<snapdata remixID="12881521"><project name="pinWheel project" app="Snap! 9.0, https://snap.berkeley.edu" 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select="1"><scene name="pinWheel project"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pinWheel, branches: %&apos;numBranches&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="up"></block><block s="clear"></block><block s="setBackgroundColor"><color>46,46,46,1</color></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setColor"><color>64,60,255,1</color></block><block s="down"></block><block s="doRepeat"><l>21</l><script><block s="changePenColorDimension"><l><option>hue</option></l><l>10</l></block><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="numBranches"/></block></block></script></block></script></block-definition><block-definition s="pinWheelArt, branches: %&apos;numBranches&apos;" type="command" 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tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" 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