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Mechanism · CO

Continuous / Distribution Markets

Trader expresses a full probability distribution (or precise point) over a numerical outcome; payoff is proximity-based. Genuine outcome-shape pricing rather than picking a side.

Also known as: Distribution markets · Continuous prediction markets · CFAMM markets · Curve markets

In plain terms

Instead of betting 'will BTC close above $100k?', you sketch the whole curve of where you think BTC will land · and get paid by how close your curve was to the truth.

How it works

Constant-function AMM whose state IS a probability density. Trader inputs a curve shape (Gaussian μ, σ); the AMM rebalances to absorb that distributional view. At resolution the payout scales by L2-norm proximity to the realized value rather than winner-takes-all.

How to identify it

User input is a shape (range + dispersion), not a side. Payoff varies smoothly with distance from realized outcome. Single market replaces a strike ladder.

Common confusion

Often confused with scalar markets · but scalar markets pick a single point on a scalar and pay linearly; distribution markets accept a full distribution and pay by proximity to the integral. Also confused with scalar perps (Ventuals) which share continuous underlyings but use perp economics, not PM AMM economics.

Platforms in this category (2)

Key references

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