<snapdata remixID="14214542"><project name="Polygon Problem solving." app="Snap! 10.4.6, 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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