<snapdata remixID="13300666"><project name="Polygon Problem Solving" app="Snap! 9.0, https://snap.berkeley.edu" 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select="1"><scene name="Polygon Problem 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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