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Yoke, in one page

Yoke is a launchpad for Robinhood Chain where the creator of a coin picks what it is paired with. Any ERC-20: a stablecoin, a tokenized stock, wrapped bitcoin, a memecoin, even another coin launched on Yoke.

The problem

A coin launched on a bonding curve is priced in something: ETH, USDC, SOL. Most launchpads decide that something for you, from a short list. That list exists for a reason: to price a curve in an arbitrary token, the usual design needs a trusted price for that token, and a trusted price can be manipulated.

We checked how the existing launchpad on this chain behaves. Its factory accepts a pair token argument, but it refuses anything outside an approved list. We simulated launches with a range of pair tokens: the ones already in use went through, while 12 tokens with live Uniswap pools, from 2 K$ to well over 1 M$ of market cap, were all refused with the same error.

The idea

Yoke never needs a price for the pair. The curve is priced in the pair itself. The creator says what the coin opens at, counted in pair units (for example 5,000 USDG, or 2 ETH, or 26 NVDA). From that single number the contract derives the whole curve, the raise, and the pool it will open. Nothing on chain has to know what a dollar is.

You chooseThe contract derives
The pair (any ERC-20)The unit everything is counted in
The opening market cap, in that pairThe virtual reserve, the curve, the amount to raise (3x the virtual reserve), the graduation market cap (x16)

The shape of a coin

  • 1,000,000,000 coins, minted once, no owner, no tax, no hooks.
  • 800M are sold along a constant-product curve. 200M wait for the pool.
  • 1% fee on every curve trade, split 50/50 between the creator and the protocol.
  • When the 800M are sold, a Uniswap V3 pool opens at the exact price the curve ended on, using everything raised. The position is owned by the contract, which has no function that can remove it.
StatusThe Yoke contract address is not published yet. No independent audit has been published yet. The contracts pass 21 tests on a fork of the real chain, and the maths on this site reproduces their numbers bit for bit. Details.

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