Combined net worth of billionaires up by $796B to $7.6 trillion in 2019
Posted ByDianna DilworthOn In Featured,Financial services,Industry sectors,News,Research | No 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","iv":"3508a19802396b5915b0c543af515a33","s":"7dcfcf069025b873"}
