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select="1"><scene name="Lab 2.1 - Triangles and Squares 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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