<snapdata remixID="13556489"><project name="Pinwheel Assignment 1" app="Snap! 10, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Pinwheel Assignment 1"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pinwheel %&apos;brenches&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doRepeat"><block var="brenches"/><script><block s="forward"><l>50</l></block><block s="forward"><l>-30</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="brenches"/></block></block></script></block></script></block-definition><block-definition s="pinwheel %&apos;branches&apos; size %&apos;size&apos; backup %&apos;backup&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="down"></block><block s="doRepeat"><block var="branches"/><script><block s="forward"><block var="size"/></block><block s="forward"><block s="reportVariadicProduct"><list><l>-1</l><block var="backup"/></list></block></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="branches"/></block></block></script></block></script></block-definition><block-definition s="pinwheel,branches %&apos;number of branches&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doRepeat"><block var="number of branches"/><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</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="asteriks %&apos;branches&apos; %&apos;sizes&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><custom-block s="pinwheel 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ternary="true" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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