<snapdata remixID="11261603"><project name="Polygons and Variables" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Polygons and Variables"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="drawApolygon %&apos;numOfSides&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doRepeat"><block var="numOfSides"/><script><block s="forward"><l>50</l></block><block s="turnLeft"><block s="reportQuotient"><l>360</l><block var="numOfSides"/></block></block></script></block></script></block-definition><block-definition s="drawApolygon %&apos;numOfSides&apos; (2)" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doRepeat"><block var="numOfSides"/><script><block s="forward"><l>70</l></block><block s="turnLeft"><block s="reportQuotient"><l>360</l><block var="numOfSides"/></block></block></script></block></script></block-definition><block-definition s="drawApolygon %&apos;numOfSides&apos; (2) (2)" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doRepeat"><block var="numOfSides"/><script><block s="forward"><l>90</l></block><block s="turnLeft"><block s="reportQuotient"><l>360</l><block var="numOfSides"/></block></block></script></block></script></block-definition></blocks><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="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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