<snapdata remixID="9590063"><project name="Row of Polygons" app="Snap! 6, https://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" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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