<snapdata remixID="11996218"><project name="U3L3 Polygon Problem Solving" app="Snap! 7, https://snap.berkeley.edu" 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select="1"><scene name="U3L3 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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