<snapdata remixID="12111399"><project name="Draw A Polygon" app="Snap! 7, https://snap.berkeley.edu" 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select="1"><scene name="Draw A Polygon"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="drawAPolygon %&apos;numberofSides&apos; %&apos;sizeofShape&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%b"></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><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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