<snapdata remixID="9911692"><project name="polygon" 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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</pentrails><costumes><list 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s="doSetVar"><l>length</l><l>25</l></block><block s="doSetVar"><l>angles</l><block s="reportQuotient"><l>360</l><block var="number of sides"/></block></block><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="doRepeat"><block var="number of sides"/><script><block s="forward"><block var="length"/></block><block s="turnLeft"><block var="angles"/></block></script></block><block s="doChangeVar"><l>length</l><l>25</l></block></script></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables><variable name="length"><l>100</l></variable><variable name="angles"><l>72</l></variable><variable name="number of sides"><l>5</l></variable></variables></project><media name="polygon" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>