<snapdata remixID="9936109"><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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