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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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