<snapdata remixID="10910717"><project name="2.1 Squares and Triangles Redux_Jeanette Mendez" 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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