Documentation Index
Fetch the complete documentation index at: https://docs.makx.io/llms.txt
Use this file to discover all available pages before exploring further.
What is makx.io?
makx.io is the meme coin launchpad face of the Makx protocol. Token creators launch directly onto Uniswap V4 — in a single transaction — using liquidity rented from the Makx Yield Vault. There is no bonding curve and no migration step.How a launch works
- A creator selects a target market cap. The UI derives the required rental payment.
- The creator calls
createToken()with their rental payment plus an optional dev buy amount. - Makx borrows that ETH value from the vault as
bondAmount. - 1,000,000,000 tokens are minted and added to a Uniswap V4 full-range pool together with the borrowed ETH.
- The creator’s dev buy executes immediately at the launch price.
- The pool is live. Trading starts at block one.
The rental model
Liquidity is not owned — it is rented. The creator pays a continuous per-second fee for the ETH that backs their pool. At launch they prepay a minimum rental duration (30 days by default). As long as rent is current, the pool stays active and trading fees flow to the creator. If the creator stops paying rent:- A grace period begins, blocking fee claims.
- When the launch crosses the liquidation threshold, anyone can liquidate.
Who benefits
| Role | What they get |
|---|---|
| Token creator | Instant deep Uniswap V4 liquidity without owning the ETH. Earns hook fees and LP trading fees. |
| Traders | Real liquidity on Uniswap V4 from block one. No cliff, no curve. Full-range LP means no dead zones. |
| Liquidators | Earn surplus ETH, accumulated hook fees, and all pool tokens when a launch expires without renewal. |
Key properties
- Fixed supply of 1,000,000,000 tokens per launch. No minting after creation.
- All tokens enter the Uniswap pool at launch — none are held back.
- Full-range liquidity only — no concentrated position risk.
- LP NFT is held by the protocol contract and cannot be transferred by anyone except through the recovery mechanism.
- Bond principal is mathematically guaranteed to be recoverable. See Architecture.