<snapdata remixID="14268023"><project name="Pinwheel Program Lab" app="Snap! 10.5.1, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAFvxJREFUeF7tnXmcFcXxwL8IQTwwHkFEEaNJCOTnAaJyeQQQRYIoRuQGOQRUUBEQMMCyQATCJSIiyCE3eKAgohGVSxARQZFEg1HjHfUnMSLGI0psh/ns7OzMdM10z3u77pv/dqfurjfdXV1dVWb//v37yeLzwoNQ5/f2BJh0CXSbA0dWsUPz0w8KaE28GPr/OZrusgHQZoId3orKQ3nQKt+hN64JDHrKHm2X0sN5cPkBHvapR1Msk20HHHk2DH/eXO3Ni6BBB4fOHxvCHzaZ04xDa/510Pkuh+fz98PZre3w91J5OB8uz9PTXT4Urhith/NDzOoKPebq8aQOu7gftJ+cIQd8cxucfJZe+DQg8s6E/O0FlL/9Bsr+xA4nl9bq8dB8YDDN/LMh78CPKK82/F9TuOpPdvgrKjtWQO3LZPT+1ARuMfhKjqoLw56L5jX+Qhj4pF6e+27R28HqF/C28+DWjXrB/BCvPwu/qB8fT2H4lfxqHxx8WDJaYVhffwGTmsHgDYUhvvgMXtsAZ7Rw/r9pPjTsbJe3orb4JvjodbjpkXDaL62CX50Lhx5pzv+1jXD0SXBMNXNaOgpWHVAx+3A37N0Dv6ynY13wPq8W5L8oh1eQ83pBlxlFcbxfo3gUw6GDaHq/NJOaw82rHfxdT8CpF9niXEBHOWH724PppqGz4jTmfBji+9G5Eqy5A5reEK7nnVdCnwf0drDugC7L0fVg6Ba9AEkgRnw/1Y/YFoy57UE4y+Km5genWgOnNi3gN7kF9Fvl/O2fjkbWg+Ep6R2k8bxrocv0JFaU4Uy9AvouLwqrm+3mXgNd79HzSM0BFeuZnaHnfL0QCuKTt/Wf/M/3wBvPwemXhNOc3hauXSrjKYVyaW6aBw27OFg7H4Xq50GFI6RUksM9PhGa9S+Mv3QAtLW429ZJ9+SdcGEfHVT896k6oCvOylHQcli0cMNrwciIaXhcYxj0NIy9AAavD6bl34zEN0c4xvDaMHKH835EHRjxQlFY10F101NcuZ6cChf2LcBKS8/tD8OZl4dLN/IcGL614P1zS6Buu6Lws7tD99kyLTPigEoUnYPteQeOPjFY6NsvjV6Au1ivrIOav4X3X4Hja8oMoINStJRjtR7rQC7oA53uDMYaWReGPwd/ngwX99NRTvZ+yxKoFzDoyagVYI1uAEM366mozY676fI7pIsdZxbKmAMq4Z6eBo2vj1DyO+Cg8PfPzIVzu+qNpILRNz+mh5NAuLQkMS0JvbgwG2bD+d1h4iXQ35JOfhl2PwPVz40n2Zop0PTGeDhB0Bl1QFeAO6+APgELW+80FyTsqPow7NlgpdPaCSpuKraXf2D6DTP5zscKr02960WTYXrkj/DqOhi4xoRKMK40sB3G+e72cEFPZ9Zxn7g/1Kw4oBL2tvPhVt8W/42tcMo5yQy9dSmc07YA91/vw1HHJ6PlYqljuN3rC9MNo+hfF5oGhBWfd3ZClRpQrryZHkHYul2slKM/CnB7C7jpQIRAQkPrgHN6wD9CQh4SBgqmbDkod3BRaHUK3WsRVDpZT+nl1XBacz2cC6G+Wioe13qcHMcLKYniSyjv3ujsluM+E5tB/8fjYunhX3kaqtSEu9uGb+b0VOxBaB3QhNVb2+GkM/UUvEHLsBhf2M7zh69pwAmMOr0ofygkCVfExVFfqhNPL6qne2Y6uj4MDVk6BFnH1vTtp23r3N1Pd+/HULESrBwNLYfqx9sLkZoDSs8LXWGevgsaXwe6UECQev4whQvjGmb/d/DOy1DtjGjjvP0SVD0VDiobz4hha0TvNLxjJdRuGU138wJo0Ckebym0msm6zXKgv/jUzpGdy9vdDY9rBIPW6iXyxjVTccBnF0H9A5kpenEKQ2x/CM5sVfh/b++AarXjUioa+hnbCOq2CaazcQ5UDfiKSbju/xbKlC0Y4CicCRdDHZ9+Cv6Tt+CzjyXcwmFUMkij3oXfP3