<snapdata remixID="8557354"><project name="2.1 Triangles and Squares" 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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