<snapdata remixID="8573638"><project name="Repeating pinwheel" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage name="Stage" width="480" height="360" costume="0" color="31,0,16,1" tempo="60" threadsafe="false" volume="100" pan="0" lines="round" ternary="true" codify="false" inheritance="false" sublistIDs="false" scheduled="false" 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s="doRepeat"><l>200</l><script><block s="forward"><l>40</l></block><block s="down"></block><custom-block s="pinwheel branches %s %s %s"><l>14</l><l>4</l><l>4</l></custom-block><block s="up"></block><block s="turn"><block s="reportQuotient"><l>360</l><l>45</l></block></block><block s="changePenHSVA"><l><option>hue</option></l><l>10</l></block></script></block></script><script x="10" y="19"><custom-block s="pinwheel branches %s %s %s"><l>17</l><l>20</l><l>20</l></custom-block></script><script x="430" y="43"><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block></script><script x="241" y="27"><block s="gotoXY"><l>200</l><l>0</l></block></script><script x="406" y="156"><block s="forward"><l>60</l></block><block s="turn"><l>90</l></block><block s="forward"><l>30</l></block><block s="forward"><l>-30</l></block><block s="turn"><l>-90</l></block><block s="forward"><l>-60</l></block><block s="turn"><l>90</l></block><block 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s="doWait"><l>0</l></block><block s="forward"><block var="Smaller"/></block><block s="doWait"><l>0</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="Number of brancges"/></block></block></script></block></script></block-definition><block-definition s="Pinwheel %&apos;Number of branches&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs></block-definition></blocks><variables><variable name="Number if brancges"><l>0</l></variable></variables></project><media name="Repeating pinwheel" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>