<snapdata remixID="8775679"><project name="2.1 - Squares and Triangles Redux" 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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</pentrails><costumes><list 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