<snapdata remixID="9931593"><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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