<snapdata remixID="622242"><project name="U1L3-Pinwheel2" app="Snap! 4.0, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAJO0lEQVR4Xu2de1BWxxnGH+4ocjFgVCCCFy5GEbyAWFInmsRiRqOG2EiNGqOmabV1EpmO9o9MJjNtOmMlSRNjJ9WOGk1IrNfoRGPV1NaAIlGDIQKKoKBiuFkRUW6dXfsxpHaU7/B97Leb58z4BzO77/vu8/xmz9k9ez7d2tra2sCLCihSwI0AKlKeaaUCBJAgKFWAACqVn8kJIBlQqgABVCo/kxNAMqBUAQKoVH4mJ4BkQKkCBFCp/ExOAMmAUgUIoFL5mZwAkgGlChBApfIzOQEkA0oVIIBK5WdyAkgGlCpAAJXKz+QEkAwoVYAAKpWfyQkgGVCqAAFUKj+TE0AyoFQBAqhUfiYngGRAqQIEUKn8TE4AyYBSBQigUvmZnACSAaUKEECl8jM5ASQDShUggErlZ3ICSAaUKkAAlcrP5ASQDChVgAAqlZ/JCSAZUKoAAVQqP5MTQDKgVAECqFR+JieAZECpAgSwG+XP+eMGJGfMa89YeaoITQ03ET4uvhurcK1UBNBJfoj/gOr0B7sRN3eqzJC9cr2Ez83NTf59ct12hAwdhPAf/XDhEzoQQAcCeL28Ev7hfWXE/I2ftsOXs3I9kl6ZA3cPD5z66w4037yF0Yufbc9c8nk2as9dRM+QIMDNDUOfecKBVbl2KALoQH+OrtqIscvmoiLna7S1tsnZTdx2x74yBxU5+aguLEX8/GmoPlOKs3sOIzh2IGqKy5CwYAa8/f0cWIk+oQigg7yqKiiBu6cHHoiOQO47HyHxV+nIWbkBsWmPoWjnF7iaXwyfwF74dst+DHnyEQTHRHYqc9i4eKNv0wSwUxjcv9HRzA/kTFeyPxshsQNRkLUPvg8E4FbddQwYPxr9E4fdFaT+SjUKsvYiaFAY6s6Vy1t2j+DA+yczqAUBdJCZxbsPI2rKeJz4y1aU7PsSQ2dOwsPP/qTT0cu/PIXC7QcQGBGKnn164/b1G0hY+HSn++vakAA6yLncP30Idy9PtDTexsgX0+Dl18NS5IO/eQt9hg+Ws6FYsPgE+KG+slqumCMnJlmK6cqdCKAD3Cna9Q/0jY/GweVvYfrmN+Dm7t6lqIXbDqC2pEI++9m2aRqq6nCt9BL6j3m4S7FdrTMBtODI5dxvvvdM99Wft8Crpy/i5kyR2yiOuERMn0B/NFTVImbGRAT8d3vHEbFdKQYBtOCGbcFh67pvyRsYMX8a+o927Oy0Z9HrSFmxQG7VXCu7LG/tpl0E0IKjYktFzHi9Bz+EttZWHMjIxOOZGRYi3buLWJjkb9qDcRnz5EpZzIpio1ssdky5CKBFJ22bznmrP0bCi2nw8PK0GOne3XJWbUBLYxOGpU+WEN6orMaNqzV4MC7KKfm6OygBtEPxuvMV8A/tAw8fbxTt+gLRTz2KskO5iJiQaEcU+5qK231Y8giZZ1h6KoIGhdsXwMVbE0A7DRJbI/EvTMextzcjaelsnHh/q1OfzeovV8m9xR+/+nMc+d1a4yAkgHYCKJ7LxImW4KEDcfn4N/DrG+z026GYBb16+GDUL35qHIQE0E4ARfPjq7MwZvEsHH83C2OWzLIQwb4uO9KXI2JiIkYuurMKPvL7tUj57UL7grhoawJowZj6K1W4kvctWpqaETN9goUI9nV5NyIVS8r2yjcj4vZv0kUA7XBT3H7FJd5OiC2REc9Pg6evtx0RrDU9/NoahI6Ng2+gPzy8PdF/zN0HG6xFVt+LANrpQUcIX5s6D8NmpWLm7HQ7o9jXXGz5iHfLo16aiWNvbkLSy8/ZF8CFWxNAC+bYIKzIvjMjikOozrpELpGnV9iDEvaa4gto+K7WmDOCBNAiOQKMVS+8LHu/eeagxSj371bw8T6Io/5+/UIwfPaTskPLrSZ4+Hjdv7MGLQignSblb9qNuOemoLm5Ge9FTJa9f1n2GTw9nfMmJG/NJ2huaJSzrHjuFLdhky4CaMHNk2u3IedCIW6vuzPzeS+YiJdeX2Eh0r27iNmvtalZvn4TAIq/7Tnk6vCCnBCQAFoUdc+KTJzb+JnsPXjuZEQlj0T0NMdtyYgT0Z/OfxVpf1sF23tnceg18dc/s1ixa3YjgBZ9WRw8CjG+wbJ3YWM1lu9cJw+iOuo7XwFd76gB8n2zDcBLx04jNGm4xYpdsxsBtOBLaWkpdqUsQnnTddk73Msfo1YuwbVDJxE/f3qXIdz6zDIkL5uHS8fykbh0djuAFkp1+S4E0IJFW/+wGmezPkfKOxlobW1F9tJMDJk1CY+kPo4Lh/MQ8FA/eYrZ3kvMcBf/+RV8gvwxODUF/754RZ6Esc2A9sbToT0BtODS3vc349G5afD19ZW96+vr8a8PdyJ50gQUbvs7AiPDUPDRXrlh3JlbcnPjLRTuOATxLYgAV/zLe+8T+ZmnuAigBZN+SF2aGhr/73DFT26IPbw+w4eg4WoNojvMipUnzuC702dx/sBRxD79mPzgSKx0bQccBJC298xtLa1w8+jah06u6gdnwG5yRhxmLdx+UB7jryspR3BspNxeEe+TbTPc1+t3YcTzTxk/63WUnAA6CcDW5mbkrdmCwMhQ1BZfkN/09k2IwaXc0yg/cgpRU8dLGG3wid+LuVlzTd6yxbNgwIB+6NUvxEnVuU5YAuhgL2qKyuRCpEdw0F0LEXGcSvwgke25sOOz3f9+aefgslw2HAHsBmvEgsLD2wsJC2e0Z+sIn3ivLN7tOvqzzm4YWpdTEMAuS3jvANWFZQiOifheo/P7czDwiWQnZ9YjPAHUwydjqySAxlqrx8AIoB4+GVslATTWWj0GRgD18MnYKgmgsdbqMTACqIdPxlZJAI21Vo+BEUA9fDK2SgJorLV6DIwA6uGTsVUSQGOt1WNgBFAPn4ytkgAaa60eAyOAevhkbJUE0Fhr9RgYAdTDJ2OrJIDGWqvHwAigHj4ZWyUBNNZaPQZGAPXwydgqCaCx1uoxMAKoh0/GVkkAjbVWj4ERQD18MrZKAmistXoMjADq4ZOxVRJAY63VY2AEUA+fjK2SABprrR4DI4B6+GRslQTQWGv1GBgB1MMnY6skgMZaq8fACKAePhlbJQE01lo9BkYA9fDJ2CoJoLHW6jEwAqiHT8ZWSQCNtVaPgRFAPXwytkoCaKy1egyMAOrhk7FVEkBjrdVjYP8B3Lg/1TcFs08AAAAASUVORK5CYII=</thumbnail><stage