<snapdata remixID="12871621"><project name="L03 Pinwheel" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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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>.1</l></block><block s="forward"><block s="reportVariadicProduct"><list><l>-1</l><block s="reportMonadic"><l><option>abs</option></l><block var="backup"/></block></list></block></block><block s="doWait"><l>.1</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"/><block var="length"/></custom-block></script></block-definition><block-definition s="polygon, number of sides: %&apos;sides&apos; side 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><block s="doRepeat"><block var="sides"/><script><block s="forward"><block var="length"/></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="sides"/></block></block></script></block></script></block-definition><block-definition s="nest squares: number of squares %&apos;number of squares&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doFor"><l>i</l><l>1</l><block var="number of squares"/><script><custom-block s="polygon, number of sides: %s side length: %s"><l>4</l><block s="reportVariadicProduct"><list><block var="i"/><l>10</l></list></block></custom-block></script></block></script></block-definition><block-definition s="nest polygons: number of polygons: %&apos;number of polygons&apos; sides: %&apos;sides&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doFor"><l>i</l><l>1</l><block var="number of polygons"/><script><custom-block s="polygon, number of sides: %s side length: %s"><block var="sides"/><block s="reportVariadicProduct"><list><block var="i"/><l>10</l></list></block></custom-block></script></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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rraxzVH/rLgxPOaDAao6QfJ6Y549oXDuvGn58nDTMy5noG0J0ecJ1bvivgKe5dZH9fjG2iwv7hlTDPlKgffSw/Bil1WjNtLcI7c3CexIV9mRSo0holGwN+ZHEMpyIhpHQMMVcr0UalKKQFqpjYkUkvDXjvRfxvf9DC1GBifPC0kNCPcy0hcULee4mkU3eK3rvlT6T3kCkNhDz28J6vYi8RczrSELriGhNvq5nDYX4zQ0jxq6e+8L9G/p7n3AdBCAAgVoQqP4ADk+5jlXobCubNsoFakei3xThSxKu06/fK6caT9hXVM9sJmoV5vm6vmd+66tLvJComq+2sPkexTJPiPcJEc9pcdO/rOTkvrX/0WN69IhxIeJ9CnkZq1R+NJMaQ6L2zouMJuY9mfSeFOI9RLxHLNJIER6pSA8nUsOIZDgT12uSBibx3nBXx8KKeOureO8lPOmtAU8sujfghfLE1MMkW4RoCxNvEi/kWbpVgR9rWZm+ppIG6AUBCEBgIAJVH8C2EVtIRCdabvrAgSxsd9faRmwzsb7Jymau3N11i4xpIzdR92wimsPE386rwvxZKzqz5ZqHH3WSRvQ8Jp4nRN9b5zqXz/UCaxB8LaLDR+YPGjuWCjJ2U09orKKeMcw8hjXtTaxGk9Bemgp7KVGjhGRPxeqxuNuRGgRLxxIgAIFBKlD1Aey9UUqxfMRyM4eW4x7Y4diviWUfy3Xevbt6KcO8TIjmEPFDedbzL8lm/laO/pWocaMxaVw91V9PJMeQ6MutXOdPKtEXPSAAAQhAoP8Cuwzg1Pgp0+KrOh/pfyl/rrTDsQdJyYFW1vlQqR2SkegMFr5FC723Nee8uLN6thG9mIhnE8mv6ljNuzjr7wMgSl3T7v8R0TxNSM8j4mclr+ckXs+s8rMfakMAAhCAQP8FdhrAtmF+l4g+ZbnO2P6X8ufKZDjaQYr3SGSdj5fawTZM7yM6D8VzztnvrJWKxM4REe/3vC8z8fxK/w611LXtbrxtmN5JXBeQyBwrN7B3fPs5L9SGAAQgMJQFdvkK2DbMjUp0KujTnJJh82lW1G1lnVgpN8qOmI+QpiOtnNO4Y51kJDadRXs/al7nBW/cTXeU0qdax6Yi5seE6HrStLEQostnrXD+VK1zxbwgAAEIDAWBXQZw74PpNZ1n5Zyyfv52oKh2xPwdCS2zXOdTAx27/fqFkanRguSdQqHwqVmrnnzY+7/bTbFPku4N3gYSnm/l0kPi96TJiNnKQvOE6euJrD/PPC72PmEcBCAAgaEksNs3YaUisXUihXsst/OioFBsw3yBRJZaucxZxc7BjphZ0fKXRC7T3NZoTuIQz2YtTUIyP5HL3FVs3Vod9639o+/q6VHzhGViiNWclmxHZ62uBfOGAAQgUKsCuw1gu8mcS5rmWK4zIqgFpozYP7TI4kTOubCYObRFzEUhLWdqoSnbj40kkfn4XShRMhz7PLNcz8QP5NWGy2eteMY7CQtfEIAABCBQAYE+P4aUNMw3WOSJUl6BlrKO3levBb4zsTJ9+UDr3GQ0TwiRvMoiS4lpgjDNT2RLOzZyoHOo9uvnjfvEnsMbRlzvfdaaSC633MyPqn3OmB8EIACBwSDQZwAvjJiJgtB8y3UagliwbZhviHBbIpf+5kD725GoS6LGC8tV6/YeM3/uC/dvGWiNoXJ9yog1C8k8InlJiOckXGfZUFk71gkBCEAgCIE+A9iblB0xV7Cm5+I559RKT9L76JCQXJFwM98aSG87HJ1KzN/Kj1DHXfJKx/KBjB3K19qGOZeIek//slynfShbYO0QgAAE/BToXwA3TjlXVOi2EeE1e85YutQ7SL9iXykjtlEof77lPnnPQJrahvkHYvqGlXXuG8g4XEuUMswPbX01zKogfPmsXPq3cIEABCAAgfIK9CuAvZYpw/y7MP2z1M/jDnT6tmFu1lp9qnVlx+P9HWsbsa8TyUGW63yuv2Nw3X8LtBvRi7R3rrRQMpFzvgYjCEAAAhAon0C/A3jB+Mmn1IVCP9kyTB946T87XyvfFHZfyTbMvCj1icSKjt/0p6cdnny4cOgpxfWHxrOPr+jPGFyza4FbmqZEtmj1IjENVwW+Bk8Ywm6BAAQgUB6Bfgew1y4Zjv6ZFL9djmMh+zt92zA1KT7EWpF+uT9jUoaZFuKHLDd9c3+uxzV9C6TC0WOE1aPMMoKEX94yrPDJSv4jrO8Z4goIQAACtScwsAA2ph7NlP9FT13hiEuXPbm0EstNGqbs3ZAfc24/nr+bNMyZTHyy5aabKzG3odQjZZg/KjD9KUT0aRH+IJH+nuVmzh9KBlgrBCAAgXIKDCiAt74KNp8T5vpWN/3Bck5kZ7Xuo+kNOWPtZst1+pyn95nfOtIvadHHtOY6f+f33IZa/bbwlA8rVk/s1ZDff/2Whi+TFL4hit8WUeck3I70UPPAeiEAAQiUKtBnsL2zQbsx7dACdb9IpJr9/ov3znGfDq9teDsbdx3V10KThnkPkbyccDNX9XUtvl+cQMowvyvUey731V4FO2wuJqZmYnrUyjrTiquKURCAAASGpsCAA3jrq+DoU8LU2OpmDvGTLbnfMe/nuuG/t9x0aHd9kkb0NCa6wnIzvr8q93O91V47aUw+hCn0uxDL/jOzmdXefL3nRmulvsNMI4h5jpVN31rt68D8IAABCFSDQFEBfMP45v0aQnqlkDoj4Xbc69dCUo2x4ygk6Xh216dwpQ4+YZh05V9SIhe05JzFfs0FdbcKJA2znYm7LDc9Z0eTdqP5+5r0F0j4uXgufRQTaZhBAAIQgMCuBYoK4G0/fvwZs7w37mYm+gXc1mR+OiR0dzy764dB2JFokoQbLNcJ7IlNfq2/Gutu+137a0I08Z3HVX7LmHxID4V+KsQTQ1JYEPSzpKvRD3OCAAQgsF2g6ADuDWHD7CHmFr9+7Ng2ofmLoXzBjucye+7sltmR6GQSvos31b8nvubxt3FbKyOQNKLXM6k9LDc9c+f3pflaJn0pCS+XQs+p1qolf67MzNAFAhCAQO0IlBjAsXuZ9LFxNxP2Y8kLIrFL6oS+EnfT++z8L3rzWdLcbuXSd/rRHzV3LrCg6fh9Qrrwmhb6SGvOeXFXTnbEfIaFPioidwf1NC3cQwhAAALVKlBSAHuLShrmZhY118p1XFfuRSaboldTgS9I5Jzx76xtR8yvENGHrKzzv+Xui3p9C9iR6NdE6F0JN3Pu7q62m2JfYtE3iuYtqk59uWV5x0N9V8cVEIAABAa/QMkBbBux24jkVMt1xpabqy0STbLwpxOus/+OtRc2Hv/evCo8r0L60PjyzlfK3Rf1+hbw3vymu3qWsahPWrmOPg9lSUXMh0XoZGJyKn2eeN+rwRUQgAAEKi9QcgB7U7YNc6MSnSr3m25sw/wuER1juc67d6SxDfNRYum0spkFlSdDx+0CdiQ2i7X+WDyX+Wx/VLb+zl79QEjGEPNViWz6pv6MwzUQgAAEBqNAWQI4GTHbWNOXrJyz0zdLFQuXDMfuY5JDrZzz/u01kmHzfGb+vOWmjyu2LsaVT8A2zH/0noaV6/h5f6u2h2O3aJLzNfOfRzf0TOrPMaP9rY3rIAABCNSKQFkC2FtsKhJdJyL3WG5n2T4OZIfNnxHxOCuX/qjXY9vnj1/SLCe2ZjPP1AryYJ6nHYldQFqmWTnnxIGs87vjTjbW12/sIOZDQiw3t2QziYGMx7UQgAAEal2gbAFsN5lzSdMcy931Z3YHimWHzSWiSBJZZ7I3NmlEbyeiVQk3c/lAa+F6/wTsiPknVdCzW1Z29vuZzf/+iUbsSmb9VSZ6nZhPj2edX/s3U1SGAAQgUD0CZQvg3lfBRux1Eb24XB85scPms8T0uuU6J7UZ0U8p4uss13lP9fBhJp6AHY6dRUrOs7LOpGJFvH9sEctxJOrHVi49vdg6GAcBCECgVgTKGsBtETOhhOZb7q6PjhwIjB2O/UlY/yXhZk63DfMlRTy7xU3/dCA1cG1lBOyw+WtWcmM8m/lxsR1TRuwMImoXEhZhK5FL31VsLYyDAAQgUO0CZQ3g3ldDRmw5KVlqrXA+VeriU0bsZU30FBOtJpJxluucV2pNjPdHIBU2Py2KLreyzkdK7WAbpne++HQSetrKOceWWg/jIQABCFSjQPkDuDF6tij1vRHhNXvOWLq0q5RF20Z0OTP9UoRN1vXvia98/I1S6mGsvwIpI5YR1j+wspk7Su2UnHDckVRo8N4F30havmmtzFxTak2MhwAEIFBNAmUP4K2vgs2/C9OriaxjlrLYVNhcJUybSPgaK5e+rZRaGOu/QHvYPF4zLbBc573l6tYeMRdooRYS/lvdSJ568Ssdy8tVG3UgAAEIBCngSwB7z4iVED/cM0wOvPSfna8Vu0DbMLuY+B9xN/3/iq2BcZUVsA3zESF5POFmvlWuzt895OQ9N2zoekqEPxBiua0l68woV23UgQAEIBCUgC8B7C0mGY7+mRS/ncg6Hy92cclI7AXW+k4rlyn7OdPFzgnjdi+wIBw9JsR8p+U6ZX9Mpfcmv5CWa0Tx272Hf7gdadwPCEAAArUq4F8AG5OOZqr7RU9d4YhLlz3Z51nBOwNMGtE/1+m602auXPyXWgUeivNOGuaPmOi3luvc6Mf67bC5mJiaielRK+tM86MHakIAAhDwW8C3APYm7n2Ol5kb4m76g8UsxDvmUBVUtGVVxz+LGY8xwQi0had8mFkt1mrj/rNWPNPtxywWjJ98SkiFFhHTCGGencimF/nRBzUhAAEI+CXgawC3G9MOLVD3i5r4+FluumOgi0ga5qphBfW+C1d1vD7Qsbg+WIFtD9JYZrnO1X7OJBU27xCms0j4uXgufRQTaT/7oTYEIACBcgn4GsDbXgUvYaZw3HUOGeikbcNcX9eTD1/8xpINAx2L64MVSBqTDyGq+yPV9UQTy5Y87edsvH/oaep+WIgnkhQWJHKdV/jZD7UhAAEIlEPA9wBeZEwbt4m6X68jdcbFbod3wEK/v2wjVoi76Tomkn4PwoVVI2AbZl6I/pBwncMrMan2SPO1mvRlIrRsuJZTLliZeaESfdEDAhCAQDECvgewN6mUYT4qJO+z3MwB/Z3kXGPayDHU/ablOiP7OwbXVZdAMtzcw6zrmOmoSj5kwY6Yz5DQR0nk7nKdS15dspgNBCAwGAQqEsAelG2YPYq5pSWbvrU/cDcak8bVU91LluuM68/1uKa6BBYdfnj9ptw+G4jld6R5DyuXfl8lZ5hsMs9XIjeI5i2qoL7c8nrHQ5Xsj14QgAAE+hKoYABPuZeJj427mXBfk/K+f2N4ygH1rH5uuU6/XzX3py6uqYxA28RJo9WWun+q+hEf1j3dr2hN01pXOj+rTPd/d0lFzIeF6GQicqysE6t0f/SDAAQgsCuBigWwN4FUxNwkWl1t5Tr6PFijLWy+RzE9iMcP1ubmbZ8QM3RBnrNcJ5KMRDNK1P5xN/0/QazmpsjkaJ2EvPOpR2uW/2vNZhYEMQ/0hAAEILCjQEUD2DZitxHJqZbrjO3rNiwIx44Isb7VcjNH9HUtvl99AnZT7H9Iy88s13l36uAT9pKu/FoSOsfKpe8MarapcOxWIfmSZv7z6IaeSee+umRdUHNBXwhAAAIVDWCP2zbMjaK5PbEyffnu+JPh5mOZ9bWWi8fR1eI2TUWO/4BI/g7LzfQewtL7o2CRD1tuZkKQ67ll7EmRzQ3di4n5EGa52cpmEkHOB70hAIGhK1DxAE5GzAWs6Xwr5+y5O3Y7HJ1KzJblOicM3dtTuyu3jSkfJwrdYLnpT2xfRSpibiFRl8bdjlTQK1sYjl1ZYP1VInqdmU+v5Lu0g147+kMAAtUhUPEA3vpqKLpOa/lhItd54a4YkmHzM6TozETW+Ux1UGEWAxFIGVFTiOdY7r/f+JRqar5LCrrZyjn7DaSWn9cmw9GniPlYFv6xlUtP97MXakMAAhDYUSCQALabzKtI0+WW64zY1e2wI7GziCRmZZ0v4JbVnoBtmKcQ0bmW63z1r9GOAAAgAElEQVRqx9mnDLObNF8XX5n+erWsyjYmn8lUlxISFmErkUvfVS1zwzwgAIHBKxBIAHucSSP2OotevKuDEuxI7ALR9MFELn3B4OUfvCtLGbEzNMm0hOucueMq28OxW7SS062sM6baVm8bsXuJ6RQrmx5ebXPDfCAAgcEnEFgA2+GYRSw3WK7TsDNWOxKdRVpFrFz6ksHHPvhXZIdjXyLWH7XczPnvXG0qHF1PihbFs5lLq00iOWHqkYnlTzxXbfPCfCAAgcEnEFgAe5S2EVtOSpZaK/7zx5Te91IR86ta07BEzvna4GMf/CtKGdG4JnVQwk1b71ztgkZzvlJ0UcJ19hj8ElghBCAAgZ0LBBvAjdGzRanvrRs9eu+5L9z/H088sg3zOkX0VovrXI+bV3sCdjh6BSm1p5VNX7mz2acMc42QPLCzV8i1t1rMGAIQgMDABQIN4K2vgs2/C9Oriaxj7jj9lBGzifQrcTcT+EdWBs6KEamweY1WtDmRda7dmUYyHLuSlfyflXXw+1ZsFwhAYEgKBB7AqfFTplFIPbxlmD7w0n92vrb9LvSemiX0ayuXvm1I3pkaX7QdNheIouWJrNO2q6Ukw+ZKYlmScDOn1/hyMX0IQAACAxYIPIB7XwWHzT+Rog1W1jlq+wqShnmPIn4k7qZ/OOBVYUDgAqlI7FbS+vfxXGbRLgPYiF7ExLblOvWBTxgTgAAEIFBhgaoI4JuNKR/Pk/ol1RWOsJY9udQzSBrmw0z0Pct1Hq6wCdqVQSAZid4Z0mpxSx+fqU0a5mtM9CfLdU4qQ1uUgAAEIFAzApw0zDdCXHdRS/aJ+4OctR02n2Xmhrib7j072DbMNJPMi7sZJ8h5oXdxAsmI+YDSdHc85zy4uwre54WJ6K682rDvrBXPrCmuG0ZBAAIQqD0BtsOxB4nlVGJ60so6U4Jawrcj0Xd3C/+1jvj4i910h23EfklUuMxyO38V1JzQt3iBpGE+wSJJK5d5oq8qtmH+lYRyVs6Z1Ne1+D4EIACBwSLQ+yPopGEeTUTe71zHaip8PeF2zgtigXbYXMJM4bjrHGIb0eeZ686OZxf/IYi5oGdpArZh/pxFvhLPZX7RVyU7PGkqcd3jeZZDLslm/tbX9fg+BCAAgcEg8B+/A04ZsXYiuVBEXhhZoNj5r2dWVXKRc41p48ZQ9+tM/DkhuZoUn2itSL9cyTmgV3kEkoa5lEV92cp19P5Ov68v24g9z0Kb47n0R/u6Ft+HAAQgMBgE/utNWIuMaeM2U3eGiN4rxLdabnpmJReaMsxHhfh9RFKnQnxky/K0W8n+6FUeAdswX1SkTm1xO17qT8XkhOOO5ELDs3kqfOIS/NqhP2S4BgIQqHGBXb4Lut2IztakrhKS1XWiPj8z1/HzSq3VNsweIurRDXmj9dUl6yrVF33KJ2Ab5mtCdEzCdZb1t6odMZ8hzXtYufT7+jsG10EAAhCoVYE+P4aUjEQzLDxFhB5K5JxTK7HQpBH9EQufNtxY2zBj6VIvjPFVYwK2Yb4ZYjlkZjazur9Tbz9g2oG6p/sVLuhT4qs6H+nvOFwHAQhAoBYF+gxgb1Ftkej/svAtijgkocIl1vLO2/1c7NzDpjeMfmvd35XQl+JuusPPXqjtj4BtmF0FtXHsrBXPdA+kgx0xHRKaaLnOwQMZh2shAAEI1JpAvwJ4+6KSTbF7lJbTheUZK5v5hJ+LbYtMOYeFz0q4maiffVC7/AJzidQYI9ZjuenQQKvfd9j0PXLr1r0VEjpnZi5950DH43oIQAACtSIwoADufTU8MfZBtVkeIEURYZmXWJG5yq/FpgzzORH+ppVL/8SvHqhbfoGb9520R76+Lme5zp7FVE9FzIdF+MOWm55QzHiMgQAEIFALAgMO4O2LSjWa80lJgohf2RSqP2n28sdfKfeCk5HYdBaZZbn/PiO63D1Qr/wCyf2i47mO/2C5TmOx1VMRcwuJujTuduBpWMUiYhwEIFDVAkUHsLeq+2h6w8rw2l8K04eJ6PuW65xX7tXaEXOJaL4t0ceZwuXui3rFC6TC0c9p5lTCdcYWWyUVjt4lzM2W6+xXbA2MgwAEIFDNAiUF8PaFLTSiF+eJr2OijaT5PGtl+rFyLdpuin2SCnK9lXPeX66aqOOvQMownxGiI0p9ylHKMLtF0fXWCudqf2eM6hCAAAQqL1CWAN4+7WQ49hiznCDCjydy6U+WaznJSPQx0vRwYjePtitXL9QpTcCORM8moa+JcGMi5+xRSrVkOHYLKzndyjpjSqmDsRCAAASqUaCsAewt0A5HpxLz7SI0qo7liplu5uZSF55qjB0nIfmelXUOKrUWxvsn0DZx0ujQlroXifgBIfmc5ZYenMlwdD0p/k4i68zyb+aoDAEIQKDyAmUP4O1LsA3zu0R0Dgv9bk0uf8xcWrKplOXZ4dj9SsmvWrJOWyl1MNY/ATtiLiJNGylEb0uBLkzknPGldks2xq4nJTMTbmmvpkudB8ZDAAIQKLeAbwHsTXT+hBMOGl7oeZRIDhLNtrXSuazYBbSHY0dolkfXjh6z/9wX7t9SbB2M80eg93f1Iu3DG9ce2r1yzHwS+kzCdfYvRzfbMNcIyYMJN/OlctRDDQhAAALVIOBrAP/r1XCTOVeELmdNWT2MP9P6avr5YhZvG7HvM8vf41nn2mLGY4x/AnbY/CMr+Xo8m/mxbcRuE5LjEq7zP+XomAzHrlRK/i+edYaXox5qQAACEKgGgYoE8L+COBL9JQsfpRX/KLEifeZAAVKN0cNE8a/r6zYdcNGyp9cOdDyu90cgFTavEcUTrWz6LK9Dyphyr5bQYYkyPlQhGY6uJKYlCTdzuj+rQFUIQAAClRWoaAB7S7Mbp5zLKnSTJimEWF/Uku28fyBLtg3Te1PX25brXDGQcbjWH4Ftvxp4sqD0obNWdGZ777FhPsrC+5bz2b5JI3oRE9ulfrTJHwVUhQAEIDBwgYoH8L9eDYdjDxLLqcLSmcj2/7znG8NTDqjn0D+Yew6IZ5esGPiSMaKcAkkj6j07+oGEm/nW9rqpiPmkaGIr50wqZy/biL3GJH+Ku85J5ayLWhCAAASCEAgsgL3FJo2pRxPl72HisYr01S1uZn5/EFKGOV+IhluuE+/P9bjGH4GkEY0z8YmW6xy/Ywc7HPsNs7xR7qBMGbEziOiuNTR8/Fz3kTf9WRWqQgACEKiMQKAB/K9Xw0ZsIZNcQER/2VxQsctWdby+u+XfaEwaV091y0IsH5yZzfytMlTosqPA1p9EqBc188dbs//5pjo7HPsjceFFy+08rdxqKcP8qwjlyv3qutzzRD0IQAACfQlURQB7k7xhfPN+w0I6TUTvFeJbLTc9c3eTtw1zLhFN8OP86b7Q8H3v97yxHxLJS5b738dEJg3zZSZ+ynLTZf/Y0M1GrDlPsngEyyFfxj++sBUhAIEaFqiaAN5u2G5EZ2tSVwnJaqK6MxPuE0/vzHdB01EjQnrUMiZqjrvO72v4HtTc1G2j+XQhPSfhOh/a2eSThrmMmB5IZJ1WPxZnG7HnSWSLlXM+4kd91IQABCBQCYGqC+B//Vg6YnaS0GQS/omVS396F3/RX8bU+9xY73eD+KqAwLZ/+LzExOfH3XTHTu9L2FzFIbrFWuF4P6Uo+1f7hElH6EL9c3VU+MTFbuevyt4ABSEAAQhUQKBqA9hbe3skNr0g8i1FHMrrwiWzVnbe/k6TlGG+qok+n3Cdnb5SroDhkGphG6b3fN6Q5ToX72rhKSO2hlmu8fPYUDtiPkOa97DK+FnjIXUjsVgIQCBwgaoO4O06yabYPUrL6ZroVwnXOXpHta2fD6Wplps5OXDNQT4BOxKLksgddT35Qy9+Y8mGXS03GTY3cF2oxVq++L/+wVQuovYDjj1QehpeoYI+Jb6q85Fy1UUdCEAAApUSqIkA9jDaJsY+qDbLA6IkwszeM2L/9ePNpGG+QEKtiZyzuFJwQ7FP0jCfUyLJeC5z9+7Wn4qY3dyjzmh5veMhP53siOmQ0ETLdQ72sw9qQwACEPBDoGYCePvi7UbzBlZiEfErm0L1J81e/vgr3jNoRegLCbf/B3r4gTmYa6Yi5ldJy/vjucxn+1pn0jB7lGYzvjL9VF/XlvL9uYdN32PMunVvkdZftFZm7iilFsZCAAIQqLRAzQWwBzSXJg3fJ1z3C2H6MBHf7n3cxXt1xsLftHLpn1QacbD3a28y36c1/1YX9HtaV2X+0dd6bSNWoELPB6xVS/7c17Wlft9uMh8izYdbbnpCqbUwHgIQgEAlBWoygLcDLTSiF+eFr2PFG4jke6TJtHLOxyoJOBR6JSPRx4g4nejns5hThqkLWzZHWt/8Ra4SPqmIuaWQp9mtq5xkJfqhBwQgAIFyCNR0AG8HSIVjjwnLCUK0hoStRC59VzlwUIMoGY7OYMVnWNn+n+tsG6asdY+un0tz85UwtMPRu4S5OeE6+1WiH3pAAAIQKIfAoAhgD8JujH2SQnQXiR4u1PuXMT6WVOIOuXnfSY35+roXRampiRUdv+lPuQVNR+2j9KjVCdep6N6yDbObFHlvzru6P/PENRCAAASCFqjoX5KVWGzKaP6ikL6eiO4Iu2Mu/yzdX6hE38HYwzZi3ycm18qmr+zv+uym2P+Qlr9arqP6O6Yc1yXDU24hxWckspnR5aiHGhCAAAT8Fhh0AeyBLWg6fp+Qzs8j4uNY6PJ4znnQb8jBVt8Ox04llmst13nvQNaWipgfE6GnLdepG8i4clxrh831oug7iawzqxz1UAMCEICAnwKDMoC3gyUj0ZOUqOtJZGko3zDn4jceW+kn5mCp3Tb+xHepuk0dLNIadwd2yIX3qwBR8pOE6wyrtEeyMXa9UjIz7jp7VLo3+kEAAhAYqMCgDuDtGKlI7Bta5GLFPCeeTS8aKNJQuX5hJDq2IGo2kcwm4jWWmx470LWnwpM+J1z/bctNjxro2HJcbxvmGiJ+0I8nMZVjfqgBAQhAYLvAkAhgb7GppikfoYKaR4q7NevLEysyf8Q22Cpw+8RJw9dvqZ8tXvAy/ZaFjxFFh1or0i8P1Mj7aJgwf6Ml6wTyu1g73HwFK31VPOsMH+jccT0EIACBSgoMmQDejtoWNhOK6Xpi+YaVzVxTSexq7GUb5qVENJuIHlWk5gvp3wjRA5brfLGY+baHza9opoTlOvsWM74cY5Lh6EpmecpyO08rRz3UgAAEIOCHwJALYA/xhvHNBzaEvHdKy0HEao6VTWf8wK3mmqmIeaFI74+anyVR861cx9KUYT5KJIfH3Uy42LmnGs35FKLPxbNOpNgapY7bujZKWa5TX2otjIcABCDgl8CQDODtmLZhnknE84jkJ8NpxOUz3Ee6/IKulrrJiPkFJez9uPlVFpkXz2V+4c2tPTz5eM2hJ7Smk1pXOj8rdr7t4dgtwnJ83HXeVWyNcoyzjdhrTPKnuOucVI56qAEBCECg3AJDOoC3vRoe1RAqzBPikxXxnLib/mG5kauhXjJsfoYVzyYtG4lkvpXLPLHjvJKRmEta/pjIOVNLma93KhWx+rDlpg8rpU6pY1NG7AwhuXs4jdhvhvvIm6XWw3gIQAAC5RYY8gG8HTRpRGOK2DvA42Ules7MXOdr5cYOop4djk4V4jmseKRomZ/IOQ+8cx62EbuNRE6zcs6epc7RezgCF2hCPOccXmqtUsenDPOvIpSzcv0/RrPUnhgPAQhAoL8CCOB3SKWM2P8JyRVMMifuZlL9hay265LhKccyq9lMPFGzzE9knR/sbI7tBzQfqHvk75o40ep2tJe6jqT3jF5NwxM55+hSa5U63jsUJJ51fl1qHYyHAAQg4IcAAngnqqnI8R8gKcwToQYRmZNYmXnOD3w/atrh5sOJtfdZ3o9o5vmtWeeW3fWxDfMFEu6ycukjyjGfZMT8FWtab+Wc48tRDzUgAAEIDFaB3QZwavyUaRIKXUMs3ULSzaQ2iOiNIea3hWQ9F9RbovgtJbJW68K6UIhWaxq1poHozcHwe7e2iHmhErqehNqtnPPVat4E7UbzoZq84KWTmHlePJu+qa/52k3mVaTpK8Np7egZ7tKyvAGtzYg9r4T+YeXSn+6rP74PAQhAYCgL7DaA7cbo2YrViUK0BxONEpKRRDJCmIcT8TAhGcZM9SJUz0x1IhRiIiVEyissRMREWog0MxVEKM9MPSLUw8SbiWQzi2wi4m4m7hKijd5/iGU9kd7AXPeWiH6LFK/TotcpotW6Xq0dvn7YG6tWb1g9l5Zs8vvmtR1wfFjlC/OI6EPEPMdakX7M754DqX+z0TyhQHq2EJ3LxPP3bOiZf+6r/XNJRcxuIrk5ns14nwUuy5dtRF9i4d/Ec87ZZSmIIhCAAAQGqYCvP4JONZ6wL6u6sUQbxkqB91EqNFozj2Ete0tI783Ee2qRvZiVd2xhb8CL0EgmGi5Ew0m8gOd6EmogJu9w/xB5Ic/EQr3/ISYREtbCXGDSBSbuIeIeYdpCQpuZZJMweSHfRSRdrGmDkGzwQl506G1ieptYr2PS60hkzZZQw1rh0Jtdoe7Vc19dsm77fe99FzHTPGLK1Ic2XX7RsqfXBrkntj1wYg4Re5/lnR9iPX9mNrO6v3NKhs2nFZNR7o8L2Ub0VSL1qOWmZ/Z3LrgOAhCAwFAU8DWA/Qb97iEn79m1ScaRXj9WFer3yRPvQyyjRWQ0i96bmPci4T2F2Ducfw9iGclMI0nIewU/nFiGeSFPxPVMXCdEdUwSIhKliXnb8/REiIVZCiRUkN5/BHCIWB4n79V673+ki0ht+9N7FS9dzN6fqvdP7f