<snapdata remixID="9611255"><project name="polygon problem slving" 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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