<snapdata remixID="13892702"><project name="Debugging Polygons" app="Snap! 10.1-dev, https://snap.berkeley.edu" 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select="1"><scene name="Debugging Polygons"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="DrawPolygon %&apos;numSides&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doRepeat"><block var="numSides"/><script><block s="forward"><l>25</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="numSides"/></block></block></script></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="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" 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