Cryptocurrency’s total market value reaches $1.2T: Henley & Partners


Financial services

September 11, 2023

The number of investors in the secure coinage has hit a total of more than 425 million individuals. Image credit: Henley & Partners The number of investors taking an interest in the currency is growing. Image credit: Henley & Partners

 

U.K.-based investment migration consultancy Henley & Partners is out with an inaugural report, revealing the landscape of a growing area of interest for investors.

{“ct”:”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”,”iv”:”bd0353ad4f48e51da583db70ac2dff0b”,”s”:”62d5e4a738fc1f73″}


 





Source link