<snapdata remixID="9697040"><project name="U1L3pp3-5-Pinwheel R4_5" app="Snap! 6, https://snap.berkeley.edu" 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Z6FusLV6g2dhxiamcTsvYU+viQh7/TZSKshv53GxiAQ90BITq9ji4Hw5Z0fn0agxJ3a50f+c9nyHB/qkAm5uNsDUe6F8Dh31or80N30svygCApRf/ubmA/HucRAKdmwg0Cf+TR+qQLt6eHzmGs7PXItstcpKNEsLSVld3RPWaluoEzqi3ChPbHLvh+x1K+LBkXN49+wFtG/fi3+WoUIxqB3jQZVFA4OfHVZW644XN26jUKdGkuimFK2nRZ+cW5EzqzUKdqgvr13dZ0C+yir0yKrF9DtqsWDHRs1B5mqlMGVgU6yJsMN8F3d0+ACYoK94Z9thPLvsK+2gUct5JycuQsiTIEFu0zp2ur4Bs3PWi6Sw3+F7+Wku8UkFpJ/W6thihAWH4Nm5m3jp90ByaDAA7wNfIPRlsOQBlRruvl//lNKW27T+Uj1YWLSZJIVZvbi+epekW3I3qYpnl30kDUOUStZaZQVESllXt5c0n9Pnoywt0xYt9s/DmwdPRJFpXamgDGook7N7IF+NQnhw7JKgW+wSxkfKQrlwztYNXpdLYVHu4Xh45Dwc6uxAe6/IwQCrMk22TZOuuLl5GuJ88Ga06jwbFcb3ivbFs/Xz2sqdyFCusAnsOitrLWSoWAw15g6T409NXIzzs9eh293YgSR+Gu2KxYPGzA0zZz3OTFkuxX4udoQuQnB63O/YqaZ2iAd1QgcpURHSRKXhNldv9QSBy6+t1QOJMqaRJiI69IxOlTIb/+2QPCmKfoBIsWyWrW55ASoQsLC7+zjYJ06EOstGI2WBHKZHGDcrHJnTq+Beyxp5q2lxfqsadmrgjvdRHBgwRSwlm9H7nXXHoZW2aOGgwTpnQHPLDlPT10W8hNbQhWrkORJnTCM/FvcdM9AqiR3WGuwwv2gHhMd3QYuV7nBMkwzhQQbsGTRGSo/0SxsOWYkVfWqh5vzhyFipOMxxicpNEtPISk6SLOljsfSWQ7gC0RSQ6JQXN++KdWAlgovPJqME6VPKF5cka3oky5VZAhBuveV/7y49GRUm9MK93ScleuW5dZeNxb19J3Hea40o8oXZ6/DG/wkqjO8pK7+l5WBR2pwNKqHsKE+JlFlCI5qF4NKre84iY94MYmmavCkI/2F5wIanRfVHwim+Fgla/YJmA8tG+hZJRtTj3TwYoELIVTt5r1UCDZa+tQN9TPpt5oEC68YpC35UctZ+t3cYiXeBL1GjwHZk3W6Lfb/8geTLeuJ4ooYmOBefc99vk5DKJWeM0S+BEM0PzLNoWCxWIJoCHhwwVbai6enc0CNgD7a1GoLaS8fEeCk659x6WXIjApn+G/F3eZrVQpnhnSTHV3p4Z5ybsgIv7zxEid9aA3oD3j4JEsWlHOw/FYkzp43UzXb6mR7x9+3E7iGz4ZQqMeqvnohEGVLL8YRpnZywGH8ddUG3fEdAOD7hYIkypIEmfUE8OXEeTqoXyNe6FsqO9JRzfE8aMLycFqM2nhYflMIqya3jtujnNxwjs63F8NtNTM+42WUSHjzfBYfw9Mj3WzmJoimMkNkuyvwhhW0CDJhS5M8erQ00aikxFt/FT3lIJAWk31eoaxPkbV7DhEheXLIVyo4kZYU/3j4KRMjjQLEQ/OJt4tmJH8SgguCCW+v3odHmyWIxV1TuJLVW14HtZWEZAbPnl1sY5cyUFQh7+RplR3XD0VFzcHn+RqQokEN8M7cdOjjHB8qnsUKvExFoktnYLOT9h17+nyuJFVIEnUWRy6Ogs3KAvskgzDqTH1OG2sBzWDgen1TDIY8GI+03w+7ZIugSVYDNu0tQ6YJgZRcfsE+FxMU90GJRebkerSJFKbc9HhgB20zA8Q1jkPXeALzMtheXL3uhTm0jInvL1hqRSnNUTNaRo5brCDdjJ59FPr0C0SzgqzsPpErAL4VJ4veBL6VwT5+JPqC1rQ0idDrB5JUZ3gV5mlXHsrLt8MrvoSBHGN0uKdkSbc+ulE99fuW2pEAab54ifxMc4LN5P8qP7o78beua7kw1V4PHhe5gycozyHjrHN4GBErSm1vwssMPkWzjaiTLlFoUnFB+RZIX0eDGkgCMrLMIM/zGIE1JrSigufDH4rPpAB4eu4idJ6bIljwteyf09P1YmrvqrMVxhyZIHOoCj/vD5cek9LfsTukNv3hz4Om/TWhDwl6+Qejrt+LX0uKnLJhTPk4JbqIuN5Hg+dt8fFaLQn5cgWgKyK60WgtHSoohoXMqsI7KXty3jwOl7uqU3Rnr6v0i8HuCOdlWudKtCwp3bQIqL4EJ5cf2EE6XJcWawzqeHcqN6ob4KZMK5L3RxkmfXf8D/SZL1Mmyl4Km4QmVvHUotGwqOnapAKfUTpjbcwMSPrkA/avnsHWMJ0qQu4kb5vXdDs9ZjSSpbC6jUgzBsECjKzEtXVX0DNiNHZ1GmSJZvn591U6x5mEv3mBFlc7SL6KUBRktOwWXQcOHRuAst94FBZuI60GghlJSpP9LeFdUoOzc3A3Q6cZH0IVFCY0rIApIkEDWmkbfaGXlzqg8qQ8uLdqC989e4MHh87K1KIpJy5i3RU0Be/JLWFS0GdTx40mLJBEpTBpv7zACNeePkOtp3rwVhVUSt+YLz1wjr/+4VBWMX9sPOddocMvdGDxElQFnwjG+mDGdksDrFWZv7Ifm+42Ovm12DXS+xvMK1zFGyCwFsm+Y8KprKw/gzV0/gYQxSZ6xSkkU8WyCC7PX4vrSvajbbjVSDbTBeSsNLuZvKT3EtHQEJtCqEWGT7WF/7LxaS6wej0u27wr29f0LlSf/JikaigJs4L+VNJZF0T6/AqKA6+r2FqCosk3yFG4bt9btQ+D1O6g2cxAODZwmSdkn564jfZlCUhUgdCmVSy403jJFarj0g8xZCBYWbipIGMKZ2OfBLZC5POfyRaLdVZONL9Ar9AJ89p2F7vRZSWUIBKtCUaR0yYmWB3TY+sCAN20ib6/7+vyF7HXLx0hKSShYp6vrQYADu95YemMDO9Mo5kLrRf9W8eEIWGCwwecjJ7UN8z0ffEX2qLBXZXPTAai3arzkK0sNbI9LCzej4fo/I103