Combined net worth of billionaires up by $796B to $7.6 trillion in 2019
Posted By Dianna Dilworth On In Featured,Financial services,Industry sectors,News,Research | No 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","iv":"76b1481ef5faae9895b5a5632807d85e","s":"7edeaafa0b9e99d2"}
