<snapdata remixID="9833171"><project name="Polygon Problem" 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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