33vGzUpLvqpb6rjmij1lu6LnpjyUbe+oOCfn/NnThp+D7bj40k+b4Qz0+4zrJ+F+h9dnL0bFJ0O9fz4fHXnN8PZGxf19qGmSOW261spt+PMOyrJr4PAQhAYDAK1HQA+31D5tL0hrHj1o0rqE3jpGHYPvXEY7yQZ134kDA9wcRemI8i70/S2/70/juNJOJRLHok8bZrFI/UQqPYe5VP3p/eNb3Xej9G94Lc+x3sf4S5MHWx92N5LV1MaqOwTFNEe2uSx0IUmtfidrxUjEHKiK0R0ostN3NGMeN3NyZlxN7UVLgh4XZ6P7bHFwQgAAEI7EIAARzw1ljQdNQIrYeNqqM678fvoxSpkUyFbSHNI4V4FIWohbQczkzrtVYnJ3IdPy922qnwlAeE1bF+ndWcNKJvE6vLEnjqVLG3COMgAIEhIoAAruIbnYrEbhWSc1jTWwVW15b6Od12Y/InChR6mkidnnA77vVj6bYR7RIKnetXfT/mjJoQgAAEghBAAAeh3kdPu9G8QVguZOYerWVB68ryPLUpaZivEdM/Ellnsl/Lto3oFqHQiQm3I+1XD9SFAAQgMBgEEMBVdBeTYfOrinmWkDQIy62JMn48KGXE2jXJeQnX8X737NtXKmzmt9QXPnrpsieX+tYEhSEAAQgMAgEEcBXcRO8h9gXhr5Gi0YrojpasM6Oc01pkTBu3ibpzQqGvJtzFvr45KmWYemND/l1XvLrk1XKuAbUgAAEIDDYBBHCAd7TdmHymUOh6TRRmkh/78a5kb3m2EXuehJSVS7/f7+XahilrR4/Zc+4L92/wuxfqQwACEKhlAQRwAHfPbox9kpQkieggYnrMyjrT/JpG0jAvY+LrRuZ15PzXM6v86uPVXXT44SM35cZstFwH+8pPaNSGAAQGhQD+oqzgbbyhqfmjDVp/W4jeT0xL9q7Pn3ruDqdt+TEV2zA3Euk7LLfzIj/q71jz5oOaJxS69GvxnLPtDBO/O6I+BCAAgdoVQABX4N7Nn3DCQcN0z10k9DESfpZC9HlrRfplv1snI9EMC73bcjMT/O7l1U8dYH5IttBvrZwTqkQ/9IAABCBQywIIYB/vXurgE/bS3Vt+ooQni/CfWcmXK/V82rZI9H9Z+P46UcfNLOHgjoHwLIxMjWrpeTzuZhoGMg7XQgACEBiKAghgn+66HYn9VEROVET/KGhKtK50fuZTq52WTRmx10nkl/Gcc2ql+rZHYtO1yA8s1xlRqZ7oAwEIQKBWBRDAZb5zyabYPaRlOpOs1KKubM2l7yxziz7LpZqa7xKtT7RcZ0yfF5fxgpubzPPzBbrJyjl7lbEsSkEAAhAYlAII4DLd1lQ4dispOVs0rdesrin12Mhip5WKHP8B0YXf6zr1pdblHd8rtk4x49qN6GxNPMdynbHFjMcYCEAAAkNJAAFc4t1ONZrzieVCUZxXBV7QsjJ9TYklSxqeMsy/a6bXE1nn4yUVKmKwHWm+lqVwXtzNhIsYjiEQgAAEhpQAArjI270wHLtSM13qHRvJLLfGy3hsZJFTIu8fAxKiuJV1hhdbo5RxSSPWzkQnW276gFLqYCwEIACBoSCAAB7gXbaN6MW07dhIErnTcjPnD7CEL5ffR9MbcsaaDaLousSKzFW+NOmjaJsR/X6I+Ki46xwSRH/0hAAEIFBLAgjgft4t25h8JlHoOiEyiOSBhJs5vZ9DK3KZHTafJZa9LDdzaEUa7qRJMhz9MbM62HLTHwxqDugLAQhAoFYEEMB93Ck7PGkqcZ0txAczi6/HRha7adqM6MWKOEWKD63EAR+7mmcybD7Biva2ss5Rxa4F4yAAAQgMFQEE8C7udHLC1COpkL+Nid4vTEs0b/zMrBXPrKnGjZE0zLeZ6MeW63wxyPnZYfPnoqQnkc1Eg5wHekMAAhCoBQEE8Dvu0juPjcwrfdYl2czfqvVm2mHzZ8TyYasK3nlsh2O/JUWulU2fXK1emBcEIACBahFAAG+7E9uPjWThyST8F1ZyfqWOjSx2M3g/Hmeue1w0n2itTD9WbJ1yjbPD0b9ISP0hsSJ9Zrlqog4EIACBwSqAAPYeIhAxHxbhk7j32Eip+LGRxW4uOxJzWdPz8Vz6k8XWKOc4O2y+ohU5rVlnRjnrohYEIACBwSgwpAN425GNpxHJypCoK2cGcGxksZvKNmK3kchnq+nYRztirqAC/dBa6VxW7LowDgIQgMBQERiSAdwejt0iLOeI0HpmdW3c7UjV0g1v2//Ed3F+88tCKhHUkZc78/IeAFHQur11ZSbQ08Bq6V5irhCAwNAVGFIBnGw056ttx0YSU9Ja4Vxdi7c+ZZgvivBGK5c+oprmn4pE1xUk9LVq+kdBNflgLhCAAAR2FBgSAZwMx65ULJdqogbFfGs8m760VreB3WTOJU1Xht2Ne3+WnumupnWkDHNDQfjCIJ4AVU0OmAsEIACB/ggM6gBOGtGLSPj/WNHoajo2sj83ZlfXpCJmtzAttFZU3+9ZUxFzU12BPnNRhZ99XIonxkIAAhAISmBQBnDKiJ2hSa6nKj02stibnYyYTzNR2Mo6BxVbw89xScPsqSd93MVu56/87IPaEIAABAaDwKAK4O3HRjLxwULyuOU6Jw2Gm+Stoa1xyjkhpb5H9XR4/DXn99W4rqQRK4xk/Z4vV/HBJdXohjlBAAJDU2BQBHBywnFHcqHhO0TyARZakg9V77GRxW6zlBFbI6QXW27mjGJr+D0uaZgygkbsO8N95E2/e6E+BCAAgVoXqOkAbj9g2oE6330PCX2MhZ/tqfJjI4vdLHY49qCwHJNwnX2LreH3OCFSKcNcZrlOk9+9UB8CEIDAYBCoyQC+77Dpe7hvrXl4+7GRdVyYMVh/75g0ph7NlP8Fceg0K7v4vsGw6bAGCEAAAhAgqskAtpvMq0jTWVzQrfFVnY8M5huZNMxlzPR3K+tMGczrxNogAAEIDDWBmgzgoXKTbCO2kInOjbvpUUNlzVgnBCAAgaEigACu0jt9w/jm/YaFtKtJfyXhds6r0mliWhCAAAQgUKQAArhIOL+HpQzzDyLCVi7zfr97oT4EIAABCFReAAFcefM+O7Yb0dma+JtjCsr4wqqO1/scgAsgAAEIQKDmBBDAVXjLbCO2kYhut9z0zCqcHqYEAQhAAAJlEEAAlwGxnCWSkWgnCR+ccJ39y1kXtSAAAQhAoLoEEMBVdD9uikyZXifqvpCo42bmOn5eRVPDVCAAAQhAoMwCCOAyg5ZSLmmYbyihp+M559RS6mAsBCAAAQhUvwACuEruUbIpdg9pOSHhOmOqZEqYBgQgAAEI+CiAAPYRt7+l2ybGPhjaIr+TUOg8a/ni2/s7DtdBAAIQgEDtCiCAq+De2WHzFVK80sqmP1EF08EUIAABCECgAgII4Aog766F3WjeQCFusbLp4QFPBe0hAAEIQKCCAgjgCmLvrJX3SMVCoeucxIrMVQFPBe0hAAEIQKCCAgjgCmKjFQQgAAEIQGC7AAIYewECEIAABCAQgAACOAB0tIQABCAAAQgggLEHIAABCEAAAgEIIIADQEdLCEAAAhCAAAIYewACEIAABCAQgAACOAB0tIQABCAAAQgggLEHIAABCEAAAgEIIIADQEdLCEAAAhCAAAIYewACEIAABCAQgAACOAB0tIQABCAAAQgggLEHIAABCEAAAgEIIIADQEdLCEAAAhCAAAIYewACEIAABCAQgAACOAB0tIQABCAAAQgggLEHIAABCEAAAgEIIIADQEdLCEAAAhCAAAIYewACEIAABCAQgAACOAB0tIQABCAAAQgggLEHIAABCEAAAgEIIIADQEdLCEAAAhCAAAIYewACEIAABCAQgAACOAB0tIQABCAAAQgggLEHIAABCEAAAgEIIIADQEdLCEAAAhCAAAIYewACEIAABCAQgAACOAB0tIQABCAAAQgggLEHIAABCEAAAgEIIIADQEdLCEAAAhCAAAIYewACEIAABCAQgAACOAB0tIQABCAAAQgggLEHIAABCEAAAgEIIIADQEdLCEAAAhCAAAIYewACEIAABCAQgAACOAB0tIQABCAAAQgggLEHIAABCEAAAgEIIIADQPSFZ/UAAAKzSURBVEdLCEAAAhCAAAIYewACEIAABCAQgAACOAB0tIQABCAAAQgggLEHIAABCEAAAgEIIIADQEdLCEAAAhCAAAIYewACEIAABCAQgAACOAB0tIQABCAAAQgggLEHIAABCEAAAgEIIIADQEdLCEAAAhCAAAIYewACEIAABCAQgAACOAB0tIQABCAAAQgggLEHIAABCEAAAgEIIIADQEdLCEAAAhCAAAIYewACEIAABCAQgAACOAB0tIQABCAAAQgggLEHIAABCEAAAgEIIIADQEdLCEAAAhCAAAIYewACEIAABCAQgAACOAB0tIQABCAAAQgggLEHIAABCEAAAgEIIIADQEdLCEAAAhCAAAIYewACEIAABCAQgAACOAB0tIQABCAAAQgggLEHIAABCEAAAgEIIIADQEdLCEAAAhCAAAIYewACEIAABCAQgAACOAB0tIQABCAAAQgggLEHIAABCEAAAgEIIIADQEdLCEAAAhCAAAIYewACEIAABCAQgAACOAB0tIQABCAAAQgggLEHIAABCEAAAgEIIIADQEdLCEAAAhCAAAIYewACEIAABCAQgAACOAB0tIQABCAAAQgggLEHIAABCEAAAgEIIIADQEdLCEAAAhCAAAIYewACEIAABCAQgAACOAB0tIQABCAAAQgggLEHIAABCEAAAgEIIIADQEdLCEAAAhCAAAIYewACEIAABCAQgAACOAB0tIQABCAAAQgggLEHIAABCEAAAgEIIIADQEdLCEAAAhCAAAIYewACEIAABCAQgAACOAB0tIQABCAAAQgggLEHIAABCEAAAgEIIIADQEdLCEAAAhCAAAIYewACEIAABCAQgAACOAB0tIQABCAAAQgggLEHIAABCEAAAgEIIIADQEdLCEAAAhCAAAIYewACEIAABCAQgMD/B1wYJKRsZJu7AAAAAElFTkSuQmCC</pentrails><costumes><list struct="atomic" id="86"></list></costumes><sounds><list struct="atomic" id="87"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-88.40880412701586" y="25.242583701906227" heading="182.35037683335167" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="145,26,68,1" pen="tip" id="92"><costumes><list struct="atomic" id="93"></list></costumes><sounds><list struct="atomic" id="94"></list></sounds><blocks></blocks><variables></variables><scripts><script x="15.000000000000057" y="595.1666666666667"><block s="down"><comment w="90" collapsed="true">nest polygon maker</comment></block><custom-block s="nest polygons: number of polygons: %s sides: %s"><l>12</l><l>10</l></custom-block></script><script x="10.000000000000057" y="522.3333333333351"><block s="down"><comment