<snapdata remixID="11660400"><project name="U1L3-Pinwheel" app="Snap! 7, 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="pinweel, 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="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="asterisk, branches: %&apos;branches&apos; branch length: %&apos;length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input 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