<snapdata remixID="8806936"><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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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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