<snapdata remixID="8666870"><project name="1.3 Squares and Triangles_Joseph Thompson" 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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</pentrails><costumes><list 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