Method
Fair value on a Kalshi game contract
Every trade on the desk reduces to one comparison: the price the contract should be, against the price it is.
Last updated September 2026
Price is probability
A game contract settles at $1.00 or $0.00, so its price is a probability with a dollar sign in front of it. 41¢ means the market gives that team a 41% chance. Fair value is simply your own version of that number.
Start from the spread
The point spread is the most information-dense number available. Convert it: a 3-point favorite wins roughly 59–60% of the time, 6.5 points about 70%, 7 points about 72%, 10 points about 80%, 14 points near 88%. That conversion is your first fair-value estimate.
Adjust for what the line has not absorbed
Then move the number for the things priced late: a backup quarterback (typically 4–7 points of team strength), 15+ mph wind on a pass-first offense, a short week on the road, or a rivalry game sitting on the schedule the following Saturday.
Measure the edge against the ask, not the mid
You buy at the ask. If your fair value is 64¢ and the market is 55 bid / 58 ask, your real edge is six cents, not the nine the midpoint flatters you with. Subtract the fee and a cushion for model error before deciding.
Then check whether you can actually get filled
A twenty-cent edge in a market with $200 resting on the offer is a paper edge. Read the depth on both sides before sizing — the desk publishes the bid-versus-offer share on every card for exactly this reason.
Quick answers
What is fair value on a game contract?
The price in cents equal to the true probability of the outcome. A team that genuinely wins 64% of the time has a fair value of 64¢.
How do I convert a point spread to a price?
Use a spread-to-win-probability table: a 3-point favorite is roughly 59–60%, 7 points about 72%, 10 points about 80%. That is the line's implied fair value.
Why do fair value and the market disagree?
Stale information, thin liquidity, and public money crowding one side. Those gaps are the entire trade — and most of them are too small to be worth taking.
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