ArXHlb4f9JNlVxJJGevweFZ6w6YFSMLI5C/nPEqBhi1GJfnUtXrl6Yc9SZahwZXdh9n8Bhx4RjBn2dJRknSWTx44Q52n/+DYf81AaHAhpP3w2Nfc7v5RCWImfNAdUaTa2DugvyyXSqv/aMk9nhPl9/CeUrBGNJc9P82AtvgI536CTRv9cF2MN2myoD6IjKUOkUPY8kENKYaRLaQTiTfwf9Hi365h8vQPlD4PjfBHMydsCv9oI6gah1Kby6Fmo0sqWSQ2fvR1Dx2OQ0o46tojY2Uo4f7IYqvq+sFFfBjTkPhiRIYQvjoTs1UrFWtRb8+ffHiWk/ks2XkQPG3WjEUXj+9dB5WvQR3h2XwQ0rHKphu2f3eC6M97blUKtFOrE2l6c/RumXRZq6pLOfe14eBff3LfD4eOjzoI6a/H1QFGBmB+i5SE8jsQN6c+AUG9trq52r4fTm8OHfofIvgxVZ1Bc6TAUbKUnjm8Y/bZAu5sPOTP1aJU1iUKcwp9SFw4/WD3gaEFNawo0rHcqrboMWt8q5xHbAsKzfOGnjcvGiIZcNgjaCQLP0mC7N81apzsNqwaiYyblS2t5ZIuqHLaXnh0sieywHlP7ikyrgx4viFyclSTcF+vluWQz12tvSwqGjWwp4ucX9ikgl9cZYbS2f/v8t+NlJkPTrLXbAqKMp7ydYagwJ3EdvwLEBu8Qti6BewjijhK+CiePgEppJfrzSdZSEf1oweXUgPyA3UspP64D39oKrA+5eeBmokMYnb8KNEZdmpAJFwU1uDv0O3L2ISy/J4XvcI7m4MkngJTtJEZ2AfL+/roWf105+KjK3B3Q9cLoikSEIJtIBpWsnRfjdXc4xlq3Hn7JlOmWEHdfZkldCJygwLsGzAbN+ppM65X3cGKbkI+PFU6c2FSrCYRY2PaEO6M7tOuVndHAyWmw/b+2Ak2rD9hXOhSCVWFDSH13QOtP6eU9xJNcmlHx3tYHrltmTVDsF61jNuhp63OtAzegIvRbqMOTvbQSKvdxs5OjJpS8K6SZHmNBIgjv2tzB4XTDml59DhcML3s3pBieH5GRuX2meY+kmRLgcjR3Qq9Zrm+BXDZOYqDDO7K5wcEU7R2Xm0pR8Ciqr+tI/BOsRtDnK5JfayAHn94bOdxdWTBp0DRtWk0yaku8qmdfg3Zeh6mlF+Zqm60s1MXLAoEvLYxpBqzyo4bknIBUmyWmElHZphQtLEpDaI87dbilNL5yRAwYx9AZRoz79hXD3g0oGrVYriQo5nCgLLL0Z2k6KtpFurT2qHgxLqdpDYgd88Fb4vS/RMUhNXYmGZQOhzXiwXScw55ZyC/hv9AVhqiSGikcXza+UcwmGTOyAEy+C/k8EE/UnKqiQjiq98euIyzlp3VcwNVAOv7AFkgT0o2yY2AHDiKo6gc8vhasC6paYblByzpCeBdyqDhIOttLHFK9EDhhULMcreNSvRIVYwrKmTeoESgyXgwm3QJKbeDZKkCRywKi6ca6KKlm0+ZDwOoFBqfRJ6gTmnCq7FjCNGSZyQInK7jXAqDqBSTJEJLxzMMksMOYCGBJSeSyKokn6WGwH3DwfGsQsQxsVS1o7Axr1KlBPUicwmXlzWDoLPDYBLhmgg7L7PrYDxmE/tzt09dSJizrwnnIZ3LhCX8bN5R9VJzCOjDnYeBawfaU0VQcMypyIWjMop+q5MLxOYDxT5aCjLPDQMGg1Kr6NbBdiT9UBw9SLqhOoKlJ98BeoeWG4cTJ95zX+MJUcjNndoPuc7MmbugPeNyA4JqhUjqoTWK5ceAObqDqB2TNlyeUcJwaotJREQaTWSN0B/acifsFs1wmUKp6DK2yBv210isSrC0a65/HJ0MxSCWKxA5bUOoE6Y+beF7ZA0lBMmB111z/FDmgyUJmqE2giYw63wAJTW0Hfh6ItImncKLFp6g4Y9zKRSZ1AicI5GLkFnpoGTUKKygeVffNTllxtTdUBTbKbbdYJlJs8B+m3gMlRm6T6fioOmI06gTnXSc8CK/LhsoA2sZKpWieVdQfMVp1AnaKl5b26eWf6hF2BndsTenuu4EYVhZLmd1pzwOJeJ9B0UEoD/nffwnt/CS647uov7YIkbdptxQHHN4