFa8OSFUNu9FP3lZarZTpusguGx3Vw7QAOQh/i6iGrC+SXznAfxWm4rwM/TKTBio7Ytf/sW9yquGs2GHvbEs0XMejZkTfFoAMxHyiIwORnxCxYgNTQKj/3PMf7AqtrTY5cw3ESHBiCZM3l5ft8lDCLjZdB/vCzKPpVAsIsQZfa4f7yhvNGGAd7f55SUhTQSoUZIKIq+fUOS1UJKGlQCg9ChfXtcMjWppnfprwnnV3WvBbu8dA80D6zkKJMeASm5u4box+cS8AsLoWpOFx18BtpzZ1CS4jlkGtrw8dWpLkCJsZGJZLy8kWJrg/U3bmDFhAnoJkh+Ic3rkhL0Far7xxc+zZllJ4Co8K+4ljOoaQDWI7hVCQkH125HTsxjHErkvAKuEn9t9UFknL0Ou2fMyvgtsSkdDcA6ZSVMGTyYq3kDXd3wwomZiLD1Vhw2TGRWzCrKyEX3IayZQQkHgiG/lP3ihgZgPZEQNNEChW07QTCrFPNvb0MXcWZNZU7t5kYPtO8kCIXVzG2LltaIeeDEAWI4oq+P6SdO4IShIfjbtmUxc098PMorKrFWqSb1/vGRsxhlacCxS5fst0PHYz3b5zQAObgtfPpizD7HrK3Hqe0bsADtf/FhyOIJkJQeCqlpKmxJQ7Q34HP2IwiPmAezc7OQciINMrOGNSsG1/vfwHaLyfC++BCC/O0wT1MWyz2voPhrGfyWM29gn3o8HCnv3qGLgAC+lZdj+YTx+FD6DW4PHtTZrKaSfJpxPhZD2PiHBiAXGHx98wE/vn5Dt0F1M18Ilg8fPiBkJHNyPWiDNl7s8EdlRSW6DOgH2Xn6eJuShfQz9zD77Dacsr6DdmUXGV9O9kq4Y0WOAw6P90ffUX0ww1uvWYAoY+2N7z9+ofxXBX6U/wJfmzbg42uDAf2FoSc3GDOVpTFErDvUgoNxbe5cfCwrw9rr1+Gpq4sdt+/UGQEvWm/BFB/m9WH3D4Tgr6VmLH2qOk/z+wMagBTCf0zHASaX6iaS7nPajPanmQfRkyvyMaodH6SmqkDHYx2qKkh5/uUKqcnlUN+zFLGbApEWXQEBYQGUl5bjy+svaN+xfR3tTslNu0Ht6BYNN0fWouLzd51HWskHFGR+wd9zlbFIv+YLBzt3JQdFYKQ5c9T0HmEIm1T2BSw/ZuSi229zRBqAFABIkPy+dbJ+qCn6lHSo5nYuOILUsChIaCowNqnDtOzwrnAsUFGOsi/lWJXH/oLA0xYRyE94hcWp1DaAKZrLlmyMnS8eelohIf0V+vfoDNFezKJE7Fpsch4W7L6AnGD2SQlVPL+fB6F6QKuKnwYgDxE9PXslDMOZp71cRJiLiV/tgLblgNRmdeha17x6jmqH4U3KOwh2EcDipzW3IrFTt0/SHcuzHVD48A36jenDg0X1IxUxcUHBMe4JB4RkWWsfPPGxxgqvq9hrq05JGbc8SnYCaABScmsNUXlpGRISEvDA7Chssj0gKCiINf0NMXTBJFj8W5PAelDaE+XffzHme2TtS2EJOvcTwtvUd+g9otYVDmSMPDx3P/cADtPH4XJSDlRHiaNdW2rlNKpAmPWqCIP7d6+j8eSMpZBfal79iZIHc6pJaQDWw2sbFizFTKWJGG1tWM1toWoE/+vMQuGuI31gfsEYfmrBWJ5NfokMwXP9nzioblTGLhEXrC4gH504mX0xKhtTdOseLj9wKAFLF8tjqIUnSr//RH4o9fuCNVaFIi3vPccRk/gGPPcGtaOc9AhYD7BxY3EV0YJTrbqB911C8ZczM8ng59efSLuQiZEmwylp3TfIAxXlFViZx3rSrPh9KR5czoGGKfPywPLyCrRrV3cEkxzqgexn9sjMLMKnz98xbmw/OC+JwQyDoVCdLI7gqymYq16TKEDJqFpEkvM8kB1Y88cUabsVel4bwPZ4QkUFwEdthKVHQF4j8Rv9+bnrMS24pjL9WdPVqOw4CeITmaU65BaMpKRhv9RhLMtchMOTg1Es2RVr/ZirSks5P2iZyeDY/nuYbiMHi03s7+mYYXQSrwpLoKsticSkQvTs2RExl59j2LCe2PWvGsbK9YW4mRtC1xlAaQTrthInI5d5XsG74lIErZlWh6S87DvaCQrgpMFSGJ09UOfZBYuNjAxxKo0GIBUvUaDJv/0QYkpjqikPy/vjy6sSrHpJ7XVHvHp7SHWH1Y25yHr8FvscLmFPhDGEugowZOZnFMF12RWMVhmA5Fv5yM/8gJA0O2RlF2GwJHNupqYZgmuXWffg9Kcfx56dGli28jKSn7wF37A2yL9EbpeMlTe+lv1EzE5TSInWzP9ubvLApC3M0ZBIthUWY1ZNrWpV38kpuI0+lknFSVRpAidaYN4tf+wZ4IqVeU7YI+6Glbnkh7dTwtNwcdll6OxWR1LmR46jHGFH2L57iApIxt9Hp2KIXE3gRcRdUJDLee745u1XqGoFo5d6R8TuMyftEgE8GSsvCHUQYKyEa7dPuYXowqUivr/8HFgkhJLqIAjoEZCSm6gTuYhpwTk/hpGgWZA5Cnzt+EhB6KMRil8lP/DXv6r4/u0nFKdwTwaYP8oHAY+tYbPwAuRFuuDMo0JcPG9MauTQEZ54lmoHLd0w5Pf7jA1zlTFHjfVSap/IR9gSdAvdhAThOH0sbGttRBMZPXYZ57nqSguPoXwAiwYgadhqCLIibmGw/kRSjoiFW5AR2wsjjIZAe6cGx5Xt6+S3CJ5+AmgDSGkNwoWk1/BNsCCVTxA8vfcKCTHPsWCDMqbNCMf5M7Mp8RFE8U8LcD4+