<snapdata remixID="12314911"><project name="U1L3-Pinwheel" app="Snap! 8.1, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="U1L3-Pinwheel"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pinwheel ,branches %&apos;numberOfBranches&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doRepeat"><block var="numberOfBranches"/><script><block s="setPenColorDimension"><l><option>hue</option></l><block var="color"/></block><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="doChangeVar"><l>color</l><l>10</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="numberOfBranches"/></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="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" 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