<snapdata remixID="14576346"><project name="3.17 Pinwheel" app="Snap! 11.0.3, https://snap.berkeley.edu" 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select="1"><scene name="3.17 Pinwheel"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pinwheel; Number of 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></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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</pentrails><costumes><list 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" mediaID="3.17 Pinwheel_Stage_cst_XY Grid"/></media></snapdata>