US Representative Marjorie Taylor Green has expressed concerns that the newly proposed stubcoin bill may serve as a “backdoor” for the government to effectively deploy a central bank digital currency (CBDC), masking it as privately issued crypto tokens.
She pointed out that regulated stubcoins possess “functional surveillance capabilities” and are virtually indistinguishable from CBDCs. In a follow-up post, Green emphasized, “The bill regulates stubcoins and paves the way for digital currency that supports central banks. The Federal Reserve has been eyeing CBDCs for quite some time.”
Her remarks mirror the growing apprehension within the Bitcoin and cryptocurrency communities, highlighting a mix of skepticism and the potential danger that these new tokens could fall under state control.
Many voices in the crypto space share similar concerns. One individual noted, “The act of genius pushes stubcoin into CBDC compliance and oversight. Without a daunting label, it essentially operates like a CBDC.” Another commentator, Saifedean Ammous, who authored “Bitcoin Standard,” pointed out that all forms of US currency are, in effect, a type of CBDC, already subject to state monitoring that is increasingly digital in nature.
Jean Rausis, co-founder of Smardex, a decentralized trading platform, mentioned, “If the government gets control of stubcoins, they will have a handle on financial transactions.” He went on to highlight the alarming capability of freezing transactions or rolling them back with centrally managed stubcoins.
The Genius Bill, updated in March, introduces stricter regulations related to money laundering and compliance, along with requirements that enhance financial surveillance and the power to censor transactions.
In a conversation in October 2024, Dr. Michael Egorov, founder of Curve Finance, shared with Cointelegraph his belief that centralized stubcoins run the risk of falling under regulatory oversight, including possible government seizure of fiat assets stored in bank accounts or custody where those tokens are supported.
