Ethena’s USDe: A “Cash and Carry” Trade, Not Another UST

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The recent emergence of Ethena and its “stablecoin” USDe has sparked comparisons to the dramatic collapse of Terra’s UST earlier in 2023.

While both projects deal with maintaining a price peg, a closer look reveals fundamental differences in their mechanisms and underlying assets. This article aims to dispel the misconception of Ethena being “Luna 2.0” by providing a clear distinction between the two projects.

Understanding Terra’s UST: An Algorithmic Peg with Fatal Flaws

TerraUSD (UST), the algorithmic stablecoin of the Terra blockchain, aimed to maintain a 1:1 peg with the US dollar through a complex seigniorage share mechanism. Here’s a breakdown of how it worked:

While this system functioned during bull market conditions, it harbored a critical flaw. The peg’s stability hinged on the assumption that LUNA held inherent value independent of UST.

However, the crash revealed a high degree of correlation between the two tokens. When market sentiment turned bearish and UST depegged, a vicious cycle ensued. Users rushed to redeem UST for LUNA, leading to a hyperinflation of LUNA’s supply and a subsequent collapse in both UST’s and LUNA’s prices.

Ethena’s USDe: A “Cash and Carry” Approach with Real-World Collateral

Ethena’s USDe takes a fundamentally different approach. Instead of an algorithmic mechanism, it leverages a well-established traditional finance (TradFi) strategy called “cash and carry.” Let’s dissect this strategy and how USDe implements it:

Key Distinctions Between UST and USDe

USDe: Not Risk-Free, But Different from UST

While Ethena’s USDe offers a more transparent and potentially less risky approach compared to UST, it’s crucial to acknowledge that it’s not without its own set of challenges:

Ethena is Not Terra, USDe is Not UST

Ethena’s USDe presents a distinct approach to maintaining a price peg compared to Terra’s UST. USDe leverages a “cash and carry” strategy backed by real-world collateral (ETH) and transparently acknowledges the inherent risks

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