<snapdata remixID="11795744"><project name="Polygon Problem Solving" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Polygon Problem Solving"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><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" 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