<snapdata remixID="8806900"><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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