CORE DEFI PRIMITIVES AND MECHANICS

The Secrets of Creating Stable, Oracle-Free Liquidity Pools

4 min read
#DeFi #Smart Contracts #Liquidity Pools #Yield Farming #Stablecoins
The Secrets of Creating Stable, Oracle-Free Liquidity Pools

I thought, “If I could predict that one candle, I could avoid this.” My fixated hope that one oracle, one data point would shield me felt foolish in hindsight, and I realized the real power lies in the architecture of the system itself.


Why You Need an Oracle‑Free AMM

The idea of an oracle‑free Automated Market Maker (AMM) isn’t new. In fact, the fundamentals of AMMs—such as the constant product formula and the way reserves dictate prices—are laid out in depth in Understanding Automated Market Makers and the Core DeFi Mechanics. A classic AMM, traders trade against a pool of reserves that follows the constant product formula, x*y=k, a key concept that helps explain why relying on a single candle is a poor substitute for a robust market design.

A stable‑coin pair, like USDC‑DAI, may already provide some price stability, but that alone is insufficient. Without a proper self‑regulating buffer and real‑time on‑chain checks, even stable pairs can experience surprising slippage. In this post I walk through how to build an AMM that doesn’t need a third‑party oracle, borrowing ideas from recent guides on creating truly independent liquidity pools.


The Core Mechanisms of an Oracle‑Free AMM

  1. Define the price band
    LPs choose a 0.99–1.01 price band, reflecting the typical spread between USDC and DAI. The pair sits in an “in‑range” state when trades happen within this band.

  2. Set the fee parameters

    • Base fee: 0.2%
    • Buffer fee: 0.1% for the buffer that grows if the pool experiences high slippage
  3. Initialize the buffer
    On deployment, the pool starts with a 1% buffer relative to its total reserves, providing a cushion for price adjustments.

  4. Implement TWAP checks
    Before executing a swap, the contract fetches the average price over the last 20 blocks. If the proposed price deviates by more than 5%, the transaction reverts. This step mirrors the practical guidelines described in Practical Steps to Build an Automated Market Maker Free of Oracles.

  5. Manage the buffer
    On every trade, the fee that lands in the buffer is subtracted from the total reserves. If the buffer dips below 0.5% reserves, the pool automatically raises the buffer fee to 0.2% for the next trade cycle. This self‑insurance approach is a common pattern for building oracle‑free AMMs from scratch, as detailed in Building Oracle‑Free Automated Market Makers from Scratch.

  6. Emergency halt
    If a single trade moves the pool price by over 2%, the contract triggers a halt() function. Traders can cancel or get a refund; LPs can withdraw at full or partial amounts depending on the time elapsed. This guardrail is an essential feature highlighted in the discussion of designing oracle‑free AMMs, see Designing Oracle‑Free AMMs: A Deep Dive into Core DeFi Primitives.

  7. Periodic rebalancing
    Every 24 hours, the pool sends a “rebalancer” transaction that swaps a small portion of the accumulated buffer back into the main reserves to avoid devaluation of the buffer tokens.

By following this workflow, you essentially build a pool where the smart‑contract code acts as its own oracle—an idea explored in depth in The Mechanics of AMMs in a DeFi Landscape Without Oracles.


Why This Matters for Traders and LPs

Traders: you’ll see slippage that is predictable and bounded. There’s no fear that an oracle will lag and cause you to end up with an unexpected price.
LPs: the buffer and time‑based controls provide a transparent, audit‑friendly way to maintain price integrity, a best‑practice approach echoed in many oracle‑free AMM tutorials.


Final Takeaway

The most important takeaway? Don’t chase a fancy oracle; master the design of the system itself. By embedding a real‑time buffer, TWAP checks, and an emergency halt—principles that are at the heart of building truly independent AMMs—you get the same reliability that a conventional oracle offers, without the additional cost and risk. For a comprehensive look at how AMMs can function seamlessly in a DeFi landscape without external oracles, read The Mechanics of AMMs in a DeFi Landscape Without Oracles.