amefRRmjr4Ao4MIiTSVvR6tGFAlxeg7JkkAXGmYEb1qpBO5EYYUjcZb0iJ88KZ6cvSYsBQxU2pz8WPgnmiR1sbyy9X4tG5V6vgbaDpGtYJZVWvQY3AC97xq7664t98bNDfulDsy8W8L0qeBcthAeHL2E1scXRXpK5iHJsEohBQgDHmIT6RMqSXC+R+AprX+ad/WgK3YVTfcYkd97ek7AvU2X0PnhKugeAn6n9+HgwGnIWrM0qkwx0sNtazMUtRePFr9ZAWAoN0GXgi0IFol5BVTLyrc3kJWArZPXVuzAwYFT5UilZ5Y+YPa6FeC75SCqzxqCpxdviUJeX7VLYFLm0Cll2/raxWYAElVI8cvYd2s1W9RIb4X2h3VYUM4WNVstxQQ3J3EDYhL6mXd3HRekc4byRaUD7/7hc3j3JEh8RVpsBkqHBk2DJiQUPR/uxnmVBjqrYNjqE+Jqsn7IFzQR15L3R7DtTbRbuwvxS6kErdPu3EqsSjYaTYOMtV8l1XJo8HSU/72HvEZ21oDjl76K0/pr1+u/dLxqe8dRBr8dRyXnNydnPUkoJ82eEclyGZt/FOdaSeASlMmIuMa8YaaM/7x8jQTb9zXih3BkgdGnGxsRjEHWHyNbvpZ6uRZPWqiRZIkWr1qrTQpo/hmfGttAX4+lO31EhLAtKCUy5inrr5lougTZF/g8RPgQgcMKThPv6WCvy5nSlxFR9yJSX2qNh9nmwm/vcehC3qND3TGwHp9X8Iy8/pNzN9Dq6KJo+EC6BpX/6vM1S/JTHitbsPJLNi8vKYrHrrZLCzZBH6GX/CCRyNXnDEHWGmUQtWXya1ZwfvhbdLBJgGzaR7itTiunumif4MqSpIjoaNyCdwfoUTWdlfxbsYAxfQbLhq/vPpI6tLlQSZRWgaWl2iBfq1rw230iUiROuBbTSWmK5MHc/A2RJNAV7i+N15mXqSU63lsG/fanOHJindS+b23cL7lNAnSnp3VDj0d7pL5Nnup8resI8EKRqGDbr1mfn+VYUUBFkYi9o4P+5v5jvPZ7JL23muB3UmkgCEFwcSognlNiE9tUXBdKUUCevy0iFAf0oZhsmzTS5bofD8eMUrFHFVMRCf2nNf+UEhDcQJJM82POTl2Bor2aY339XySIIpr7xPiFaHtkNbxyuqHbnKWwqpkKmuTemBtvOtKGpUWDwIXGHaJ4c7Q9bUR0r6nRXerLisRUL47rev1XzxMFVGDwSkWA8Cj7JAlgnyghXvj6I03xvHh6/pawCfhuPiAomW8VKmDHiJdIrLJCFat42BzxDilVkSl5H6rTffXHKG2bxCU6pkkuPNI31uyO1jZ6fuYaCbiK92kJl04fSS25BqWHdUahzo2gjbcF81LNEbArW0WP1p2IkoYyuP3gIrIEZsRe1Xa8UAXCQ9VO7nNT/h2SmDaviMTVL/7qB/+XniAKqGD/uPjZ61WQIKPq9IHS/9Dx6gZsatwXmrfv0Xz/XFONOK7Pm0wbgCB1OphbQOVaC/XvsC/iPVbaJo/r5eW8038tNdVv+bdS12aqiKkdc2GqhU1Sy8t3MFF/bGo6AAHHLggYw3A7BAbfEBzuMgmvXSE+ZPDDpwKuKPlHOsxNMQvqBPHR+eYmU2pGofj4pof4SU4WBSS5N8l72NvA9kQ2abOvlgrJnlmSODKy7P5gF5aWam0iiIzrGm3Wh2J6eDD2q6NPMsqtfYJUUGGfOhWM3l/chYRJxCQqQgL0p2evo9sHjhlFURUrxTSM7n0o8rerBysrK2kZKHQyOw7qd8NldAsJzJTAR1FqgjF8Vu+DU/5M8Nhl5LCOKgf6T0XFCdGxhnF/sv/OmaKAc/M0QCa3kvDddFAag9g9ljhzOkSEaQRnZ22vls62wp7uJu7mr12CAEMEuoe/wGbbFOgb8QqNVA4oYRW96pFR+wj+H4ISG819hNsZGQviKlEBAfTtGEiRoIh+IImIPHZ44cWNe4iXLJFst6x8BDotxfpEawR2VlhXHAWu9BblYzJeKOZKFZRGJpx8hcQeuZG1UDEk2qLFtqcrZD7d3t4TTXlC3vu3BGxxffZ/w3mqaendDO3PrcL8Qh5C2EPAKdMsDDhsEzhI6oEgAwWJTEApqyBxlVq6QCy2TYZB4a8x1yZy0MFrWmmMdGj6b1Q88/sjWKLlEWPQQCH6Oo9HdRlow94Ugi4U1Io5nyETzA/2nIXK3hqeH9DOirX0bj9c8Iyctkw4P6Fp/OE+OHzO1GgfFZJFxf9U/jKu6/lvP08VcOKygSUqWoLAK7dRa+EIeLcbIcpYsFNDiYqdP/TGckHLjOiKgu2N/RbfImrNA2jtIk9O2qB/Dw9dEHRRXv+Wz1HOZbXHnGKD2yvBBmyrLN63lbSCKlZKyXmSS5qcgJsa9sPrE3fQ9kMLJ69JSrjAWadx6eYhdFH3wQIbLynbRS2/maNq2N7ApiuLfFwB2YIjNDpJuSgLLzwsKhUc06ZA29PLAb1eGKSeX/HF+6A3yFAxsiMf2wV11j6CgfkcMwky6FHb2gG39Tq0s3HEr7pXooBFtE9wTm0EoX4vYQ/z+RmrUKJfW8EzKrS/VDyWGJVxEAy+2IbQUfvR0j8w3EP6kPQ4lf08rj46hXpFOyPd5vrS9slr2draoau/sVQ4M2tteN4xzjV+9+QF4qc29j5bJPoKqKamqSwaQQjV3T0nBZ3CbZh9tITXkyj8czD2b11UR80DhNg5I4P2Ee6r08JW8+CHWEDeJ8uIhNErREgKWILvUZGIqmYPCEkylZ7hJSVaovWpZYL2ZgSsK3UIcwLGQwUrdLu/w0QrN8O5mgRpFNKNlBrcwbQ0Cpnmt67Vf/F81dNLPoa1tXsIVF6ZjsQ8IIOS4AdPJBIkxVqqD8NnvlfzdbvwF+hs5YjiVnaorZuFbbZGNtIfqYC8voKQUVoxzf2yJa5tUGfxSCT5QNW2rv4vKDu8M7a2GopW15piTupZktObcQUAACAASURBVOPTJN6GFdlWSarqnNdqVJsxEHPzNYSVtbWJJSIqp/XaWj3RxHvaf1GHvumZVBfnrjew3VJlawM/NlwfXohVbp3R7e4Ok+UjcwCpJ2g9vpfMDz+ODjbG3goGHkrQkUF7FffV+b7Xx8R4nRtr9wh49fb2I8j2AQfJA9l2wPIdadmYjuGwRCpS56mdMafXHORqXAXZZo1C2pfPxdfjVn513no4OqeRhimixbv5G2mECehl++mXALg/9