The pioneering DAO allegedly offered “risk-free” products that cost American retail investors tens of millions of dollars in losses.
A group of investors has filed a class-action suit against the Bancor decentralized autonomous organization (DAO); its operator, BProtocol Foundation; and its founders in the United States District Court for the Western District of Texas. The plaintiffs claim, among other things, that Bancor deceived investors about its impermanent loss protection (ILP) mechanism for liquidity providers and was an unregistered security.
According to the suit, Bancor’s v2.1 investment product, introduced in October 2020 and the second to feature ILP, operated at a deficit that the defendants were aware of and tried to cover by launching a new product, v3, which promised “some of the most competitive returns anywhere \[…\] without asking users to take on any risk.”
Impermanent loss occurs within the automated market maker model of decentralized finance when a liquidity provider deposits assets into a pool and one of the tokens involved loses value against another in the pool. It is called impermanent because trading conditions may restore the value of the token later. The loss is not realized unless the investor withdraws the token from the pool.
On June 19, 2022, Bancor experienced a spike in withdrawals, leading to a “pause” in ILP. Investors could still withdraw their assets, but they experienced the losses ILP was meant to prevent. This led to “losses approaching 50% of their LP \[Liquidity Provider\] Program investment,” amounting to tens of millions of dollars to U.S. retail investors, according to the suit.
The plaintiffs make six charges against the defendants of violations of the Securities Act of 1933 and Exchange Act of 1934, as well as breach of contract and unjust enrichment. They are demanding restitution, damages and interest.
Interesting to see how this plays out!
This is an issue in crypto. People make claims, brand them with “impermanent loss protection” and 99% of the users do not understand how it works. One look at the docs and you could know how it worked and how it was not mathematically driven impermanent loss protection, just a backup