<snapdata remixID="8640617"><project name="Giselle Yoshimoto - L2.1 Squares 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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