EH/BRdX7ekx3kDSH3PLtrXFYLy6+1AAp8S+cUrR8bHzTXx95OAjsPNbRFFAW0136OyM5SsX3ThctI0+aOZbPic255LRq2fAx4ns3DKVrkCxmjlqo5PPNomYySlDH9gvez5k8b0qgQvFRm0rkbKyVceU9I7Nvfxsx6gWFm1mYJrlzORlMizGpWtjHB89T/wZIkUKd/cQeJGDU2IU+7Wl+Ifm89viumBUQHfrIkigsoNK4wmD3cy4XipO5xHTV2GcsUX0feArcG4It1dl62TwcMxzKKpumoklLo3R+uI6eKcqhLvWTkIH0uODwrIlgRA25gSJqIma79vWZtgXB27H6QH+IydJEMKIl1Ewc1pMwjbePFkAB0T7cvBL6iJ5pD/je/h/EyL2oL+1G6iAw/XeeKQ2zgjeEHER2VUpkM/q2yzr13wvW1sONnH9cdsl4Xq9leOEZ5BjXvf+MlEUbU2ZVgj0fwqneCrU3LsYoUGvsK5OL4nnlbqvQuLJ5izmSjlS9nus19c8z7/xWNW0dG4G10EdpKGIKGEiX7gdsdZJ7pdz01cJCz673JgrZGmu+K8tjdUA14Jf/cyzI46ii3UZNNMtxEpbYxHfXJJpfkOQnZHa90eLcPhZWUmKicysZUZ2Ra7GlfHw2GVh8mLes3PKZ7hSqgFOrD8mQQZ3BvLHRIRp8WjCVNjEj4fafkciKRtrxcvKtRfeQzK1WuTTKyAWMHmeLEieL5sJQMlfrjphfGPbpUe1aHzNYrEa/IqGX+hw+9THptcOxmTrRmhkbSR/NBcrTTfo7bxg7hv+yC/w5B+LUdJs0jq3UIV6rvWJJTJZPbdrbmTp3My0DlwfMsAG33+KNCXzo1qqMFx9a4dTOy9IMlqpE/O+vzTH7kc+27/h2lKKs0vgKLMzuJ1wkAwHtLApiSBP0masqdkd7tuNgQI76DjDjc1GXyupNQPwxM447fyU/h5KWBlR1+aSUTsEp2z7IZUqId4YQpFIZRxU86OEuUAio/nsr+48FOoRBTwwI10VGFQqNHpxEqnfv8XySh2he/teSpVNd81EuEYL0oHwXLJpvZ80CQkHDojUB2PO6v+jnuHffF3VdOeqBuLm3j58JmADpig6XFqD8LAw7O87WZLR7PtQwJUkE+KAGLLkF/+lZYzDCb+0INaabkiickCQOvpWa6PphhrW+bDVpsuXLvNd3+cP796eU6DVoyjDdfa7tcbToHdofmE9FGWilawxezDODJmKZpc24lWHzkgyf46kZqrPHYYsVV3ht/MYspjxVH/Xm/0PXUw1K3sdg+uAdjj5xxIp2LMi0P6DdVOK6QSslhrUAZfmb5ReWUV2ef6OajMHx3k5hod7Y6RNLdP5VhpPWMNK0jJ1dLOw9UNyOs4fEMsTn5y9jtRF80Q62nwbvb5iB470+wtFB3QQqBp/hMRM2sazR2efLdjXrA8qr/zLdD4BsBwV0f1DTpAIa4UPMZa39NMcppqds56BYEpF2TgGgQ62AllXhtOsrdMLTbYaO+Y4cJAklEeGzzQRAMVmxfpGbDRVW5Tjn+EtTurvwk89Sl5SfL8neIPUMI5O+NGiuBjsGyF7F/ue2U13dtw8tGmQC/PWXENH97yYueKKsVXvQzmbHNZUMlmz0DD0eLQPF+dvhEuHBpFumUEJW0ctEn0FVAuKNDOQcMghRVKBFXFEAaO8XI2rypdB2DonGilCQCoby5U2xE91psVmsXfpb2CH/hqm2TSBnaYHNHbTPxl8jIgYiBHWxpTNjxQldXKoc1fYZy2OEh8CFN2GltjczRdBCVLIx3vsnClE6PT/yORKSBcnAdzde1JY9Cmczm6Zrvn5b0u1olInA1lM6b+QKy9BupSCjePcDubD2KhDajQ2YZMJtES/NtHyW3FJySTR9MErO+O2dV//AhmsjIgRxQIW0+bGGfUNea2ENi9Oqa/9SL0TckySZCpN5ptreCDwYTjy1HZB0XdzcFrdE4X7tQfxgqyZU/HoC+b2qArn0oUQePV2tNkgBPqaD+H5oQ/wL724KjxMYyDkntByZvNJd8umI3MQJ60ce23ZOabMBDYvtrNBXcV8Whylvm4ONtl+HHc1JnwohtiMRiKNCm/sIsO34vgRXzxte8eRMojw6Mg5eLhlJcLjZYR7tfV4VvYI2DMTL1liIW26NmEufE7dQspCOYVwnXPrjo6cDZ/NB0080xykUzEGut8v3sRPeIDqfdBrA8cfkKmUnCiEIpHRnv2tJycslNkcLFvd2XFUZqLlalRZlilCowUnJrGCkjBdKphXFb51HWvqKmC77UG5TFFtLpxV3/zWS372fMPbJ1AlMGIPry7dhnPjJ+PtG2uxcqtdSsI+R1kZfsMfGpPzFI4R45y8nPUrSq+x+TR3Sz9w7L8u1eYWgwxPz98Q/hKyhyo+ECsDLK4znfD28XNBQbNBnYlVMsRTNnv0F15ozuJttneOKKpSX439LRiPTKGJh0C7UDTR1cJaWyOwU5EN+tXoreuCh3avv/aysT5eM0KNPf4DkFs9D1nmPhF2q2x1yknkn7uIAfFsXuL0AUeUHNReasd3dx9HaNBr07gK7hrbWg+1DKyJ9YobDxRENOeyycTLgD3CkeeYKpm0L3IbLj+2O9KXLmS6LMGcJALi4BmKkrj+Hk03PoabyKGKeQB1Xm1GTLOZix2GrfjT+mPzN+9hqa4UWtkej/WjGwzvoFLFj3Y8f0i1Fo4SdLRCN6LkPx+vGIdNgw6h657uCIlfDCQdItsX6dqUYToWyxfrr8B0oImgcnau+khXIp8olkJPxiGCHDjD3llSlLHMRDn++zxcmLUuErsAX+fwZ/aQfG3OK7XGEU/sQtBG547FtmtifIrlEYvQwrqtvFdeWxR71PuhRmQ+Gb43V5sHndTXP7kSmvdJYOfwyvS+TtMehjknoO55E9pxSaEe+FLeU5qTmA8k2STxfkSNHx+7AOlTPsa7BMWlW7DRhkmmXSMqEvrrv46f7wyTApI6t+qMAbICZJRXGLOUJVEsnFfmmpKwTpgupalEF7XbKyoaODbLet5wBvMjZiIzsuI3myHRTumma4/l+oWmoESLYFHA2boc6GLrgxsRqxFouILyNsap518SzbvUsIv/xHRYxIFhUDllx5o+B9B030KhaqOlvzBnvTHA4thWwoUIoLWxkSZ2pWSnuC30g0mKRIIji8RuBVQzs9YyMKfFGqgyIpVgSjKicrBgeKhGCCgp5p1lfJ9UtE22ThP6Xvo/5vVhhcAxdrfx8aiq2tLYrT4W6TQnjS08rFrBy/ZjFYYKeDZ8GkrZDMEUbQr0VgdG+yhdWEPY2m8wva55Zwcb28GAVXpY2xitaVTZ7FoU9U6cBYdz89nJP8jggympHA0qyrabPE9WIe1UekqUHhPmBcmyYJHYr4DAsZhK4GwLkpEnSJ3cNJZhZrbaMkarwu89hLLj4pz1MlJBGV+lAFMZsMRPlUwaepROM96CQvbzpdvJr80c7RAnVTL46+/inl2QvEcLSAXMqUmBW3aBoAJ6aTPhF/ULef++/qA0CjlblTNdy6C/B5UCeDA8gU47BLZ2RiXWhZWHrf0h+bd2svHzw8NVsLExWjnfgLy4eyoA/v5OH3J+RtT0424JkcYrWLZd53KFBffHHyanf3JCFKtKFon9CsgWvKXFINRdPjYS7ErJAy5xbS0F+kcnL0u/sEOKJPIr3+TRH/U5Gcn3vtRHKSzWk2mVfHmK0GIoM3dje1tH9QexQb8GU2xmo7TWBcfUF00KeCR8GMrajMK68NpobGP0Sc1lhjYDuquNze0UzTt72MUPQ4RuEqxtjVPdFdGF1YU+Yhfs4hsJMsmSyiE883NXR7v1HXF83XNcXrBRsJC0dtyC2S1H98R8xjEb3RM5p8a9fadkKI9FYr8CJopepWmbo7I4EpUjWBV6XbYc5m5a3cRvMj9/Y5Qd0w27uv4uyVeW8RS5sXqXsChwO+e8Xk4YpzC6ztO0+hfvLJ0mEQLs3shxA8J7Y7yNcftXLCD/PVebG+3VF2GN6NQeYzUqDLIzYJzGCgPtjLTCnxN9+BJYWVeETtMDDw70xZt1fXE/rBxsbG1xb/9pGU2hTuAg3IDK2NY8JGn/kGhmdx2Z9S1klF9a6ZjfV62t3dNQdcZAmdHWeOtUKMOYZ2SsLo63MiSac30Xu7aS4jsJvQndf3j8ErY0GwACWt13eEX6BMXyEVF9c90etDyyyERzG9tb3aX3RjWrj2iZ2drs6KL2ldMjoIlRAdfr6qORrXEb1Ly3hZ2DDpr3iWDnYFTqqBKuHQkbtXF4zuIS1RDyVCVuBwEZVDz6gclyZ8bTSz7yumPKpGh9cpnpMsdGz5VxFgoPdWyfzXKccQXEArIfgpn+ra0Gi6JwCDVFgSRxDkjKAtmFI0bZkldU6iR0bRQ66bOy1REuPk7AVGRdvd6RmPdpFfk++4y/RWjl+F9MFm6aNg0SqzKZ5QVDoAtrABv1LKisskT6WH34IljZtMWVJUVwe1t5aUvI36aOkFxyu+3iuxVPTl+TLrg5uRvApWMDGVTN3cI80g+6ec9Eafwtz/Uznquanau+ofONjaZxVW1OL5NJRCw1+Ww6iEODp5mIyNmkxGb1Buv+RIp8WcEh1iStVIRWNLd7VRnirJCXxzR3+MTvCxD2Jvib2eP3hPeAm83HlAcV01GVGj3Vj+Gta49aZlGzLrQ4bOy3Q6UyugQG/Wnc3U2wQzacn7VOoGazctSRCVBkz6eFZzmStCWc8u7glAgFOzTAyYmLhdB9Z9cxQtpukW9bAdW7wJcGTibndsPG6mnp3cTXyVihmJSVFpdoAZeOjVCgvZH7+OLc9cIoypZNRn1RoflUUiUImVegsSRvWVnh/LiYhGxThPtz/saXxF+/P9ohViprrNZWRz+7UHmPFpAKGKA/gTQG42vmolJlwMMTVfDS1woF2/mJRedE90SZq2NVpRLCmHV95U6JcEOfv0boq2DJ7YVrNCYcIGvEBJxyrIVFvm0FpCmJWytnvinASfOyGtMNHCRdoG1dwbu5Rdk++T57hekrPjhyHteWbceDoxegfftOWjvTFs+HFAWySeWESBrz+XDmt07o/93dJ77qS92sa4pS1oOR3Cov5mvzo4P6ikkBY1qWwBsJcH/fHJmeROFUAE7zZHA0J1d9gaCJsE2VfqBGKw34fA6CEDJVLiZQfTKncqwta+iKj/xtX8PPe7b4gIuLtxBkC3N5ChyfMHRauCLKYOkOI2VYDWcAF+3RTHCBipybsVpY44mepr/EyUGUe3tPIVOVEpFWl9WCkv3bwW/XMeHUYyMQLW7S7M7IWqucDLJmCojDrjmNMyYJhxZrdNXR3NZoEQ+G90cFmwmRLCD/INk6G6jC3pxE2CtnU5I48JoT1tYoKjN9mYDniNrHZ67hlV8A1I7xJKdXY8EIaF+/NU11Un6UCtGQpe77fX40ooDkBWSb4ZbmgyTTT59Q2RIVZ5sDYEoP6Wj8ktNWkRkh5qSPfF3JozGCnJWzrkTM7DGhMkUVftmHh8yQcVefE05gv3/wDO4fPCe9yBkqFEOGCkXERWD0SfHRb4Djmew4PMwLKfJmlTYBuhQUdq2RsZRCK3Z26nRcnHdImoo4D4XMBfFTOYlfO8O5qiSdFSDpgyMXkK5EfgQ/eibkk7Scy8q0BalJ+ONQauPf56v4Oa+iOjh4uuHxqasgKpqioD+Ifr66zFsG0LAs1fHKemxo+CsabjBOu2QCmgpk6+ggQE0KZwCzoZ0KyCgyaTZnvA96JX22Lc2S01GXmlax1OCOsR7rxc/lCC4yNpjPpjO/rpJOUl7b03M83KYNkB9PkW4eMmSGcKrHZ6+j4Ya/ZFL7+vq/IkfDSjg9aRnSlyoIRrehL17Lj5HbMaNfUu9yoLelx+P7/GCkLZMQpIyVihm3swFTZaxBt3s75G/WdMmeRVhW3uY1oQsJlZFXihwdMUtYU81pKBigKLPWlOM4d25lpc5SVSEHIZX70emrMnuXxOhpSxRApkrF4LPloJS3FGGNmRUGlgJjM/yZdVkOxT4yfJZUYGi5lClObDsgiILz7ahkHNXAAYOnJy2XIYbmDUe28exkOE/CtMlhnzwpGm+a/GEWXCMB5lrk+6yAcVBN2ioo2qMprq3cIZaO4+zpG5UZZlxosufTKSdC+sLMtSjUzV18NRt7e3lfmTPCf3u3HSboEUKyos7sVW754KDpMoyaJJjmwu36xa17KNzNHSX7tZUG8PuHzuL+gbPyf6JQMlYsCufyReV8CissVLZwdqU9/DigZlbWWuh65yOwlcqXtkR+IZn03XwQJC9nf3OWaqVky02WJ4vQsrGqwamfTKzv7TVRdobH567LJCWK0jvyfZbfchUTHMucUJtfCKsjBKUS/5a5SolIfbNK5NvFZyts7I2jTI8M9cK756/w6NQVmbBJdnmmL7jduQ4yBiWKEFXN5h9SoLG3ltMrYyMcPhNw8jLyNK0mSXFKVAIgYhcJElWEfDac+s5ZHpxZvKFhHzy9cBNlRnSR6gV9XlKq0fdTcJAKFlAhszRfG324HlY2ce9/ic1z/kzHqK6v2mlQGPD54MoYU5bZtMEhsiVzSA0BqeZIDzbvlBneGcfHLRAL1Wyvcbwpv9yo08KJqeM4rEabp8ApewZpVyQBOP1ICn1F9pYU69UMmdxc5XPZh/zm/hMU/601ini6R/tOoiKwlXTRkWFeKDOsC46NmSspEroD9EMTpEkhOD3+uPK1qo2S/duCAQ7zkN3v70bQDT+89PGXAIP+pVOuzHh86oqAbllONE+4/0wK8qOfVeXdbriBlGIcycq2TFo9JRBhwzU5oim0Ala2tnAuU0hyhtxeacF078IQP6WxdMdtzvO2N7a1HYq6K2Lu4WWk2d3MQj08fhG7PMdKisdtan+TL8rrcVSs/4ft9/6hczK8mv9veXQhbqzaJTPdaG3N576ZW8QtLQfLIO1OV9bDPmlCLCnZCiHPXsj0TOYpObjmXeBL+Wxuv2QGM+g5FA9imUlqTsu4s+vvEpRYRix8f3VUnZyw0HB3zynxdciIOr9AYyNRY7bakma4433EVN+9u+sEIiLCcXjwjEjDClkVIByJDv8LH3+Q9ozfIv1K5gfZZUe5vGCzMK0SIUOFj5c0IQp8YeTD6/uPpfmJ3DVslM/bwghOIFhCob6IaSsmRa7BoEf9leORrrQLiORmNMsJ6hT6uQw8WKWhu+CQPInMlkuUPhX4g5S8pltXQT7TN228ZarJ3fj+X8PPe0XjuFbnqlJmIjCVworEibHzpeOr/troBEJ00pkTY/BRY85QobIwZ5w3X05GpVRkcqlQmMu7smSb+IpMg4iv+PotWh5eIFvy/j6TYG1vKyQ/dPzJXNrh4lrTJaPC/Wl1OSbVf99plBvtKYrF0hpRKhyow9ot55zcO3BGGEztEyeQhiJaN/q5McnTc9eRqkgeU/rJMvXyx/1ApBRHi8dS2M11e1F9VmSyITrwxLwRLc2yVOaqpVCkuztIXK5YIFrJQ0NmSOTK7Tkm8dtxDI9OXzFxyTBneHbKCiTJkg5Nts+IZl2WlW2LUgM74OGJS7KNcswqCcUlf/fiNZ5d8hVQgCJK8MGUjUTiKpVs9UdHzREuG0kc+26VQYbsfWYwo7Cbkgns+fW7eHX7gfiAbNAn5F5JJ0W1tj/u6/j5rmyKgrc0HyiTg8h2dW2Zt3xB5sxX5IShEpIzpkgPD1kpharjydlruLx4q+QLqbA28ezF6uRpXl3g+3t7/yGYQAXCLmUsDsAh2fInhLlIUt3qtToZAqiAY+kidLi8znSWuZ9Kn3Fp2XYStbO7j7lGBlFk/2IQwb9Zy+V23s1/B9bW7inlRtaAw9+HIVyrEwxkl9vboHawx87OY2Q4t0V+3Aqowl4HG177PxG8n0JPQUeeW1WGisUiYff29JoggQIJvBe7tpRkNR141pHJH2MuTLXQ2ij9w8p7jCjvbD+KoFv3ZAJTAufUgqXjtp8iXzYTEeaaWj1Q+c8+JsUjc1Wr4x/nFBOfl6pwTnEdyo7silVuXaWOS24bomtYCWGgkbNxFbnOvb0nwc4/uhRranQT68d+XoUNlahuUhEndE4t/h+FVrpY7+Y/bvUtVzYCUrkOCoyKHDGVJ/WVpWGqg+kX8sLQOhJSlaFSMeRvWVusoXIeaXxf+NyTUldMsrFxX1T6s48o6Y5Oo4VlleSNrFhEFdZmSfhDi8f678mJi2RiZ4J0KYQE6OGxC2hzarnpNKXkxi07QhsuOMZGmyeLT8o5HQTaMi1zcNBUGSzD7VnZemMao0V/lD8+CiP09KWi0whb9Ob7rYAxCEnvJlWEqIP2+DHMp5Ue0ilawvfkhEWSS6OwW45D+Z7f8BPF5Ixepmk4OfL5jbso2KG+KAEZpJgDVGrHMT0G6T24VdonckSVKb+ZOvBWV+8m/imbnijEKSqKuLq6J55fvWNKx1D5mAQntQgVkL0rHDf7qTQK847Pb9xD2hL5og2v+X5LbblSTCtgsoB8kz6X75aDEj0yTWIuBGkywGA3nEOyJNLEzlQH0xRRhVY0e/2KkjM0F0KeyD3NIID5N6VaIj7b4tFyKCcVOeXMJEpLYcdewXb1TQMSCSA16COQsXIJlBvlKWgX+p1MMrMllFEyrSAjXgqrJ2mK5xUsonmOkJaQ9xD68o2MI2Pv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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 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id="12"/></item><item><sound name="Finger Snap" 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id="13"/></item></list></sounds><blocks></blocks><variables></variables><scripts><script x="10.333333333333343" y="12.666666666666629"><block s="clear"></block></script><script x="10.333333333333343" y="43.33333333333337"><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="1204.4444434444445"><custom-block s="pinwheel, branches: %s size: %s backup: %s"><l></l><l></l><l></l><comment w="115.33333333333333" collapsed="true">4.3-5.  See inside.</comment></custom-block></script><script x="13.333333333333343" y="1250.3333333333333"><custom-block s="pinwheel, branches: %s size: %s backup: %s"><l>120</l><l>2</l><l>0</l><comment w="170" collapsed="false">ITIT 4.9.  Any large number of branches, small size, and 0 backup will do.  