<snapdata remixID="8800898"><project name="2.1 Squares and Triangles Redux_Jose Espinell" app="Snap! 5.4, http://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" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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