<snapdata remixID="12832388"><project name="L03-Pinwheel" app="Snap! 9.0, https://snap.berkeley.edu" 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select="1"><scene name="L03-Pinwheel"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Pinwheel, branches: %&apos;number of branches&apos; size %&apos;size&apos; backup %&apos;backup&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doRepeat"><block var="number of branches"/><script><block s="forward"><block var="size"/></block><block s="doWait"><l>.1</l></block><block s="forward"><block var="backup"/></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><block-definition s="asterisk branches %&apos;branches&apos; branch length %&apos;length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input 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