<snapdata remixID="11680628"><project name="Polygons" app="Snap! 7, 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="Polygon %&apos;sides&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doSetVar"><l>angle</l><block s="reportQuotient"><l>360</l><block var="sides"/></block></block><block s="down"></block><block s="doRepeat"><block var="sides"/><script><block s="forward"><l>50</l></block><block s="turn"><block var="angle"/></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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