<snapdata remixID="10741035"><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="1.4210854715202004e-13" heading="276.92307692307327" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="145,26,68,1" 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="145" y="95.83333333333334"><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><custom-block s="Pinwheel Branches %s"><l>15</l></custom-block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Pinwheel Branches %&apos;Branches&apos;" type="command" category="variables"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="down"></block><block s="doRepeat"><block var="Branches"/><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="Branches"/></block></block></script></block><block s="up"></block></script></block-definition></blocks><variables></variables></project><media name="U1L3-Pinwheel" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>