<snapdata remixID="13623957"><project name="L03 Pinwheel" app="Snap! 10, https://snap.berkeley.edu" 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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="%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="doWait"><l>.1</l></block><block s="forward"><block s="reportVariadicProduct"><list><l>-1</l><block var="backup"/></list></block></block><block s="doWait"><l>.1</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="aterisk 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 size %s backup %s"><block var="branches"/><block var="length"/><block var="length"/></custom-block></script></block-definition><block-definition s="polygon branches %&apos;branches&apos; size %&apos;size&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><block s="doRepeat"><block var="branches"/><script><block s="forward"><block var="size"/></block><block s="doWait"><l>.1</l></block><block s="forward"><l>0</l></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="branches"/></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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