Reading Up/Down odds: price, implied probability and fees
A Kalshi contract pays $1.00 if it wins and $0 if it loses. That simple setup makes prices easy to read once you see the trick. This TickTilt guide walks through it, including fees.
Price ≈ implied probability
If "Up" costs 70¢, the market as a whole is pricing roughly a 70% chance that Up wins. Up at 70¢ and Down near 30¢ add up to about $1. They usually add up to slightly more than $1 when you buy at the asking price, because of the gap between buyers and sellers (the spread).
"Implied" is the key word. The price is the crowd's current estimate, not a guarantee and not a fact about the future.
The fee
Kalshi's published fee schedule gives the general taker fee (for orders that match immediately against resting orders) as:
fee = round up(0.07 × C × P × (1 − P))
C = number of contracts, P = price in dollars. Some series apply a multiplier; check the current schedule.
The fee is largest at 50¢ (100 contracts cost $1.75 in fees) and smaller near the extremes. Orders that rest on the book and fill later generally pay no fee on most series, but check the schedule for exceptions.
Break-even example
Say you buy 1 Up contract at 90¢ as a taker. The raw fee is 0.07 × 0.90 × 0.10 = $0.0063. Rounded up to the cent, that's 1¢. Your total cost is 91¢.
- If it wins, you get $1.00: profit 9¢.
- If it loses, you lose 91¢.
To break even you need to win about 91% of the time (0.91 ÷ 1.00), not 90%. One loss erases about ten wins.
| Price | Fee, 1 contract | Break-even win rate | Wins to cover one loss |
|---|---|---|---|
| 50¢ | 2¢ | 52% | about 1 |
| 80¢ | 2¢ | 82% | about 4.6 |
| 90¢ | 1¢ | 91% | about 10 |
| 95¢ | 1¢ | 96% | about 24 |
Fees round up per order, so buying many contracts at once spreads the rounding and the per-contract fee gets closer to the raw formula.
What this means
A "strong lean" on TickTilt at 95% sounds safe, but if the market already charges 95¢, the price already reflects that. Being right often isn't enough; the win rate has to beat the price plus fees. High-priced contracts win small and lose big.