<snapdata remixID="14861054"><project name="DrawPolygon" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="DrawPolygon"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="DrawAPolygon %&apos;NumberOfSides&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="down"></block><block s="doRepeat"><block var="NumberOfSides"/><script><block s="forward"><l>60</l></block><block s="turnLeft"><block s="reportQuotient"><l>360</l><block var="NumberOfSides"/></block></block></script></block><block s="up"></block></script></block-definition><block-definition s="DrawAPolygon %&apos;NumberOfSides&apos; (2)" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="down"></block><block s="doRepeat"><block var="NumberOfSides"/><script><block s="forward"><l>60</l></block><block s="turnLeft"><block s="reportQuotient"><l>360</l><block var="NumberOfSides"/></block></block></script></block><block s="up"></block></script></block-definition><block-definition s="DrawAPolygon %&apos;NumberOfSides&apos; (4)" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="down"></block><block s="doRepeat"><block var="NumberOfSides"/><script><block s="forward"><l>40</l></block><block s="turnLeft"><block s="reportQuotient"><l>360</l><block var="NumberOfSides"/></block></block></script></block><block s="up"></block></script></block-definition><block-definition s="DrawAPolygon %&apos;NumberOfSides&apos; (3)" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="down"></block><block s="doRepeat"><block var="NumberOfSides"/><script><block s="forward"><l>30</l></block><block s="turnLeft"><block s="reportQuotient"><l>360</l><block var="NumberOfSides"/></block></block></script></block><block s="up"></block></script></block-definition></blocks><primitives></primitives><stage name="Stage" width="480" height="360" costume="1" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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" 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