<snapdata remixID="14691382"><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="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><primitives></primitives><stage name="Stage" width="480" height="360" costume="2" 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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" mediaID="U1L3-Pinwheel_Stage_cst_Untitled(2)"/></media></snapdata>