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":"2dc66165fd47eee6680f75641d362cbd","s":"47f52c4dfb69abac"}