<snapdata remixID="13527618"><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>.5</l></block><block s="forward"><block s="reportVariadicProduct"><list><l>-1</l><block var="backup:"/></list></block></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="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"><block var="branches:"/><block var="length"/><block var="length"/></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="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" 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