<snapdata remixID="14018163"><project name="Pinwheel 2 art" app="Snap! 10.1-dev, https://snap.berkeley.edu" 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select="1"><scene name="Pinwheel 2 art"><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" initial="1"></input></inputs><script><block s="doRepeat"><block var="number of branches"/><script><block s="forward"><l>100</l></block><block s="doWait"><l>0.1</l></block><block s="forward"><l>-70</l></block><block s="doWait"><l>0.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block></block><block s="changePenColorDimension"><l><option>hue</option></l><l>10</l></block><block s="forward"><l>100</l></block><block s="turn"><l>45</l></block></script></block></script></block-definition></blocks><primitives></primitives><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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