<snapdata remixID="8739685"><project name="2.1 Squares and Triangles Redux Starter" 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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