<snapdata remixID="12906327"><project name="U1L3-Pinwheel" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAADDhJREFUeF7tnQtQVNcZx/8LioBi0AqIgAgYU2ljQpWoaTQFFXxgfIsmKoagKIjayUyTqk0aw2QmdlJfAQSNpvEZdQIWxKg41DBTaqyP1FckERRcs9EEfPASCNs5h9wNCwvee/csV+C7M4zL3u/7zt3f+XHuOffurjqj0WgEbURAIwI6ElAj8tQsJ0ACkgiaEiABNcVPjZOA5ICmBEhATfFT4yQgOaApARJQU/zUOAlIDmhKgATUFD81TgKSA5oSIAE1xU+Nk4DkgKYESEBN8VPjJCA5oCkBElBT/NQ4CUgOaEqABNQUPzVOApIDmhIgATXFT42TgOSApgRIQE3xU+MkIDmgKQESUFP81DgJSA5oSoAE1BQ/NU4CkgOaEiABVeLf5DUOy/XHVWZTmkSABFTpAgmoElyTNBJQJUcSUCU4ElAMOBJQDEcaAVVy3OwdhoSbx1RmUxrNAa10IGXQS1ha8E8rq8hP/7D/eCwr/lx+QjuJpBFQZUftmxiPOdlJKrOVpXXk0z0JqMwFU/T13C8xIOQ5ldny0jqyeHQKlueA6qi9BQ/w3n/L8HVZreoatk6cO6gH/v5CH/Rxsrd1Uy3WpxHQBuif238ThfdrsfIZV3h2165zH/XSvvqhBikX7uG1wJ7YEuL2qHCb7CcBBWOde/R7nPq+GoULfAVXtl25rknX8GCJPxztdbZrpIXKJKBg5Kwza+MDBFe1bbkdV+4j3/AQaRqMgiSg4L5tjwIyBFodNwloYwHd3d1x4sQJjB8/Hnq93tSaTqeDLf+Llrq6Otjb24O1I2cjAeVQagcxTTvy0qVLWLBgAXx9fXH8+HEcOHAAwcHB6NOnj0nAQYMG4e7du3x/dXU1Ro4cicLCQp7DJKqpqUFycjKWL18OJta+ffswf/58FBUVmcWkp6dj7ty5iI6O5vGZmZmYMWMGTp8+jTt37mDRokX8jyAnJwehoaFmNEnAdiBX00M8k3IAQ5fOarUjvby8sHHjRsyaNQu9e/dGVlYWhg0bBgcHB5OAY8eOhbOzMzZt2oQzZ85g5syZqKiowO7du7F48WLU1taaRjNpZGNilpeXN4uxs7Pjkk+ZMoVLuHLlShQUFKC4uBh5eXlYu3Yt6uvrm9EmAduhgDtHR2P+F9utHkni4uK4LFpuJKCW9FW2neQ/CfGFh60WUGXzQtNIQKE426aYpXfEWOrIlJQUODk5YeHChS0emIhFCZsXXrx4EWfPnm22+GDzwgsXLvD54OjRo/m0ICgoyHQ8JGDbOCO0FUv3aqWOfOONN/jCgs39YmNj8eabb/JFABMtPj4eI0aM4EJIMePGjeNSJCQk8PnenDlz4OnpiaqqKvTs2RNlZWW8VlhYGF555RX+mInt5+eHpKQkk3ATJkzAkSNHLL5ONv9bs2YN2Dzx3LlzJKBQGzQo1lRA9vvrq7bwC9HSiMZWsmykycjI4EcoPe/t7c1XpOxSDIthiwT2mM0HV6xYgcGDB/PFwrJly/j8kD1mcSUlJfzx1KlT8f7773NpExMT+QKHLTg2bNhgkostdg4fPgwPDw+sWrWKL0yGDx/Oj4ME1EAY0U1KAu4OjcH0g3+DU+9epgu6bOT69NNP+WmXXV5hI5wk4K5duxAZGclXt1LM1q1b+QjJRicmGJPz/PnzyM/Px+rVq01x27ZtQ0xMDI4dO8bFYjFRUVG8NpP45MmT/BJN043lMcGZhIcOHeK7WXvSRqdg0XZYqCf67U2sHnQ6LG/0zuhHdaQkmqWXe+vWLX5KDgwMhMFgwNGjR01y2RLPgW/KkV5YgT3hHrZsxmLtTnknxFoRc3NzERISAqnOvm0fY05MwwLjxc/0qKwz4vRs7zbvTLUNsj+a61G+8OrRRW0J1XmdUkCJlloR1z85EXeDfeB9qRS1LwWhbnuu2WeEWYcOde/G3+bk6WyPCL/uvMmsogrVHWWLxEulNVjzn1JEPtkDu8LafvTjUxKjLW9I2oKaDWoqFTF6WiSe/bIUhi416FvnAKNOhxVNPqCUUViBWUcMqFzqj/zvHmJMhh4hTtXo7tG74RU84h5tXVU1ym/dgWuAj/krNhofmSsX0e/cumGKf3cM+ZWD3BThcSRgI6RKROTzv5+3vH61OHD6X2adw96QGrS3BMEejjipr0Ku0xW8EB2huAOzlyTiWtYXHfYTeCSgysXKJt9woK7hnmpEXir8/f3NKrHTMNvGXclH9ofzFIvXNOHj5xeg/ObtDvfJOBKwFTVaGxGnB43CH2478uym3xHDRr+ndhYjP6gGw54fbLV8jQtseWoKjACWXm24lNLeNxJQRg9auuXG3jaVFjDZooCpg6ch9kq6jMoNIZV3SuHs9vPcUGYW+5ywi7c7ov79icyMxzOMBJTZLxd3ZSP3zxuRUHLUlMFGyCu4jxT9Kf5cQUYuAib8HvbdlE3qv/ooA8+8NlXmkZiHsT+OgIjRmLhljap8rZNIQIU9kL3oHRTlnEJ8UTZmDQzGkHkR+Mtf30b67D9h2v51Cqs1hB9evBaT0t5SlSslsT+GGekfwOu5IVbVaetkElAl8U9ejEbI1tXw8OwLB5eG63xqtp0vRuN+sYELLWJTspIX0Z61NUhAKwnmrU1FTXklxqz7o+JKbEGx5OohbPIOM7udp7hQO04gAQV13q6QGDw9L0LWXC55YATivs0ym0t21m9bJQEFCSiV+ShoDiZtewt9hwZarLxnbCxezkk129feTpsikZGAImk2qtX069ta+z5BEtBGnUBlgc0+YXg2ZjpGvb2kRRwkIJliEwJyxZIbZ5OD1LgonYJt0AFpQ2Zi8vZ34DnsN7Kq0ypYFiYKkkNAzWiW7D8JcU0+3imnrY4QQyOgoF605juctwe/jOjTewQdSfsqQwIK6K/NPuFm94iVlvx8SSLGt9N7uUpfa9N4EtAKgmpOt5aau1ukh