<snapdata remixID="14209340"><project name="Row of Polygons" app="Snap! 10.4.6, 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><primitives></primitives><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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