<snapdata remixID="12855188"><project name="U1L3-Pinwheel" app="Snap! 10, https://snap.berkeley.edu" 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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; size %&apos;size&apos; backup: %&apos;backup:&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%s" initial="1"></input><input type="%s" initial="1"></input></inputs><script><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><block s="doRepeat"><block var="number of branches"/><script><block s="forward"><block var="size"/></block><block s="forward"><block var="backup:"/></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: %&apos;branches&apos;" type="command" 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