<snapdata remixID="8734956"><project name="Project 3 (Triangles, Squares, and Stars, oh my! part 2)" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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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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