<snapdata remixID="10789765"><project name="Polygon Problem solving" app="Snap! 6, https://snap.berkeley.edu" 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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" scheduled="false" 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