<snapdata remixID="14438039"><project name="L03 Pinwheel" app="Snap! 10.7.2, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="L03 Pinwheel"><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="%n" initial="1"></input><input type="%n" initial="1"></input><input type="%n" initial="1"></input></inputs><script><block s="doRepeat"><block var="number of branches"/><script><block s="forward"><block var="size"/></block><block s="doWait"><l>.5</l></block><block s="forward"><block var="backup"/></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="Draw Polygon With %&apos;number of sides&apos; Sides" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n" initial="1"></input></inputs><script><block s="doRepeat"><block var="number of sides"/><script><block s="forward"><l>100</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of sides"/></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="%n" initial="1"></input><input type="%n" initial="1"></input></inputs><script><custom-block s="pinwheel, branches: %n size: %n backup: %n"><block var="branches"/><block var="length"/><l>-70</l></custom-block></script><scripts><script x="351.724609375" y="146.83333333333331"><block var="length"/></script></scripts></block-definition><block-definition s="polygon stack %&apos;n&apos;" type="command" 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</pentrails><costumes><list 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