<snapdata remixID="11270833"><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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