<snapdata remixID="8625973"><project name="Modern Art with Polygons" 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="flat" ternary="false" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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