<snapdata remixID="8806910"><project name="Lab 2.1 Squares and Triangles Redux Starter Code" 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="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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