<snapdata remixID="8793555"><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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