<snapdata remixID="12069303"><project name="Polygon Problem Solving" app="Snap! 7, 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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