How much does casting differentiation count in advertising?
Posted BySarah JonesOn In Advertising,Featured,Industry sectors,Marketing,News | No 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","iv":"260631ecfbcbb9e962cf5b8ed28fe8b5","s":"97846f5692278028"}
