<snapdata remixID="9911704"><project name="polygons and variables" 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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