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select="1"><scene name="Polygon Problme 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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