<snapdata remixID="8666728"><project name="1.3 Squares and Triangles_Jesse-Ortega" 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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