<snapdata remixID="12832465"><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;bacock&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="bacock"/></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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