<snapdata remixID="15051794"><project name="pengamenamebrainplane" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="pengamenamebrainplane"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pinwheel, branches: %&apos;number of branches&apos; backup: %&apos;backup&apos; size: %&apos;size&apos;" type="command" category="motion"><comment x="0" y="0" w="90" collapsed="false">the code creates the shape depending on the arguement, determining the number of sides the shape has.</comment><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"><block var="size"/></block><block s="forward"><block var="backup"/></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 %&apos;branches&apos; 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 backup: %s size: %s"><block var="branches"/><l>-100</l><block var="length"/></custom-block></script></block-definition><block-definition s="polygon, sides %&apos;sides&apos; size %&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 backup: %s size: %s"><block var="sides"/><l>0</l><block var="length"/></custom-block></script></block-definition><block-definition s="polygon, sides %&apos;sides&apos; size %&apos;length&apos; (2)" 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><block s="doRepeat"><block var="sides"/><script><block s="forward"><block var="length"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="sides"/></block></block></script></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="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" 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