<snapdata remixID="11886000"><project name="Polygon" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Polygon"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="drawAPolygon %&apos;numberOfSides&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="clear"></block><block s="doAsk"><l>How many sides?</l></block><block s="doSetVar"><l>numberOfSides</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>Side length?</l></block><block s="doSetVar"><l>sideLength</l><block s="getLastAnswer"></block></block><block s="down"></block><block s="doRepeat"><block var="numberOfSides"/><script><block s="forward"><block var="sideLength"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="numberOfSides"/></block></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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</pentrails><costumes><list 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color="243,118,29"/><watcher var="sideLength" style="normal" x="10" y="31.000001999999995" color="243,118,29"/></sprites></stage><variables><variable name="sideNum"><l>5</l></variable><variable name="sideLength"><l>1</l></variable></variables></scene></scenes></project><media name="Polygon" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>