<snapdata remixID="11310264"><project name="Pinwheel Programs 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 Programs Lab"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="penatgon side length" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRepeat"><block var="number of branches"/><script><block s="forward"><block var="length"/></block><block s="turn"><l>72</l></block></script></block></script></block-definition><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="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="number of branches"/></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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