<snapdata remixID="8645397"><project name="2.1 Squares and Triangles Redux&#xD;" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage 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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