<snapdata remixID="10773605"><project name="Pinwheel Project " app="Snap! 6, https://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="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" id="1"><pentrails>data:image/png;base64,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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="0" y="2.2737367544323206e-13" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" 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="188" y="191.66666666666666"><block s="receiveGo"></block><block s="clear"></block><block s="down"></block><custom-block s="pinwheel, branches: %s"><l>5</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="%s"></input></inputs><script><block s="doRepeat"><block var="number of branches"/><script><block s="forward"><l>100</l></block><block s="doWait"><l>0.01</l></block><block s="forward"><l>-70</l></block><block s="doWait"><l>0.01</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="Pinwheel Project " app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>