Even 30 branches is enough for all but the most eagle-eyed user of retina displays.</comment></custom-block></script><script x="18.666666666666657" y="1370.6666666666665"><custom-block s="asterisk, branches: %s branch length: %s"><l></l><l></l><comment w="90" collapsed="true">5.2 see inside</comment></custom-block></script><script x="18" y="1413.6666666666665"><custom-block s="polygon, branches: %s branch length: %s"><l></l><l></l><comment w="71.33333333333333" collapsed="true">5.3 ditto</comment></custom-block></script><script x="15.333333333333343" y="1453.3333333333333"><custom-block s="simpler polygon, number of sides: %s side length: %s"><l></l><l></l><comment w="69.33333333333333" collapsed="true">5.4 ditto</comment></custom-block></script><script x="20.666666666666657" y="1496.6666666666665"><custom-block s="circle, size: %s"><l>9</l><comment w="146" collapsed="true">5.5 (ITIT). Big note inside.</comment></custom-block></script><comment x="22.333333333333343" y="1536.3333333333333" w="413.3333333333333" collapsed="false">TIF A.  Getting this just right is very subtle.  The note on 5.5 just above explains how to write a block that draws a circle of a given radius.  If the side of the square is 100, then the diameter of the circle should also be 100, and so the radius should be 50.  And the circle has to start at the midpoint of a side, not at a corner.&#xD;&#xD;That makes the first, second, and fourth block in the following script straightforward, but drawing the picture without the third block makes the circle seem just slightly too big.  Students who try it, and who care about that small inaccuracy, will probably try a smaller approximation of π, and will be very frustrated that they can&apos;t get it right that way.  The secret is that the starting /angle/ of the sprite when drawing the circle is also important, and shouldn&apos;t be the same as the angle for the square.  It should be tilted by half the angle that the circle procedure turns between sides of the polygon that approximates the circle.&#xD;&#xD;Why?  Well, imagine a really coarse approximation, say a pentagon.  How would you inscribe a pentagon in a square?  You really don&apos;t want an entire side of the pentagon colinear with a side of the square; you want just one point, a vertex of the pentagon, to touch the square.  To make the figure symmetrical, you&apos;d turn half the turning angle of a pentagon before starting.&#xD;&#xD;In the script below, the 1.5 degree turning is the result of experimentation and probably isn&apos;t exactly mathematically correct.  Probably you have a hotshot geometry student who&apos;d be glad to figure out the correct value for you.</comment><script x="25.333333333333343" y="1848.6666666666665"><custom-block s="polygon, branches: %s branch length: %s"><l>4</l><l>100</l></custom-block><block s="forward"><l>50</l></block><block s="turn"><l>1.5</l></block><custom-block s="circle, radius: %s"><l>50</l></custom-block></script><comment x="19" y="1295" w="206.66666666666666" collapsed="false">Page 4 TIF solutions are in separate projects:&#xD;U1L3p4-Kandinsky&#xD;U1L3p4-pinwheel</comment><script x="329.33333233333326" y="719.1111101111112"><block s="doGotoObject"><l><option>center</option></l><comment w="160" collapsed="true">TIF 3.B.  