<snapdata remixID="9724462"><project name="U1L3-Pinwheel." app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAJ+klEQVR4Xu2de3BV1RXGv5sEAoIRCAkJRBKQkERCHhBCSCkIWttSWnmo+MBWbXVG21rpQzud8a/OVK1abKvO6IhSeQnDlNaxUHSkxZqExERCmoQSXnlBYhIC5iHmQW5nHwSTcG/ueexz98nhO38ma6+19rd+OSd7n7338Xi9Xi94UQFFCngIoCLlGVZTgAASBKUKEECl8jM4ASQDShUggErlZ3ACSAaUKkAAlcrP4ASQDChVgAAqlZ/BCSAZUKoAAVQqP4MTQDKgVAECqFR+BieAZECpAgRQqfwMTgDJgFIFCKBS+RmcAJIBpQoQQKXyMzgBJANKFSCASuVncAJIBpQqQACVys/gBJAMKFWAACqVn8EJIBlQqgABVCo/gxNAMqBUAQKoVH4GJ4BkQKkCBFCp/AxOAMmAUgUIoFL5GZwAkgGlChBApfIzOAEkA0oVIIBK5WdwAkgGlCpAAJXKz+AEkAwoVYAAKpU/cPDPm1rR2dSKqNQZgY2HoQUBdHjRitZvRva6tQ7P0nx6BNC8dpdb1hccQtyCdAmeBroofOEtzP/F96X7dZJDAiihGnaAkv/sG8h98kEJ2TnbBQGUUJ+iF7cg+/F7JXi66OLIrn2ITJ6GiSnTpPl0qiMCKKEyR9/Zj8TvLZbgCRCPc3HZ8UiXkqBkJwRQgqDdHefh7buA8IixlrydKjgE8e3cqwU+IRYBtITMV43FYzNp5VLT3j6raUD1viKkP3CbaR/DsSEBlFS1ohc3I/tx89MlH/9pK+Y9do+kbIaPGwIoqVZWRsJW2kpKX5kbAihJerMQFa3fhOx190nKYvi5IYCSalbyyg7MffROQ97KN/8DcbkZGDd9iqF2bjImgJKqeepAGabkpOn2drVNt/gThgDqRmZow3Mn6jFuepwub4TvK5kIoC5kAhuVvfl3pOmYQjlzpAbN5UeRvPqWwE6vAgsCKKnIegchBb/fiAVP3C8pamA3LZXHUZ9/CF2fdWBKbrrjJrkJYOAaDmmx4alnkBARharak1jxmx8jNjbWr71eSH056Ou9gNr9xWiuPIG+7h7NJGREGCKTEhCdPhO1+0vQcboZ3r4+7Xcjrx2DyfNnY1L6TIs9tLc5AbSob8PpBuxctQ7eujOap/redkRmJiFjYQ7ax41A8uIcpM5OhRjxpq79jmbT03kejQf/h6ZDVej9okv72fjEqYideyOO7f4PPPCgq63jYmYeD8bGRmHaLfNxTdR4i9k6rzkBlFCTuto6bFr2CMaevQhT/+tMeB+mrFyERQ+tQRTCIe5kE1OmwxMa4jOyNkDp8yLuaxkSMnO+CwIooUYl+YV4b/WTGBMyQvPW6unGrDXfRPTNWbhh/CSEjRyJmLkpuiOdPV6Hpv8eRdIK8++WdQdTbEgAvyyA2VXNPT09ePnra9Fe04C4ZbmIXJKJ5ffcgZCQEGtLq7xeFK7fjPk/d/dbEgLY7w4gBgliQYG/x6Ovm8WO1zYi3BOKW9fejqpte5H+4ArNTKxuaatrxPULMy3dYwr/sElbpBASFmrJj1MbE8BBlSl49k1M+8YCxMxJNlyz/qPcim17MOvubxv24auBWOoVNesGTJgZL8Wfk5wQQB/VEOvywkaHG54zuwSglekWf3DU55UCIR7DOTkJNl+5EEA/FTLzukzsDRGP73k/vduWupdv2Y1xCZNdNUImgEOgcrqoHHV5BzFf53Kp99c9hyVPP4awUeG2APjJqzsRk5GEurxS1wxOCGAAVMQrrNINu3QVXEweW90XMlQ6lx7tXW2dKH39r7pysuUvQaJTAqhTTD3/14n/0+ycQB6cg56cdHZPmRkBNCB9/jNvIHH5Ir/ntJhZlGogPCrf/iduvOtbA5rk/24DZixfhOi0RCOuHGNLAA2W4ti7H2JU5HU+R6N235Faj9ZiQuLUKzIeKieD3Qu6OQE0Ibm/EbLdAIpUz59tw+jxEVdkbWbUbqLr0psQQJOSiiX4TWVVyHz49sserO4N1pOKmKNMWJrt0/RUQRkaiiuQZdM0kJ78jNoQQKOK9bMX6+8qd7x3+VwY8eot4voYCx4DNy3+87YhAetobEHF1j3DZoRMAAPXPKBF/0dvR0MLxsZODNjGrIHex7xeO7N5yGpHACUpeeCFt5B0201oOVyNxO8ukuR1oJvje/IgltjrPTMw7+kNSF51s7Zq2qkXAZRYmcM730dbTYNuQIyEvjTIaC4/hsyHVutuWrl9LyKmxjj2HTIB1F1KfYZ2jEYbiivR3fk54hdnaQOf6DRj+zzsyEmfGoGtCGBgjQxbiBGy1+uVctf54lw7qv62D2n3Xzw1S9wBzRxYLiBsqTyBjB+uNNwfOxsQQJvUFSfbn9ibj9n3LbcUQSxI7b8qWrwDzvjRKlM+z508BfFIzv21c47+JYCmSqm/kZXRqK+2Vvxdytrs9gP9vdZvSQD1a2XasvT1XUi581aER4zR7aPk5e2Y88gd8IQM3D0nA0DdSQTBkAAGQWQRQrzBGDU+AjGZA5f6i+Ve4u1Fc8Vx9PX0whMair7eXsxcsQQTZlz53nfwIzlI6dsWhgBKlFaAJEasYuO5uMTdKyI+VhuMNJZUovV4Hby9F7TfjZ0SrW1EH7y4INCIVayKTr13mcSs1boigD70v9DVjep/fYzWI9XaRnJxhYaPQFRqIiYmJ+DkB4Xo/LQV8IojxaHd2cTuN6ubhrRDyr1AXK7/j950NrbgmuhIeEI8asmRFJ0ADhLy7LFajJowDqMnXLniRJLmPt2013+K8q27seCJBwKGqfl3MeJvygpoNxwMCKBDqnTguY3I+ZW+U7OKX3obWT+5yyGZW0uDAFrTT0proyNbo/ZSkrTJCQG0SVi9bj/67WtY+NTDes01OwJoSC4a+1OgYstuTJqTYvibcEV/3ILsn8n7Np3KCvEOqEj9QNMtQ6V19N0Ptc1RbrgIoIIqWoFPpNt+uhnXTo5SkLn8kARQvqZDejxXfQrVHxRZWpUSjL0nwZKFAAZL6S/jyDikvGj9ZmSvM/9duiB3echwBDCI1ZA1epXlJ4hd9xuKAAapCgee/wtyfvkDKdEIoBQZrx4nZRvfQfzSebhuqv9POBhRo+SV7Zj76BojTRxryzugzaWxOuL1lV7dRwctH/1rc7d1uyeAuqUybmgHfCKLSx+jGbxY1XiG6lsQQJtq0FpVo20CEgtLeflXgADaREfjJ4cRM0f/t0FsSsPxbgmg40vk7gQJoLvr6/jeEUDHl8jdCRJAd9fX8b0jgI4vkbsTJIDurq/je0cAHV8idydIAN1dX8f3jgA6vkTuTpAAuru+ju8dAXR8idydIAF0d30d3zsC6PgSuTtBAuju+jq+dwTQ8SVyd4IE0N31dXzvCKDjS+TuBAmgu+vr+N4RQMeXyN0J/h8XBo7V/IlRKAAAAABJRU5ErkJggg==</thumbnail><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" scheduled="false" 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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="29.916113915433698" y="2.2419028075936467" heading="85.71428571428396" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="145,26,68,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="13.333333333333343" y="13.333333333333329"><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block></script><script x="13.333333333333343" y="65"><block s="clear"></block></script><script x="13.333333333333343" y="95.66666666666666"><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><comment x="231.33333333333337" y="95" 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="636" y="228.66666666666666"><block s="doRepeat"><l>5</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>5</l></block></block></script></block></script><script x="841" y="61.66666666666666"><block s="doRepeat"><l>6</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>6</l></block></block></script></block></script><script x="848" y="215.66666666666666"><block s="doRepeat"><l>12</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>12</l></block></block></script></block></script><script x="303" y="203.66666666666666"><block s="doRepeat"><l>3</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>3</l></block></block></script></block></script><script x="544" y="488.66666666666663"><block s="doRepeat"><l>21</l><script></script></block></script><script x="68" y="247.00000000000003"><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="63" y="354.1666666666665"><custom-block s="pinwheel, branches: %n"><l>8</l></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><translations></translations><inputs><input type="%n"></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></blocks><variables></variables></project><media name="U1L3-Pinwheel." app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>