GBBk2SowZXUifQix/VSbM0OFFSHZf2h7YTZdgqYUT1ZD78GLinC1wzT4YXBGXsgMWhTqCrmI06gclNWXIx7x9c0AsvjhZzusM3XxUtRhBWD9qqA4a1FCjOdQLjGLc0wNooQ7dqDLQYUthacVq7JvoCZjqR1FadwNLgVFIdVYxONfYOq5ggpaPgkqTzu/RjO2BpqxMYZyBKCmxUgkgSHR7Kg1b5Dua4JjAoxn5A7ICSEl4loU5gEgP/WHDmXwed73K0ke5S4+ouLemxfChcMVp4K+7HVCcwrkF/LPD+MbTVjNG1T5y1v7dKmfYLmKsTWLJd8IvP4LUNBV3O09JGdUn46PXozvaq27pqQHTokQVSaB1QKnBJqhMo1amkw4Wtx3Y94bSytf1EteoIm0WtOaBXmVydQNtDG59eVOPokfVgeErFhoIkjYrPWnHAXJ3A+A6SFoZJSMREpqBqGZIi71YcMFcn0GTo7OGqPnAjd0TTcx00aV+PMOr+IvCSXEBFy4oDBgmVqxNoz7EklKTHae4FJBt1XcLk2rIE6rWTSG3BAW3XCZSJnYMqThbYMBvO7w5JWp0ZfwHj1AlUWRQqrBNVJ7A4GfbHJou/EKWt9aKqhPvquvjNHlOdghXxsCOfXJ3A7Li2vxSvjbYVqlVrlRrJ290afQF1dQKjzBxVJzA7w1N6ue7eCNUjqteGWWZiM+j/uJndjBxQckNe11knqE6gmUo57CALBDWVVnCu/eP2pLM1fRs5oGSo3TqBUbBuutXLq+G05hKqOZi4FghLafNOwztWQu2W0ZTD8kDjyuPCJ3bAJHUCo4Rcfw+s/b7pzQiD1p9JjVAa8PwtuaJ0nnAx1GlVFEI1KfzM8NLTyWdBo94FtBM7oG7QvFtyf53AKFy3TqCOfu693ALepoRBWEGdRG3XAQyTNjUHVAzdzke6daBXuLd3wKKbkpWKlQ9J6YLUXS4PKyqvisYfURkqBTQNt2XBVB1QCfnfr+HFVXDWFTKR3bXKvz+E91WdwMYyvBxUuAU+2A1Vqie30JjzYMjG5PhRmKk7oMtc9yt04f77JZSrUCCy9IJzOuYpOVS96XBJpN66FM5pG45pszeIl0vGHFBd36z8C+gwVW+evR9Cxcp6uByE3gLSC2TSwwHbSQwZc0CvqaISFxXcsFow6sVo46ods3c3pR+KkgMRJ73dq9W9veFqX/vcNLSWjI+Ub1YcUAmXVwfyQ0IuH+7WN8WLc/lZaoziBKfrYBkka1BaXBydXlkHNYVtdk16g2RlCg4yxPMPOIHPcuXjmCn7sJkKUSy6ATrckTl9pdO1V6KZHaCnp2BRXGmz9gX0Cjr+Ihjo67wZldBoq7VrcWlVoBu0JTdDO03PX5eGNC9QxzPO+7jHeIm/gGona/KUAcofFkzh6/9A/vaCd7s3QPXzg2HjXBOVyJvtVgUSGaUZxqalcyXLH4m8UpiMfQGntYbr79eLpQLR1Wrr4WxDZLNVgVSXrffB2VdCmYOkGOFwk1tAv1VF30vDZeYSOBQy4oBu3Wep0G5d6aAvXZotXbPVqkBqFxduwkUwIKRZuIKR9HwLi0SoApcVK8WVKDl8qg4YVOdZKqqqL122bNHgaJKFspSnC5fpVgVx5VPwUVOtbfmTyCfFSc0BJTe0pEJmA05S/9h0vWWq1/5vYdtyOLt1PErT28G1S+LhpAWdigOumwkn/MYpw2D6eDOns9HKNROtCkxtNOJMGOHZwCl6G+fCeV2DKZse25nK68W36oCqS/oNK2yK51x2qXEgOGozAh9HSpOFuaRVgVSWqLYXmxdCg44FlOJuqqQy2Iaz5oBjG8HgtY54C66HTtNsiwp73oOjT9DTTWOKSbNVgU6jZ+bBuV10UM57HWymjutk0lrYBf91DZxYq/DOaedqON1iar3asbWbCGXKRqv16Fj43WAoaa0KorTSNXsMwnVx/NcwFWxaWS1Sh/PDGX0BM5UqpQ7nHx4B+RFlJ0ymSa9RstGqIGjwvv0G/vk3OOHUZEP73i6ngn1xv+KQ2AFV05KuM4sa54EhcOWYZEaLwnpzG6j7BEGPyfVQL704R142WxX4dYrbX09q7fsGwVXjpNCZgYvtgLqzxnm9oUsGUoKUeaa3gWuX2TGUTq8wLjZaFXhpT7oEus2BI6vY0Ut1oHdpZTtsFKRRLAfMRBA4SMgpl8KNjxR+M7ohDN1kPkjPLYa67c3omLYqUNw3L4IGHRw5bKaa2aRlZqVgbLEDSi4iu5ePTPPS/KK+uwuqHlgLvbkVDjkCjqthbo7i0qrAn2ig1n9lf2Kun6Lg0lo9HpoP1NPM9EdG7IB60eHeHnD1LHhrB5yUQkLBqPow7FmJJHqYZQOgzQQ9nBQiaasCf7Hwr/Y5bbBsPl9/AZOaweAN0VQ3zYeGnW1y1tOy6oB6dvEhZnR0WkHN7AQ9F8TH92MUl1YF83o5oSvVqsD72E41U7R1NJOEesxHwqFgzQHVYrzb7AKxZnWFHnPNxVzYBzreaU4naCCWDYQ24+3QVlSkdzlUQ8VDfwq3BDR02fag08HI5rNrDZzaNJhiWjtuqfzWHNC/I1W3p1Q3xfoHFtZSgbxw0ptaOtrFpVXB53uc8iNNrivcqsArv7Qdqk5nHc2djzoVsSocEYeSfVhrDhgm2uSrX2fV5uks2jCA4447TqyB9wxYjBQAGFYDL9OtCsY1hi/3Qt7z4dpIs55N7KFwk1x4MuUZhm/FAcMKUbqDv2/fPsY1dFbW31XYw7uVpnLvIwE94AFVbdNGAz3FKyzrV73LZKuC2y+Fo6pCl+nRw+jeSnv/FTi+pp0h99Na0Ac6WVrS2JDQigNObg79VhcVZ8UIuGyE8/8pY+bxybKiJ+qflt1BtXZPMWDAAOZeA13vMVdLEjIy51KUQtJWBX5KKhh982N2JHRpLe4H7SfboWmTihUHlAg0depUPp7dtwjolwf9k2PbL/zBAW08kkTY4taqQOmt26ma2CbTsb04sho7oO6C8pSW0GNJ4Sn4zSrDmLNwmvV4l/Q4rbi1KlAD5q/N8q/34ajj4wxlUVh1DLd7fXTNFzMO5tjGDujNAwwSZ97Q11n+wCPMWNe2yCYkKJPXXKXsUDBpVRAksfpqqX5urRMmD9juhpmWVY0d0FSwOBkoprwUfnFsVRBUn0+dXpQ/FCTtrvx2SYJjw7ZJaBg54PoZcEEvPdu7O0BvTfkG1ey6YwbKUBTHVgVBFUqVVd0rkvu/g3dehmpnRNv67ZecM/ODNIm7+hHLHISRA0pLMqjEyGvm6ZXKZnwqm60KwizjT7JVy526bYKhN86BqqfrbRwF0W2WGX4SbCMHTMJQh/PCCjitqTP92H6KY6uCqGYxQWUydKXtbNssbXoZc8AF10InTSDWq2waZ5TFsVVB0j4pmVqy/GgcMEmOYFiAO6lRimurgih9oo7nsrlkSToGfryMfQFNBPZmCyelUxxbFUjuUeuKRqrKCLValLwai+44ZtQBpa1dkzpZFJ7u1lw2WhUs6iurmS2xh9sSQwJbnGAy6oC6qk5pGqY4tyrQ6S09pkvSr1fHO+33GXXAtJUxpZ+tVgU6uXVy+fG3LIZ6hhetdDLZel8qHFB6GC9NgLXdqsDWYHrpZCq30FT2UuGApkYKws90oaSwNWqUbiXhSC7ngL4R1O06veC6TCCbjh92XGeTRzZo5RzQZ3XpdO1FM21VkI2BLy48cw5oaSSk5+Im7KKO7UzoZhM354AB1s90q4JsOkC2ef8P19aGIOR2XkwAAAAASUVORK5CYII=</thumbnail><scenes select="1"><scene name="Pinwheel Program Lab"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pinWheel %&apos;branches&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n" initial="1"></input></inputs><script><block s="doRepeat"><block var="branches"/><script><block s="down"></block><block s="forward"><l>50</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="branches"/></block></block></script></block><block