Mercedes begins segmented rollout of art-filled fashion piece
Posted By Brielle Jaekel On In Apparel and accessories,Automotive,Featured,Industry sectors,Multichannel,News | No Comments{"ct":"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","iv":"138c8a21110efb4c7e388b576baf489c","s":"771c8aa401186d0c"}