<snapdata remixID="11906798"><project name="Pinwheel Lab" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Pinwheel Lab"><notes></notes><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="down"></block><block s="forward"><l>20</l></block><block s="doWait"><l>.1</l></block><block s="forward"><l>-10</l></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block></block><block s="up"></block></script></block></script></block-definition><block-definition s="pinwheelCircle" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setColor"><color>255,47,24,1</color></block><block s="doRepeat"><l>10</l><script><block s="turn"><l>36</l></block><block s="forward"><l>36</l></block><custom-block s="pinwheel, branches: %s"><l>10</l></custom-block><block s="changePenColorDimension"><l><option>hue</option></l><block s="reportRandom"><l>1</l><l>100</l></block></block></script></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="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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</pentrails><costumes><list 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