<snapdata remixID="8574602"><project name="Squares, Triangles, and Stars 2.0" 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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