<snapdata remixID="14590449"><project name="U1L3-Pinwheel" app="Snap! 11.0.4, 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;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="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block></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="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" 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