<snapdata remixID="14847629"><project name="Draw Polygon" app="Snap! 11.0.8, https://snap.berkeley.edu" 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select="1"><scene name="Draw Polygon"><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>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="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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