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select="1"><scene name="Lab 1.3: Squares and Triangles"><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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