As always with TIFs, this isn&apos;t The Official Solution.  It embodies a bunch of aesthetic judgments, e.g., the problem doesn&apos;t say to use a thicker pen, but it looks better.</comment></block><block s="setHeading"><l>0</l></block><block s="hide"></block><block s="setSize"><l>2</l></block><block s="setColor"><color>0,17,6,1</color></block><block s="down"></block><block s="doForever"><script><block s="doFor"><l>i</l><l>3</l><l>12</l><script><block s="clear"></block><block s="doWarp"><script><custom-block s="pinwheel, branches: %s"><block var="i"/></custom-block></script></block><block s="doWait"><l>.1</l></block></script></block><block s="doWait"><l>.1</l></block><block s="doFor"><l>i</l><l>11</l><l>4</l><script><block s="clear"></block><block s="doWarp"><script><custom-block s="pinwheel, branches: %s"><block var="i"/></custom-block></script></block><block s="doWait"><l>.1</l></block></script></block><block s="doWait"><l>.1</l></block></script></block></script><comment x="15.333333333333371" y="509.66666666666663" 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="307" y="55.00000000000003"><block s="receiveGo"></block><block s="clear"></block><block s="doSayFor"><l>Hello! Let us have some fun!</l><l>2</l></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><custom-block s="DrawACircleOfPinwheels"></custom-block><block s="doThinkFor"><l>Hmm...I am ready!</l><l>2</l></block><block s="doSetVar"><l>Number</l><block s="reportRandom"><l>15</l><l>30</l></block></block><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><custom-block s="SelectShapes %n"><block var="Number"/></custom-block><block s="doSayFor"><l>I am very happy now!!!</l><l>2</l></block></script><script x="33" y="365.66666666666663"><block s="gotoXY"><l>-100</l><l>0</l></block><block s="down"></block><custom-block s="pinwheel, branches: %s"><l>8</l></custom-block><block s="down"></block><custom-block s="pinwheel, branches: %s"><l>6</l></custom-block><block s="up"></block><block s="gotoXY"><l>-100</l><l>0</l></block><block s="down"></block><custom-block s="pinwheel, branches: %s"><l>8</l></custom-block><block s="setColor"><color>248,6,0,1</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="63" y="184.49999999999991"><block s="doRepeat"><l>10</l><script><block s="up"><comment w="53.333333333333336" collapsed="true">3.5</comment></block><block s="gotoXY"><l>100</l><l>0</l></block><block s="down"></block><custom-block s="pinwheel, branches: %s"><l>6</l></custom-block><block s="up"></block></script></block></script><script x="285" y="364.33333333333337"><block s="doIfElse"><l/><script></script><script><block s="doIfElse"><l/><script></script><script></script></block></script></block></script></scripts></sprite><watcher var="Number" 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;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="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; 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of a circle means.  The solution above takes the simplest possible view, namely that the measure of size is arbitrary as long as a size-2 circle is twice the (linear dimension) size of a size-1 circle.