<snapdata remixID="13300789"><project name="Polygon Solving" 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="Polygon Solving"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></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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s="doRepeat"><l>30</l><script><block s="forward"><l>10.5</l></block><block s="turn"><l>12</l></block></script></block><block s="up"></block></script><script x="93" y="48.33333333333334"><block s="clear"></block></script><script x="41" y="677.3333333333334"><block s="doFaceTowards"><l><option>random position</option></l></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Polygon Solving" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>