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" mediaID="Unit 1-Lesson 5-Video_Maze_cst_Untitled"/><costume name="Untitled(2)" center-x="239" center-y="179" 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" mediaID="Unit 1-Lesson 5-Video_Maze_cst_Untitled(2)"/></media></snapdata>