6uflxVH0n5TSUAVfVd+04A94XFYfOkzFdmU0pgACajQB1GjnsJmO2w4CSizaw9OXQmXfu4IT14lM4PC5BAgAWVQolFPBiSVISRgK+BSnpyMpd9kqkRLaXIIkIAtUKJRT44+1seQgNYzpApWECABrYAnMvXCPzLxdFTDp+w600YCPia9vX9yAmZnbn5MjqbtDoMEbDvWrbaUGjgdsZc734VtEvAxEXBz/3AkFP/ymePH5LBsfhgkoM0Ry2uABJTHiaKIgFACNAIKxUnFlBIgAZUSo3ihBEhAoTipmFICJKBSYhQvlAAJKBQnFVNKgARUSozihRIgAYXipGJKCZCASolRvFACJKBQnFRMKQESUCkxihdKgAQUipOKKSVAAiolRvFCCZCAQnFSMaUESEClxCheKAESUChOKqaUAAmolBjFCyVAAgrFScWUEiABlRKjeKEESEChOKmYUgIkoFJiFC+UAAkoFCcVU0qABFRKjOKFEmgm4Mq8H5D0v3uY7Ncd7k72QhujYp2TwO2qn5BZVIH4IU9gw6g+ZhDMBDRU/gSfHddRGx/QOUnRq7Ypga5J11Dy6gD0df5lYDMTMCLzOywc7IKZA3ugsrISVVVV0Ol0ph+bHh0Vh9Fo5Kxb2h7X/c7OznBwcOCHvXfvXtjZ2Zm9hMjISP77wW/L8fGV+8ia3M+030xAZqg0+l2+fBnV1dUcCCvIfiQA7F9pY/sbPy/9TvsbCHRUPpIXXbt2RUBAAOzt7ZGTk8MfSxvzgv2kpqZi3bp1/OnGjnE+xkY2NRXw4cOH3GzWCGuANiLQmACTkHnh4+PDByiDwYCKigpTSElJCd8XGhqKGzduKBewvr4eTk5O6NatG7p06UL0iUAzAkw8Nzc3PtLr9Xp+1mRbYmIi1q9fjx9//FG9gKwoO787OjqSgCSfRQLMkV69epkJGBYWhrS0NAwYMIDnqB4B2ajHRkD2Q6dgMrAlAq6urmYCsjOni4uL6XSsWkDp9MvmgSQgCfgoAQsKCix6IlvAJ1KLUPyqL55wsENpaSm3mJ3jW7s0QN1CBKTLLu+++y48PDz4JTxpKysrQ1xcHH/+Xk09+u+4gXuxfqb9ZqvgD87fRZ6+GhmT+hJVIiCcwNTDBozq54jXg1wtCyhdp9k+xh3zf+0i/ACoYOclsPPrB4g+cbvZXTaLb0b47Z5iXC2r7by06JULJ/BUr664+HL/ZnXp3TDCUVNBJQT+D5zFn/MRCnQzAAAAAElFTkSuQmCC</thumbnail><scenes select="1"><scene name="U1L3-Pinwheel"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Parameter %&apos;numPolygons&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doAsk"><l>Set your number of polygons 3 - 21</l></block><block s="doSetVar"><l>numPolygons</l><block s="getLastAnswer"></block></block><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><block s="clear"></block><block s="doIf"><block s="reportVariadicLessThan"><list><block var="numPolygons"/><l>3</l></list></block><script><block s="doSayFor"><l>Error- Numbers 3 - 21</l><l>1000000</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicLessThan"><list><l>22</l><block var="numPolygons"/></list></block><script><block s="doSayFor"><l>Error- Numbers 3 - 21</l><l>1000000</l></block></script><list></list></block><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><block var="numPolygons"/></block></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" id="58"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="59"></list></costumes><sounds><list struct="atomic" id="60"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="0" y="0" heading="177.35064935064918" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="145,26,68,1" pen="tip" id="65"><costumes><list struct="atomic" id="66"></list></costumes><sounds><list struct="atomic" id="67"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" y="12.166666666666657"><block s="receiveGo"></block><block s="gotoXY"><l>0</l><l>0</l></block><custom-block s="Parameter %s"><l>0</l></custom-block></script><comment x="208.66666666666674" y="23.999999999999943" 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></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U1L3-Pinwheel" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>