A/fSXiH3TTEqAXQT6oAv377DQHEodtuoMWQR34ltptRMK4iE2snbHCHz31ePOzv9oLiGWv4gJ+NoAFIOG5PwdVIazhqv4nj4ura4hAMhkP/vu2hleSVCZp5EwYNCdBHtDJnZw6G8fDyD/FXSa1wKe4qrERmMeR2Vts7wFP49PRMGoi7we2yNHj1qvspw4ycWK2dOGkHROQDffvxkfBkh2jBLL6QdYW6Ys9uoJs79EnPc2lXvvYZNh23an6WX0QCkEm0ONERK1hBDNYxfynlOVXtCfs42CnKWIyEyph/4+PngNtoXjo+ssMnkLBR0JXHxaDJcr7MuItipN5E6jDZtgLCMRSj7/guCAqypU+z4Bkm5Y90aJVgtZFY3kJp/GJkB3M+0VJ35vbnFE5M21fyBHB6sj0VZ7OsiZl+6DUkd5sU23BoNQDIPUXj+6/tPeEhNhVMea2Eegt1f3gzmNwPQTrAdHgU+weh5svjx+Qf4hWsqDZz2SMQptwcIIflsV2WOoZgrTuc7Ydp4f4zRk8SWTcyLDsnaLJPTCAk0AD8/tX2629t9obTeCokexzHWvu4888Z6N0zeTr7IogFIFpUGfH7acBk6ifaBtsvqOlKraqewU7VUKwwHYkwRHfQE2uaylKwxGugGRX0pPPr6A9dvvEB+Dvm2yp34l1BUYO4BTlQNxK3r3Ku0Pj0ejeHGzGyZSKvN0PNt+Cr/9AhIKdz1I2J3+Ojdk0z0kpViEXg/Jge9BwhDuJsguvXpxFXhcp1jyE1/jw7CAghKtoaaZjB2bFfDeHnuWdnE6jcmypRSZ4i5bl85ZtIspzPRlATRr+CGcNOfyYh23AEiudXwxF7maGKzFXreG+oIPe/zENOsx8BW4Si84pllL9i19PuFWDvjJNq2a4OTL5ivv1FjfaCpIQG1yRLQ++07cJWMseOPIPEeM4NHWy8M0ZGcgXh61opqWwl6doeNiKta+YVqasPU10P0CFhfz9WTj1iUOOZGIVhlIcxv+bNIyXz4BuuNTjGyq0/8lkljIOKCdUf08ZfWIMyScKsGoIdnUrWc6MvP8au8AqtXKuDa9RcIDk1Bxa8K8LXlQ2Ya98XG8+g76CzSG71kavYhP+cXQliM9RrWs3PW/tE9wVUG0wCsJ5D+lI2oNf00JAqWtapIGUm4Q0CwLcSkemDkRDFMnimNPXZRUJ0ljZtnMvA85S1O/5fYutMmEmvYpPNbWl9Eevo73Lm1AJPUgrDY8S/MNJRG8efvyMosYiQpsGvEqT21XUvwezWwQMX5mHeHeRlN7eYqpgWn/D8vtk4D8E+R1AD8x/QcoO+3GUL9mLmAZaXlmD/SG8ezWFO5iMVH1au3tmoCYF2Fmd+Nd+2Nx+oVNXVsbt95CSVF9gkIRE1D5/+uWHgaHo3hs1lT9Nl1MUBhHubHU7tViZuLaAA2AIAaSsS7lCzE7/LHtKCa7Joq2T/KysEvyPtVWJxsu7rqANR3L61+fHXlfqjvYd6gWdV8ZIxgncLMcfy9cTrlxqsvaADy6jEq9BUVeBIaiRdXE0Cser++KWJURBDq2x29R0lDUksBQ400uEqKsNzEyC3sM3ooFY2UaO4fCkFywAUM0hoP1Z014GO3yKAksAGIaAA2gBMbSkR+bCIyImJReD8Vn/Je49ePnxAUFkL5zx+Y4r0JfccOh4Aw9y2aKlvKPn5GlO1WdB0kCtWdzEujfUfNhtXjulUcfMcYw+rhcZYuuA/ShcPzqIbqGkc5NAAb3cWNq4AAWmHiUxCj2+ukdOh6/s04Hlq7ccrPcx+oB4cXkY1rIIl0GoDN6v76Kw9Ws8HXwneYfcGV5cqIKqnEKT6D0B3ga8c6d+RWoctVVBNO/5Whq7+F1DhpAFLzU7NSEdegRjlsQ79xI6qPhXIz6MPTbNz3CIeO21q2ZO6D9ODwvHlHvirDaAA2K7TYK4+y2YqsqDhM3moP2QXTebLQXVIfDlxu7jwy1hSWiWEcZTZ17UIagDyFt+GJiYry/gpzGV8qqKaxs7PCY/BU2JNcDHhi+hLMOkftOtaG7yl7iTQAm8rTtfQQpX6lZ6hDy5X9hYC8mBSzZDdGzp+GviQFwa+vPQTVHczVMKfG7U43XmzihZYGIC/eamG07I5EsjMx/dRVSM+kVlqjqbtIA7CpPd4A+nj5DltW9BmC3YUbQGvjiKAB2Dh+bRSpfmNNsDDxWKPIbi6hNACby/M86E10CYNAzy4qvwEOAAAA6ElEQVSQmcNbMcvinAJ0lRDhQVPTk9IAbHqfN4nG5IDzjMVJS280AFt6hFq5fTQAW3mAW3r3aAC29Ai1cvtoALbyALf07tEAbOkRauX20QBs5QFu6d2jAdjSI9TK7aMB2MoD3NK7RwOwpUeoldtHA7CVB7ild48GYEuPUCu3jwZgKw9wS+8eDcCWHqFWbh8NwFYe4JbePRqALT1Crdw+GoCtPMAtvXs0AFt6hFq5fTQAW3mAW3r3aAC29Ai1cvtoALbyALf07tEAbOkRauX20QBs5QFu6d2jAdjSI9TK7aMB2MoD3NK79z8iwflNKCxNaQAAAABJRU5ErkJggg==</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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</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="0.315789473691666" y="9.052631578925343" heading="359.99999999998545" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="145,25.999999999999986,96.55999999999999,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks><block-definition