Research
November 7, 2013
By Jen King
The number of ultra-high-net-worth individuals is continuing to grow with 2,170 global billionaires holding a combined $6.5 trillion net worth in 2013, according to a new census report by Wealth-X and UBS.
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","iv":"141b63122b32972f5b3b0640ee7a03b1","s":"fdf6452409156dec"}
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