<snapdata remixID="12957743"><project name="U1L3- Modern Art with Polygons" app="Snap! 9.0, https://snap.berkeley.edu" 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select="1"><scene name="U1L3- Modern Art with Polygons"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pinwheel branches %&apos;number of bracnhes&apos; size %&apos;size #&apos; backups %&apos;backups #&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 bracnhes"/><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of bracnhes"/></block></block></script></block></script></block-definition><block-definition s="asterisk branches %&apos;number of 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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