s="size:" type="reporter" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><l></l></block></script></block-definition></blocks><variables></variables><scripts><script x="10.333333333333343" y="10.000000000000085"><block s="clear"></block></script><comment x="228.33333333333337" y="40.000000000000085" w="242.66666666666666" collapsed="false">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="17" y="457.66666666666663"><block s="doRepeat"><l>21</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>21</l></block></block></script></block></script><script x="20" y="584.6666666666666"><block s="doRepeat"><l>21</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>21</l></block></block></script></block></script><script x="16" y="705.6666666666666"><block s="doRepeat"><l>21</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>21</l></block></block></script></block></script><script x="10" y="308.66666666666663"><block s="doRepeat"><l>21</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>21</l></block></block></script></block></script><script x="554" y="171.00000000000003"><custom-block s="pinwheel %s"><l>6</l></custom-block><custom-block s="pinwheel,branches %s %s %s"><l>3</l><custom-block s="size:" scope="local"></custom-block><l>30</l></custom-block></script><script x="105.33333333333337" y="70.66666666666671"><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block></script><script x="312" y="359.79999999999995"><custom-block s="pinwheel,branches %s %s %s"><l></l><l></l><l></l></custom-block></script><script x="647" y="267.66666666666674"><block s="setColor"><color>145,26,68,1</color></block><block s="doRepeat"><l>12</l><script><block s="down"></block><custom-block s="small pinwheel, branches %s"><l>21</l></custom-block><block s="up"></block><block s="forward"><l>50</l></block><block s="turn"><l>30</l></block><block s="changePenHSVA"><l><option>hue</option></l><l>8</l></block></script></block></script><script x="788" y="36.16666666666674"><block s="down"></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pinwheel block %&apos;number of branches&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doRepeat"><block var="number of branches"/><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</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="pinwheel %&apos;number of brances&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doRepeat"><block var="number of brances"/><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of brances"/></block></block></script></block></script></block-definition><block-definition