<snapdata remixID="12280812"><project name="Row of Polygons" app="Snap! 8.1, https://snap.berkeley.edu" 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select="1"><scene name="Row of Polygons"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><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" 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