<snapdata remixID="14715462"><project name="pinwheel" app="Snap! 11.0.6, https://snap.berkeley.edu" 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select="1"><scene name="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="%n" 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><block-definition s="pinwheel, branches 1,2: %&apos;number of branches #1&apos; %&apos;number of branches #2&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n" initial="1"></input><input type="%n" initial="1"></input></inputs><script><block s="up"></block><block s="clear"></block><block 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