China added an average of 4 new billionaires a week in 2017
Posted By Danny Parisi On In Featured,Financial services,Industry sectors,News,Research | No Comments{"ct":"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","iv":"48fd8bb3619df6e2ee38b6e58edc6d14","s":"b70134a0fa215cd2"}