Casino Bonus Calculator

Enter an offer's terms to see how much you have to bet to clear it, what that costs on average and the wagering multiplier at which it would break even. Amounts are in whatever unit you deposit in, such as dollars or a coin.

Result

Bonus amount
100
Wagering base
100
Total wagering required
4,000
Bets needed on this game
4,000
Expected cost of clearing
160
Expected value (bonus minus cost)
-60
Break-even wagering multiplier
25.0x

On average, clearing this bonus costs more than the bonus is worth under these assumptions.

Averages only - your actual results will vary, and this ignores maximum bets, cash-out caps and time limits.

How the calculator works

The bonus is your deposit times the match percentage, limited by any cap. The wagering base is either the bonus alone or the deposit plus the bonus, depending on the offer, and the total you must bet is that base times the multiplier. If the game you play counts for less than 100%, you need to bet proportionally more: at a 10% contribution, a $4,000 requirement means $40,000 of bets.

Each bet loses the house edge on average, so the expected cost of clearing the bonus is the bets needed times the house edge. Subtract that from the bonus for the expected value. The break-even multiplier is the highest wagering multiplier at which the bonus would still be worth its expected cost.

What the result does and does not tell you

The calculator gives an average over a very large number of bets, not a forecast of your session. Real results swing widely: you can finish far ahead or lose the whole bonus. It also ignores maximum-bet rules, cash-out caps, time limits and any games excluded from the offer, all of which can change what a bonus is worth in practice - check the offer terms for those. The house edge of a game is 100% minus its RTP; the game info screen or provider shows the RTP, and a typical slot is somewhere around 94-98%.

Frequently Asked Questions

What house edge should I enter?

Use 100% minus the RTP of the game you intend to play. A slot with a 96% RTP has a 4% house edge. Blackjack played well is around 0.5%, but table games often contribute little or nothing toward wagering, so check the contribution first.

Why can a bonus have a negative expected value and still be worth taking?

The expected value is an average cost for the playthrough, and the bonus also gives you extra play and a chance of a large win. If the expected value is negative, you should treat the bonus as paying for entertainment, not as free money.

Does this work for free spins and cashback?

Not directly. For free spins, treat the spin value times the number of spins as the bonus and enter the wagering on the winnings. Wager-free cashback has no playthrough, so there is nothing to calculate.