<snapdata remixID="14714614"><project name="U1L3-Pinwheel" app="Snap! 11.0.5, 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 %&apos;numOfbranches&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="numOfbranches"/><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="numOfbranches"/></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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</pentrails><costumes><list 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