s="up"></block></script></block-definition></blocks><primitives></primitives><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="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" id="27"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="28"></list></costumes><sounds><list struct="atomic" id="29"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><watcher scope="Sprite" s="xPosition" style="normal" x="10" y="10" color="74,108,212" hidden="true"/><watcher scope="Sprite" s="yPosition" style="normal" x="10" y="31.00000199999998" color="74,108,212" hidden="true"/><sprite name="Sprite" idx="1" x="-136" y="-123" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="125,47,255,1" pen="tip" id="36"><costumes><list struct="atomic" id="37"></list></costumes><sounds><list struct="atomic" id="38"></list></sounds><blocks></blocks><variables></variables><scripts><script x="479" y="63.33333333333334"><block s="receiveGo"></block><block s="clear"></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>-10</l><l>-148</l></block><block s="setColor"><color>125,47,255,1</color></block><custom-block s="pinWheel %n"><l>10</l></custom-block><block s="gotoXY"><l>103</l><l>-140</l></block><custom-block s="pinWheel %n"><l>10</l></custom-block><block s="gotoXY"><l>179</l><l>-31</l></block><custom-block s="pinWheel %n"><l>10</l></custom-block><block s="gotoXY"><l>177</l><l>97</l></block><custom-block s="pinWheel %n"><l>10</l></custom-block><block s="gotoXY"><l>56</l><l>134</l></block><custom-block s="pinWheel %n"><l>10</l></custom-block><block s="gotoXY"><l>-41</l><l>133</l></block><custom-block s="pinWheel %n"><l>10</l></custom-block><block s="gotoXY"><l>-144</l><l>81</l></block><custom-block s="pinWheel %n"><l>10</l></custom-block><block s="gotoXY"><l>-138</l><l>-15</l></block><custom-block s="pinWheel %n"><l>10</l></custom-block><block s="gotoXY"><l>-136</l><l>-123</l></block><custom-block s="pinWheel %n"><l>10</l></custom-block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Pinwheel Program Lab" app="Snap! 10.5.1, https://snap.berkeley.edu" version="2"></media></snapdata>