<snapdata remixID="10128670"><project name="polygons and variables" 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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</pentrails><costumes><list 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