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":"27d90713afdf301c942394cc82293960","s":"71d04f2b4bd4179f"}