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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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