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The Problem

On-chain savings today are tightly coupled: to save in Euros, you need a Euro stablecoin. To save in Gold, you need a tokenized commodity. This forces liquidity into fragmented, shallow markets with inferior returns compared to deep USD pools. The fundamental constraint:
Traditional: Exposure Asset = Settlement Asset
This limits options to whatever strategies exist for the target asset - which is usually much less than what’s available in USD markets.

How Blend’s Infrastructure Solves This

Blend’s SMA architecture makes it possible for Risk Architects to break this constraint. They can design strategies where principal stays in deep, liquid USD positions while a synthetic overlay transforms the portfolio’s denomination into any target asset.
With Blend: Exposure Asset ≠ Settlement Asset
The result: Risk Architects can offer savings products denominated in EUR, GBP, JPY, or Gold that earn returns from the most efficient USD markets on-chain.

How It Works

A Risk Architect designs a Basket with two components running simultaneously in the user’s Safe:

1. Deep USD Strategies (~95% of principal)

The vast majority of capital is deployed into high-quality USD strategies - lending on Morpho, Aave, Euler, etc. This is where returns come from.

2. Notional Hedge (~5% margin)

A small margin fraction collateralizes a synthetic position (via perpetual swaps or lending markets) that mirrors the target asset’s price movements. This is what transforms the portfolio’s denomination.
The hedge is purely notional - it adjusts exposure behavior, not principal. The user’s USD principal remains untouched inside their Safe at all times.

What Happens When Prices Move

Target asset strengthens (e.g., EUR rises from 1.08to1.08 to 1.15)

The long hedge position gains value. Although the USD principal buys fewer Euros at the new rate, the hedge profit compensates - preserving purchasing power in Euro terms.

Target asset weakens (e.g., EUR falls from 1.08to1.08 to 1.00)

The hedge incurs a loss. But the USD principal now commands more purchasing power in Euro terms, offsetting the hedge loss. Result: The portfolio tracks the target asset, earning USD returns minus the funding cost of the hedge.

Notional Hedges vs. Leveraged Trading

This is not leveraged trading. The distinction matters:
Leveraged Perp PositionNotional Hedge
PurposeProfit from price directionTransform denomination
Collateral at riskEntire margin (can be liquidated)Only small hedge margin (~5%)
What happens on liquidationYou lose your collateralPortfolio temporarily reverts to USD - principal is untouched
Worst caseTotal loss of marginTemporary exposure drift
Worst-case outcome: The hedge is reduced or temporarily unwound. The portfolio behaves like USD until the hedge is re-established. There is no scenario where hedge liquidation affects the user’s principal inside the Safe.

What Risk Architects Can Target

Risk Architects can create Baskets targeting any asset with liquid derivatives markets:
CategoryExamples
Fiat currenciesEUR, GBP, JPY, SGD, BRL, AUD
CommoditiesGold (XAU), Silver (XAG)
Crypto assetsBTC, ETH
Emerging marketsAny currency with sufficient perp/lending depth
The available denominations depend on which derivatives venues have sufficient liquidity. As on-chain perp markets deepen, the range of possible synthetic savings products expands.

The Math (Simplified)

For a user depositing principal (P_0):
  • USD allocation: (\alpha \cdot P_0) where (\alpha \approx 0.95)
  • Hedge margin: (\beta \cdot P_0) where (\beta \approx 0.05)
  • Notional hedge size: equals the full principal to achieve 1:1 synthetic exposure
The total return combines USD returns and the funding cost of the hedge:
Total Return = USD returns - funding rate + FX capital gains
Under interest rate parity conditions, the funding rate approximately equals the difference between USD and target currency interest rates. So the net return approximates what you’d earn in the target currency natively - but with access to the full depth of USD markets.

Full Mathematical Framework

See the formal equations, margin ratio definitions, and safety boundary conditions.

Example: EUR Savings Account

A Risk Architect creates a Basket for a EUR savings product. A user deposits $10,000 USDC:
  1. $9,500 is deployed into USD strategies (Morpho + Aave) earning ~8% APY
  2. **500collateralizesaEUR/USDlongperpetualwith500** collateralizes a EUR/USD long perpetual with 10,000 notional
  3. The portfolio now behaves like Euros - tracking EUR/USD price movements
  4. Net return: ~8% USD returns minus ~2% funding cost = ~6% APY in EUR terms
The user earns the equivalent of a 6% Euro savings rate, funded by deep USD liquidity, without ever needing to touch a Euro stablecoin.
Last modified on February 6, 2026