<snapdata remixID="8695651"><project name="Lab 2.1 - Squares and Triangles Redux (aelcs)" app="Snap! 6, https://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" penlog="false" volume="100" pan="0" lines="round" ternary="true" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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