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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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