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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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