<snapdata remixID="13527080"><project name="L03 Pinwheel" app="Snap! 10, https://snap.berkeley.edu" 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s="doWarp"><script><block s="doRepeat"><l>21</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-50</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block></block></script></block></script></block></script></block-definition><block-definition s="nest squares, squares %&apos;# of squares&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="doFor"><l>i</l><l>1</l><block var="# of squares"/><script></script></block></script></block-definition><block-definition s="polygon number of branches %&apos;number of branches&apos; backup size %&apos;size&apos; %&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 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