<snapdata remixID="13107870"><project name="Pinwheel" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Pinwheel"><notes></notes><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="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><block s="doRepeat"><block var="number of branches"/><script><block s="forward"><block var="size"/></block><block s="doWait"><l>.5</l></block><block s="forward"><block s="reportMonadic"><l><option>neg</option></l><block var="backup:"/></block></block><block s="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block></block></script></block><block s="up"></block></script></block-definition></blocks><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="true" sublistIDs="false" id="33"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="34"></list></costumes><sounds><list struct="atomic" id="35"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-4.547473508864641e-13" y="2.842170943040401e-14" heading="290" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="40"><costumes><list struct="atomic" id="41"></list></costumes><sounds><list struct="atomic" id="42"></list></sounds><blocks></blocks><variables></variables><scripts><script x="148" y="33.33333333333334"><block s="receiveGo"></block><custom-block s="pinwheel, branches: %s size: %s backup %s"><l>9</l><l>80</l><l>60</l></custom-block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Pinwheel" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>