<snapdata remixID="10803441"><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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" 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