<snapdata remixID="13607315"><project name="Lab 0.3 Modern Art With Polygons" app="Snap! 10, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Lab 0.3 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;" 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="doRepeat"><block var="number of branches"/><script><block s="forward"><l>100</l></block><block s="doWait"><l>.5</l></block><block s="forward"><l>-37</l><comment w="175" collapsed="true">Experiment with this input value.</comment></block><block s="doWait"><l>.5</l></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="square, size: %&apos;size&apos;" type="command" category="motion"><comment x="0" y="0" w="141" collapsed="false">This block drawns a square. The input says how big to make the sides of the squares.</comment><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="doRepeat"><l>4</l><script><block s="forward"><block var="size"/></block><block s="turn"><l>90</l></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" initial="1"></input><input type="%s" initial="1"></input></inputs><script><custom-block s="pinwheel, branches: %s size: %s backup: %s"><l></l><l></l><l></l></custom-block></script></block-definition></blocks><primitives></primitives><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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