Wagering Calculator

Calculate total wagering, expected loss, and a rough profitability estimate based on bonus size, wagering multiplier, and RTP.

Calculator

$100
100%
$1,000
Calculated bonus: $100.00
35x
96%
Typical slot RTP is ~94-97%. Your real results may vary due to volatility.

We estimate expected loss using RTP as a long-run average. This tool is for comparison, not a guarantee.

Results

Total wagering required $0.00
Expected loss $0.00
Expected balance after wagering $0.00
Chance to finish with profit N/A

Expected loss = Total wagering × (1 - RTP). Some promos apply wagering to deposit + bonus - toggle it above if needed.

Charts

Deposit Bonus Expected balance
Total Wagering Breakdown
Expected Balance Over Wagering

How wagering requirements work

Wagering requirements (also called playthrough) define how much you must bet before you can withdraw bonus-related funds. Most offers apply wagering to the bonus amount only, but some promotions require wagering on deposit + bonus - always check the Terms and Conditions.

RTP (return to player) is a theoretical long-run average. Your real results may vary due to volatility, but RTP is still a useful baseline when comparing offers: lower wagering and higher RTP generally improve your chances of finishing with a withdrawable balance.

Tips to reduce wagering pain

Prefer higher-RTP slots, watch for max bet limits, avoid restricted games, and pay attention to time limits and max cashout rules. If the wagering is high and the offer has a low max cashout, the headline bonus can look better than it actually is.

FAQ

What is a wagering requirement?

A wagering requirement is the amount you must bet before you can withdraw bonus-related funds. It is usually expressed as a multiplier, like x35.

How do you calculate total wagering?

In most cases, total wagering equals bonus amount multiplied by the wagering requirement. Some offers apply wagering to deposit + bonus, so always check the T&Cs.

Is the expected loss accurate?

Expected loss is a mathematical expectation based on RTP. Real outcomes can be higher or lower due to volatility and short-term variance.