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select="1"><scene name="Polygons And Variables"><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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