<snapdata remixID="13301294"><project name="polygon problem solving" app="Snap! 9.0, 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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