<snapdata remixID="10702619"><project name="Lab 2.1 - Squares and Triangles Redux" 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="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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