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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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