w="90" collapsed="true">nest squares maker</comment></block><custom-block s="nest squares: number of squares %s"><l>10</l></custom-block></script><script x="13.000000000000341" y="446.16666666666674"><block s="down"><comment w="90" collapsed="true">polygon with no branches maker</comment></block><custom-block s="polygon, number of sides: %s side length: %s"><l></l><l></l></custom-block></script><script x="11.000000000000398" y="375.33333333333485"><block s="down"><comment w="90" collapsed="true">asterisk maker</comment></block><custom-block s="asterisk, branches: %s branch length: %s"><l></l><l></l></custom-block></script><script x="206.99999999999966" y="11.499999999999432"><block s="down"><comment w="90" collapsed="true"> Script that draws 12 regular polygons, each with one more side than the previous one.</comment></block><block s="doFor"><l>i</l><l>3</l><l>14</l><script><custom-block s="polygon, number of sides: %s side length: %s"><block var="i"/><l>50</l></custom-block></script></block></script><script x="11.000000000000398" y="296.1666666666681"><block s="down"><comment w="90" collapsed="true">pinwheel maker with branches</comment></block><custom-block s="pinwheel, branches: %s size: %s backup: %s"><l>5</l><l>5</l><l>20</l></custom-block></script><script x="13.000000000000341" y="103.3333333333338"><block s="down"></block><block s="doRepeat"><l>12</l><script><block s="forward"><l>100</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><l>12</l></block></block></script><comment w="90" collapsed="true">pinwheel with branches: Change repeat and 360/x command based on how many sides you wish to see. </comment></block></script><script x="24.333333333333684" y="10"><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block></script><script x="127.33333333333314" y="74.66666666666643"><block s="clear"></block></script><script x="202.99999999999955" y="141.5833333333317"><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><comment w="90" collapsed="true">this script that makes the sprite say the numbers 0,2,4,6,8 all the way to 30</comment></block></script><script x="478.99999999999943" y="117.16666666666728"><block s="down"><comment w="90" collapsed="true">squiral: sqaure spiral</comment></block><block s="doFor"><l>length</l><l>100</l><l>1</l><script><block s="forward"><block s="reportVariadicProduct"><list><l>2</l><block var="length"/></list></block></block><block s="turn"><l>90</l></block></script></block></script><script x="346.9999999999998" y="262.6666666666672"><block s="doFor"><l>tens</l><l>0</l><l>9</l><script><block s="doFor"><l>ones</l><l>0</l><l>9</l><script><block s="doSayFor"><block s="reportJoinWords"><list><block var="tens"/><block var="ones"/></list></block><l>0.3</l></block></script><comment w="90" collapsed="false">Last script all 0-99</comment></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="L03 Pinwheel" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>