<snapdata remixID="10739337"><project name="U1L3-Pinwheel" 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="true" hyperops="true" codify="false" inheritance="false" 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="-2.2737367544323206e-13" y="2.842170943040401e-14" heading="131.7714285714244" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="240,148,255,1" 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="48" y="44.66666666666666"><block s="receiveGo"></block><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><block s="setColor"><color>240,148,255,1</color></block><custom-block s="pinwheel, branches %s"><l>20</l></custom-block></script></scripts></sprite><watcher var="numBranches" style="normal" x="1.0000000000001137" y="333.9999999999999" color="243,118,29" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pinwheel, branches %&apos;numBranches&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doRepeat"><block var="numBranches"/><script><block s="forward"><l>100</l></block><block s="doWait"><l>.1</l></block><block s="forward"><l>-70</l></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="numBranches"/></block></block></script></block></script></block-definition></blocks><variables><variable name="numBranches"><l>0</l></variable></variables></project><media name="U1L3-Pinwheel" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>