<snapdata remixID="9014700"><project name="U1L3-Pinwheel" app="Snap! 5.1, http://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" volume="100" pan="0" lines="round" ternary="true" codify="false" inheritance="false" sublistIDs="false" scheduled="false" 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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(2)" idx="1" x="45.99999999999932" y="14.000000000000057" heading="214.71428571428578" 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="96" y="54"><custom-block s="pinwheel, branches: %s size: %s backup: %s"><l>5</l><l>80</l><l>60</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; 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="doRepeat"><block var="number of branches"/><script><block s="forward"><block var="size"/></block><block s="doWait"><l>0.5</l></block><block s="forward"><block var="backup"/></block><block s="doWait"><l>0.5</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="U1L3-Pinwheel" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>