s="pinwheel branches" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="small pinwheel, branches" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="small pinwheel branchws" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="small pinwheel, branches %&apos;number of branches&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doRepeat"><block var="number of branches"/><script><block s="forward"><l>20</l></block><block s="forward"><l>-15</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="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"><comment w="90" collapsed="false">4.5.</comment></block></block><block s="forward"><block s="reportDifference"><l></l><block var="backup"/></block><comment w="90" collapsed="false">4.4.</comment></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" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="size" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs></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 %s"><block var="branches"/></custom-block></script></block-definition><block-definition s="polygon,branches" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="circle, size; %&apos;size&apos; backup:" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><custom-block s="small pinwheel, branches %s"><l>120</l></custom-block></script><scripts><script x="186" y="61.03333333333336"><custom-block s="size"></custom-block></script><script x="217.00957031249982" y="64"><block var="size"/></script></scripts></block-definition><block-definition s="circle, radius: %&apos;size&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><custom-block s="small pinwheel, branches %s"><block s="reportProduct"><block s="reportProduct"><l>2</l><l>3.14159</l></block><block s="reportQuotient"><block var="size"/><l></l></block></block></custom-block></script></block-definition><block-definition s="penwheel branches" type="reporter" category="motion"><header></header><code></code><translations></translations><inputs></inputs><scripts><script x="102" y="25.80000000000001"><block s="doReport"><l></l></block></script></scripts></block-definition><block-definition s="pinwheel branches:" type="reporter" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><l>6</l></block></script></block-definition><block-definition s="size:" type="reporter" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><l></l></block></script></block-definition><block-definition s="backup:" type="reporter" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><l></l></block></script></block-definition><block-definition s="backup:" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs></block-definition></blocks><variables></variables></project><media name="U1L3-Pinwheel" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>