RTP does not describe your next R100
Return to player, or RTP, describes a game's theoretical return over a very large number of plays under its stated rules. A 96% RTP does not mean every player receives R96 back from a R100 deposit.
A short session can finish far above or below that percentage. Your deposit balance and the total amount wagered are also different numbers.
Turnover is every stake added together
If you make 100 hypothetical spins at R2 each, the turnover is R200. Reusing money returned by earlier spins does not stop those later stakes from counting towards turnover.
At a theoretical 96% RTP, R200 of turnover corresponds to an expected return of R192 across repeated play, or an expected loss of R8. That is a mathematical average, not a likely exact session result.
House edge is the other side of RTP
Where the two use the same rules and stake basis, house edge is 100% minus RTP. A 96% RTP corresponds to a 4% house edge.
| RTP | House edge |
|---|---|
| 94% | 6% |
| 96% | 4% |
| 98% | 2% |
Volatility answers a different question
RTP describes the long-run average. Volatility describes how widely outcomes can vary, so two games with the same RTP can produce very different-looking sessions.
Neither figure tells you when a win is due. For independent random outcomes, previous losses do not create a debt that the next play must repay.
Check the version and rules
Read the information screen for the game version you are actually playing. Don't assume a percentage quoted elsewhere describes every version or every optional bet.
In games involving decisions, a stated theoretical return may depend on a particular strategy. Playing differently can change the relevant expectation.
Use the number to compare, not to budget a return
Higher RTP can be a useful comparison when the figures describe equivalent conditions. It still leaves the amount and length of play under your control.
Set a spending limit that works if the whole stake is lost. The responsible betting guide explains the practical controls.