<snapdata remixID="8666561"><project name="1.3 Squares and Triangles_Jean Gonzalez" app="Snap! 5.1, 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" volume="100" pan="0" lines="round" ternary="false" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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