Sofia Renz
Written by

Sofia Renz

Sofia is a blockchain strategist and educator passionate about Web3 transparency. She explores risk frameworks, incentive design, and sustainable yield systems within DeFi. Her writing simplifies deep crypto concepts for readers at every level.

Discussion (10)

AN
Anonymous 2 months ago
Wow, I just read about oracle‑free AMMs and honestly, I never thought about how much the constant product formula matters beyond the surface. I feel like my earlier trades were just chasing the candle instead of understanding the reserve dynamics. If anyone has tried tweaking the fee curve, let me know!
AN
Anonymous 2 months ago
Thanks for bringing that up, scribe77. I built a custom oracle‑free pool last month and the reserve drift was less than 0.2% during a 5‑minute flash crash. The architecture that separates price feeds from reserves proved real, and honestly, I saved over $300 in gas compared to the oracle‑driven model, which is a huge win for a small team.
AN
Anonymous 2 months ago
I can confirm that the pool's stability hinges on the k invariant, and any deviation in the product X*Y due to slippage will be mitigated by a dynamic weight adjustment. For instance, using a 0.30% fee yields a 0.3% price impact at a 1:1 ratio; if you increase the fee to 0.50%, you reduce slippage by 1.67 times. That’s the math.
AN
Anonymous 2 months ago
While that math holds, it assumes liquidity providers stake uniformly, which isn’t always the case. The reward multiplier actually shifts when liquidity density changes, so the distribution stays more predictable for the pool.
AN
Anonymous 2 months ago
I built a custom oracle‑free pool last month and the liquidity drift was less than 0.2% during a 5‑minute flash crash. The architecture that separates price feeds from reserves proved real, and honestly, I saved over $300 in gas compared to the oracle‑driven model, which is a huge win for a small team.
AN
Anonymous 2 months ago
Excellent! Keep monitoring the reserve ratio and consider adding a dynamic fee trigger to avoid temporary liquidity gaps during volatility.
AN
Anonymous 2 months ago
Wait, did I miss a post? The reserve‑only logic really simplifies things when you avoid on‑chain price feeds. It keeps the system lean and efficient.
AN
Anonymous 2 months ago
Indeed, that simplicity helps, but make sure you lock the k invariant in the contract so the pool doesn’t drift during large trades.
AN
Anonymous 2 months ago
I’ve built 15 stable pools and my returns are top tier. I’ve used oracle‑free designs to keep fees low and avoid slippage. The community loves the simplified model!
AN
Anonymous 2 months ago
Nice work, hypeManiac. Keep an eye on the reserve ratio, and consider adding a dynamic fee trigger to stay smooth during sudden market moves.
AN
Anonymous 2 months ago
The reserve‑only logic is paying off. I see no major slippage even during peak times, thanks to the simple design.
AN
Anonymous 2 months ago
Great to hear! Don’t forget to monitor the reserve ratio and pause the pool if it diverges significantly to prevent runaway price swings.
AN
Anonymous 2 months ago
LOL!!! pool WITHOUT oracle!!! That is like a math wizard thing!! I just wrote a script that flips the fee every second and my balance jumped by 5x!!! ???
AN
Anonymous 2 months ago
That sounds risky. Make sure you understand the security implications before running such scripts.
AN
Anonymous 2 months ago
Hey, for those of you who want to experiment with oracle‑free AMMs, start by ensuring your smart‑contract code locks the k invariant and uses a 0.30% fee by default. Then monitor the reserve ratio every minute; if you see the ratio diverge by more than 0.5%, pause the pool temporarily. That helps avoid runaway price swings.
AN
Anonymous 2 months ago
Thanks for the guidance, steadyTrader. I’ll add that check to my dashboard.
AN
Anonymous 2 months ago
Nice idea, scribe77. Just remember to audit the fee transition logic carefully, as sudden changes can cause temporary liquidity gaps.
AN
Anonymous 2 months ago
I’ve been exploring the article’s suggestions, and I think adding a dynamic fee based on the reserve ratio could really improve stability. How does that sound?
AN
Anonymous 2 months ago
Nice idea, scribe77. Just remember to audit the fee transition logic carefully, as sudden changes can cause temporary liquidity gaps.

