<snapdata remixID="14847964"><project name="drawing Polygons" app="Snap! 11.0.8, https://snap.berkeley.edu" 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select="1"><scene name="drawing Polygons"><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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