<snapdata remixID="12614377"><project name="lab 5: modern art with polygons" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="lab 5: modern art with polygons"><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; (3)" 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>0</l></block><block s="forward"><block s="reportVariadicProduct"><list><block s="reportMonadic"><l><option>sqrt</option></l><block s="reportPower"><block var="backup"/><l>2</l></block></block><l>-1</l></list></block></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: 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codify="false" inheritance="true" sublistIDs="false" 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</pentrails><costumes><list 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