<snapdata remixID="14258633"><project name="Polygon Problem Solving" app="Snap! 10.5.1, 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><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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