How much does casting differentiation count in advertising?
Posted By Sarah Jones On In Advertising,Featured,Industry sectors,Marketing,News | No 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","iv":"bb315ff3aa156a56ada6bfa62c4ee8c9","s":"7c6de4bb4fa12eb4"}