<snapdata remixID="14632726"><project name="polygons" app="Snap! 11.0.8, https://snap.berkeley.edu" 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select="1"><scene name="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="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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