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select="1"><scene name="Lab 2.1 - Squares and Triangles Redux"><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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</pentrails><costumes><list 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