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select="1"><scene name="Unit 1- Lesson 4-Exercises"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><primitives></primitives><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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