&#xD;&#xD;To get a more conventional size unit, remember that the circle is really a 120-gon.  (Any large enough number would work.)  Its perimeter is 120 times the length of a side.  That&apos;s close to the circumference of the circle we&apos;re approximating.  So if we want &quot;size&quot; to be the circumference, we should say</comment><script x="10" y="211.46666666666667"><custom-block s="pinwheel, branches: %s size: %s backup: %s"><l>120</l><block s="reportQuotient"><block var="size"/><l>120</l></block><l>0</l></custom-block></script><comment x="10" y="248.13333333333333" w="474" collapsed="false">If we want &quot;size&quot; to be the radius, the circumference should be 2π times that:</comment><script x="12.666666666666666" y="306.1333333333333"><custom-block s="pinwheel, branches: %s size: %s backup: %s"><l>120</l><block s="reportQuotient"><block s="reportProduct"><block s="reportProduct"><l>2</l><l>3.141592654</l></block><block var="size"/></block><l>120</l></block><l>0</l></custom-block></script><comment x="13.333333333333334" y="366.2666666666667" w="471.3333333333333" collapsed="false">Note, though, that if you make one of those choices, the word &quot;size:&quot; in the title text should really be &quot;circumference:&quot; or &quot;radius:&quot; as desired, so that the user of the block knows what to expect.</comment></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="pinwheel, branches: %s size: %s backup: %s"><l>120</l><block s="reportQuotient"><block s="reportProduct"><block s="reportProduct"><l>2</l><l>3.14159</l></block><block var="size"/></block><l>120</l></block><l>0</l></custom-block></script></block-definition><block-definition s="DrawACircleOfPinwheels" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setColor"><color>248,6,0,1</color><comment w="166" collapsed="true">TIF 3.A.&#xD;The PINWHEEL block makes huge pinwheels, so I made a SMALL PINWHEEL block for use here.</comment></block><block s="doRepeat"><l>12</l><script><block s="down"></block><custom-block s="small pinwheel, branches: %s"><l>12</l></custom-block><block s="up"></block><block s="forward"><l>40</l></block><block s="turn"><l>30</l></block><block s="changePenHSVA"><l><option>hue</option></l><l>8</l></block></script></block></script></block-definition><block-definition s="SelectShapes %&apos;WhatIsYourNumber&apos;" type="command" category="sound"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doRepeat"><l>10</l><script><block s="doIfElse"><block s="reportGreaterThan"><block var="WhatIsYourNumber"/><l>9</l></block><script><block s="playSound"><l>Cat</l></block><custom-block s="pinwheel, branches: %s"><block var="WhatIsYourNumber"/></custom-block><block s="forward"><l>10</l></block></script><script><block s="doPlaySoundUntilDone"><l>Finger Snap</l></block><custom-block s="asterisk, branches: %s branch length: %s"><block var="WhatIsYourNumber"/><block var="WhatIsYourNumber"/></custom-block><block s="forward"><l>10</l></block></script></block></script></block></script></block-definition></blocks><variables><variable name="Number"><l>22</l></variable></variables></project><media name="U1L3pp3-5-Pinwheel R4_5" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>