<snapdata remixID="8800808"><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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