<snapdata remixID="13787696"><project name="polygons 2" app="Snap! 10, https://snap.berkeley.edu" 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select="1"><scene name="polygons 2"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="repeat" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs></block-definition></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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