The Americas are expected to surpass China in terms of luxury goods spending growth, while global revenue will climb an estimated two percent to $299 billion, according to a new study by Bain & Co.
{"ct":"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","iv":"5696d8fcad3572265fc07913e8f9bb82","s":"8c7aee135f78df77"}