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