<snapdata remixID="14501583"><project name="L03 Pinwheel" app="Snap! 11.0.0, 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 number of 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="forward"><block s="reportDifference"><l></l><block var="backup"/></block></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 number of branches %s size %s Backup %s"><block var="branches"/><block var="length"/><l>80</l></custom-block></script></block-definition><block-definition s="polygon sides %&apos;sides&apos; side 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><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><scripts><script x="279.11328125" y="150.7"><block s="forward"><block s="reportDifference"><l></l><block 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" mediaID="L03 Pinwheel_Stage_cst_Untitled"/><costume name="Untitled(2)" center-x="240" center-y="180" 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" 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