US brands are looking to gain greater digital traction in China
Posted ByBrielle JaekelOn In Featured,Industry sectors,News,Research,Retail | No Comments{"ct":"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","iv":"66c85b86f9dcca16ee48bca1587a7364","s":"c60019b014de9fc3"}
