According to a social graph developed by Wealth-X, high-net-worth individuals worth at least $1 million are connected, professionally or personally, to someone 36.9 times wealthier.
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","iv":"e890586da7f6787dfcbd3c69afec6b43","s":"15c1e697bbcdb12c"}