<snapdata remixID="15028210"><project name="Polygon Problem Solving" app="Snap! 11.0.8, 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><primitives></primitives><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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