<snapdata remixID="9486966"><project name="U1L3-Pinwheel" app="Snap! 6, https://snap.berkeley.edu" 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</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 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branches: %s size: %s backup: %s"><l>3</l><l>2</l><l>3</l><comment w="90" collapsed="false">Triangle</comment></custom-block></script><script x="461" y="126.83333333333326"><block s="turnLeft"><l>20</l></block></script><script x="732" y="211"><block s="receiveCondition"><block s="reportKeyPressed"><l><option>2</option></l></block></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><block s="setColor"><color>0,9,251,1</color></block><block s="clear"></block><block s="gotoXY"><l>0</l><l>100</l></block><block s="gotoXY"><l>100</l><l>100</l></block><block s="gotoXY"><l>100</l><l>0</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setColor"><color>145,26,68,1</color><comment w="90" collapsed="false">2. This makes the red circle within the blue square</comment></block><block s="up"></block><block s="gotoXY"><l>100</l><l>52.5</l></block><block s="down"></block><block s="doRepeat"><l>36</l><script><block s="forward"><l>8.5</l></block><block s="turnLeft"><l>10</l></block></script></block></script><script x="725" y="10"><block s="receiveCondition"><block s="reportKeyPressed"><l><option>c</option></l></block><comment w="90" collapsed="false">Clear page</comment></block><block s="clear"></block></script><script x="730" y="89"><block s="receiveCondition"><block s="reportKeyPressed"><l><option>1</option></l></block></block><custom-block s="pinwheel, branches: %s size: %s backup: %s"><l>6</l><l></l><l></l></custom-block><custom-block s="pinwheel, branches: %s size: %s backup: %s"><l>12</l><l></l><l></l><comment w="90" collapsed="false">1. This makes the two pin wheels</comment></custom-block></script><script x="457" y="42.833333333333286"><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block></script><script x="736" y="574.5"><block s="receiveCondition"><block s="reportKeyPressed"><l><option>3</option></l><comment w="90" collapsed="false">3. This makes the nested square.</comment></block></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><block s="doFor"><l>i</l><l>1</l><l>10</l><script><block s="doRepeat"><l>4</l><script><block s="forward"><block s="reportProduct"><block var="i"/><l>20</l></block></block><block s="turn"><l>90</l></block></script></block><block s="up"></block><block s="turn"><l>180</l></block><block s="forward"><l>10</l></block><block s="turn"><l>90</l></block><block s="forward"><l>10</l></block><block s="turn"><l>90</l></block><block s="down"></block></script></block></script></scripts></sprite></sprites></stage><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"><l>100</l></block><block s="forward"><l>-50</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block></block></script><comment w="90" collapsed="false">Triangle</comment></block></script></block-definition></blocks><variables></variables></project><media name="U1L3-Pinwheel" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>