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Contents

Anonymous I’ve been exploring the article’s suggestions, and I think adding a dynamic fee based on the reserve ratio could really... on The Secrets of Creating Stable, Oracle-F... Aug 12, 2025 |
Anonymous Nice idea, scribe77. Just remember to audit the fee transition logic carefully, as sudden changes can cause temporary li... on The Secrets of Creating Stable, Oracle-F... Aug 12, 2025 |
Anonymous Hey, for those of you who want to experiment with oracle‑free AMMs, start by ensuring your smart‑contract code locks the... on The Secrets of Creating Stable, Oracle-F... Aug 10, 2025 |
Anonymous LOL!!! pool WITHOUT oracle!!! That is like a math wizard thing!! I just wrote a script that flips the fee every second a... on The Secrets of Creating Stable, Oracle-F... Aug 07, 2025 |
Anonymous The reserve‑only logic is paying off. I see no major slippage even during peak times, thanks to the simple design. on The Secrets of Creating Stable, Oracle-F... Aug 05, 2025 |
Anonymous I’ve built 15 stable pools and my returns are top tier. I’ve used oracle‑free designs to keep fees low and avoid slippag... on The Secrets of Creating Stable, Oracle-F... Aug 05, 2025 |
Anonymous Wait, did I miss a post? The reserve‑only logic really simplifies things when you avoid on‑chain price feeds. It keeps t... on The Secrets of Creating Stable, Oracle-F... Aug 04, 2025 |
Anonymous I built a custom oracle‑free pool last month and the liquidity drift was less than 0.2% during a 5‑minute flash crash. T... on The Secrets of Creating Stable, Oracle-F... Aug 04, 2025 |
Anonymous I can confirm that the pool's stability hinges on the k invariant, and any deviation in the product X*Y due to slippage... on The Secrets of Creating Stable, Oracle-F... Aug 03, 2025 |
Anonymous Wow, I just read about oracle‑free AMMs and honestly, I never thought about how much the constant product formula matter... on The Secrets of Creating Stable, Oracle-F... Aug 02, 2025 |
Anonymous I’ve been exploring the article’s suggestions, and I think adding a dynamic fee based on the reserve ratio could really... on The Secrets of Creating Stable, Oracle-F... Aug 12, 2025 |
Anonymous Nice idea, scribe77. Just remember to audit the fee transition logic carefully, as sudden changes can cause temporary li... on The Secrets of Creating Stable, Oracle-F... Aug 12, 2025 |
Anonymous Hey, for those of you who want to experiment with oracle‑free AMMs, start by ensuring your smart‑contract code locks the... on The Secrets of Creating Stable, Oracle-F... Aug 10, 2025 |
Anonymous LOL!!! pool WITHOUT oracle!!! That is like a math wizard thing!! I just wrote a script that flips the fee every second a... on The Secrets of Creating Stable, Oracle-F... Aug 07, 2025 |
Anonymous The reserve‑only logic is paying off. I see no major slippage even during peak times, thanks to the simple design. on The Secrets of Creating Stable, Oracle-F... Aug 05, 2025 |
Anonymous I’ve built 15 stable pools and my returns are top tier. I’ve used oracle‑free designs to keep fees low and avoid slippag... on The Secrets of Creating Stable, Oracle-F... Aug 05, 2025 |
Anonymous Wait, did I miss a post? The reserve‑only logic really simplifies things when you avoid on‑chain price feeds. It keeps t... on The Secrets of Creating Stable, Oracle-F... Aug 04, 2025 |
Anonymous I built a custom oracle‑free pool last month and the liquidity drift was less than 0.2% during a 5‑minute flash crash. T... on The Secrets of Creating Stable, Oracle-F... Aug 04, 2025 |
Anonymous I can confirm that the pool's stability hinges on the k invariant, and any deviation in the product X*Y due to slippage... on The Secrets of Creating Stable, Oracle-F... Aug 03, 2025 |
Anonymous Wow, I just read about oracle‑free AMMs and honestly, I never thought about how much the constant product formula matter... on The Secrets of Creating Stable, Oracle-F... Aug 02, 2025 |