<snapdata remixID="12072253"><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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