<snapdata remixID="12289011"><project name="Polygon Problem Solving" app="Snap! 8.1, 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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