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select="1"><scene name="Polygon Problem Solving "><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><primitives></primitives><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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