<snapdata remixID="8645804"><project name="Seventh Project: Square And Triangles Redux" app="Snap! 5.1, http://snap.berkeley.edu" 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name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" volume="100" pan="0" lines="round" ternary="false" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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</pentrails><costumes><list 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