<snapdata remixID="10062674"><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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</thumbnail><stage 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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