<snapdata remixID="14438010"><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="%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"><l>-100</l></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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