name="Stage" width="480" height="360" costume="0" tempo="60" threadsafe="false" lines="round" codify="false" inheritance="false" sublistIDs="false" scheduled="false" 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</pentrails><costumes><list id="2"></list></costumes><sounds><list id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="-1.1368683772161603e-12" y="-7.389644451905042e-13" heading="0" scale="1" rotation="1" draggable="true" costume="0" color="145,26,68" pen="tip" id="8"><costumes><list id="9"></list></costumes><sounds><list id="10"></list></sounds><variables></variables><blocks></blocks><scripts><script x="32.53333233333333" y="8"><block s="clear"></block><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block></script><script x="185.799999" y="18.4"><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>0</l></block></script><script x="23.199999000000027" y="268"><custom-block s="pinwheel, branches: %s size: %s backup: %s"><l>12</l><l>40</l><l>40</l><comment w="90" collapsed="false">Making the backup=size makes an asterisk</comment></custom-block></script><script x="23.199999000000027" y="345.6"><custom-block s="pinwheel, branches: %s size: %s backup: %s"><l>360</l><l>1</l><l>0</l><comment w="144.4" collapsed="false">Making the backup=0 and increasing the number of branches creates a polygon with many sides which is a good approximation for a circle.</comment></custom-block></script><script x="8" y="107.66666766666648"><custom-block s="pinwheel, branches: %s size: %s backup: %s"><l>24</l><l>40</l><l>30</l><comment w="132.4" collapsed="false">Fully generalized pinwheel block with 3 inputs.  Look inside to see the code.</comment></custom-block></script><script x="19.199999000000027" y="193.6"><custom-block s="pinwheel, branches: %s size: %s backup: %s"><l>12</l><l>40</l><l>0</l><comment w="90" collapsed="false">Making the backup=0 makes a polygon</comment></custom-block></script></scripts></sprite></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><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="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="number of branches"/></block></block></script></block></script></block-definition><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><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>0</l></block><block s="forward"><block s="reportProduct"><l>-1</l><block var="backup"/></block></block><block s="doWait"><l>0</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block></block></script></block></script></block-definition></blocks><variables></variables></project><media name="U1L3-Pinwheel2" app="Snap! 4.0, http://snap.berkeley.edu" version="1"></media></snapdata>