Il fallimento di FTX potrebbe danneggiare oltre 1 milione di creditori
Sulla base di quanto emerso da una prima dichiarazione depositata presso il tribunale che si sta occupando del fallimento di FTX, l’exchange dell’ormai ex CEO Sam Bankman-Fried potrebbe avere più di 1 milione di creditori.
Il nostro approfondimento sul blog di Nicola Porro:
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)
#ftx #fallimento #sambankmanfried