<snapdata remixID="10910461"><project name="2.1 Squares and Triangles Redux Sorimer Rosario" 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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