<snapdata remixID="8629318"><project name="U1L3.1 Modern Art with Polygons" app="Snap! 5.1, http://snap.berkeley.edu" 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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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