<snapdata remixID="8535319"><project name="Lab 1.3 Squares and Triangles" 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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