<snapdata remixID="14633059"><project name="U1L3-Pinwheel" app="Snap! 11.0.4, https://snap.berkeley.edu" 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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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