<snapdata remixID="12632495"><project name="procedurePolygons" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="procedurePolygons"><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"></input></inputs><script><block s="down"></block><block s="doRepeat"><block var="numberOfSides"/><script><block s="forward"><l>50</l></block><block s="turnLeft"><block s="reportQuotient"><l>360</l><block var="numberOfSides"/></block></block></script></block><block s="up"></block><block s="forward"><l>100</l></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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