<snapdata remixID="9635515"><project name="Polygon Debugging" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><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" scheduled="false" 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id="16"></list></costumes><sounds><list struct="atomic" id="17"></list></sounds><blocks></blocks><variables></variables><scripts><script x="438" y="28"><block s="receiveGo"></block><block s="clear"></block><block s="up"></block><block s="doSetVar"><l>sideLength</l><l>100</l></block><block s="doSetVar"><l>numSides</l><l>4</l></block><block s="doSetVar"><l>extAngle</l><block s="reportQuotient"><l>360</l><block var="numSides"/></block></block><block s="gotoXY"><l>-50</l><l>0</l></block><block s="down"></block><block s="setColor"><color>10,0,209,1</color></block><block s="doRepeat"><block var="numSides"/><script><block s="forward"><block var="sideLength"/></block><block s="turn"><block var="extAngle"/></block></script></block><block s="up"></block><block s="doSetVar"><l>radius</l><l>50</l></block><block s="doSetVar"><l>2pi</l><l>6.283</l></block><block s="doSetVar"><l>perimeter</l><block s="reportProduct"><block var="2pi"/><block var="radius"/></block></block><block s="doSetVar"><l>circumference</l><block s="reportQuotient"><block var="perimeter"/><l>360</l></block></block><block s="setColor"><color>209,63,0,1</color></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><block s="doRepeat"><l>360</l><script><block s="forward"><block var="circumference"/></block><block s="turn"><l>1</l></block></script></block><block s="up"></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables><variable name="numSides"><l>4</l></variable><variable name="extAngle"><l>90</l></variable><variable name="sideLength"><l>100</l></variable><variable name="radius"><l>50</l></variable><variable name="perimeter"><l>314.15000000000003</l></variable><variable name="circumference"><l>0.872638888888889</l></variable><variable name="2pi"><l>6.283</l></variable></variables></project><media name="Polygon Debugging" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>