Research
July 1, 2020
88.1 percent of billionaires were male and the average age is 65.9. Source: Wealth-X
By Dianna Dilworth
The number of global billionaires grew last year, and luxury marketers should be looking to understand this audience since these wealth leaders influence the consumption patterns of all affluent consumers.
{"ct":"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","iv":"5eca64498d869c9545f28232ae0e7d83","s":"a450001efdf67d9d"}
Share your thoughts. Click here