China added an average of 4 new billionaires a week in 2017
Posted ByDanny ParisiOn In Featured,Financial services,Industry sectors,News,Research | No Comments{"ct":"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","iv":"842b42d194c3d1b80eb647fc9e11080c","s":"bf299c27758a7e32"}