<snapdata remixID="8806672"><project name="Lab 2.1 Squares and Triangles Redux Starter Code" 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="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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