Crazy Time RTP: Provider-Published 96.08%
Evolution's public Crazy Time page currently states a headline RTP of 96.08%. RTP is a long-run theoretical figure, not a result promised for one stake or session.
Reviewed 2026-07-17
What 96.08% Means
If the active configuration shows 96.08%, the corresponding theoretical house edge is 3.92% because house edge equals 100% minus RTP. Over a very large number of wagers, the mathematical model returns about 96.08 units per 100 wagered.
That does not mean a single 100-unit stake returns 96.08 units. Short sessions can finish far above or below the theoretical average.
Verify the Active Value
- Open Help, Rules or Paytable in the active game.
- Find the RTP shown for that table or configuration.
- Record the provider, value and date if citing it.
- Do not combine a headline RTP with an unsourced per-bet table.
RTP, House Edge, Hit Rate and Volatility
| Item | Current position |
|---|---|
| RTP | The theoretical long-run proportion returned |
| House edge | 100% minus RTP |
| Hit rate | How often a selected outcome wins |
| Volatility | How widely short-term results can vary |
History Does Not Change RTP
Evolution describes Crazy Time outcomes as random and each spin as independent. A tracker can count completed rows, but those rows do not change the next result or the theoretical return.
Read the predictor and strategy explanation before treating a streak as an edge.
A Unit-Based Example
At a theoretical 96.08% RTP, 10,000 units wagered over a sufficiently large model correspond to 9,608 units returned on average and 392 units retained as house edge. This is an expectation across a long mathematical sample, not a forecast for a particular player or number of rounds.
Changing the currency does not change the percentage. Changing stake size changes the amount exposed, while selecting a different configured game or table can change which published value applies.
RTP FAQ
What is the published Crazy Time RTP?
Evolution's public Crazy Time page states a headline 96.08%. Verify the active Help or Paytable before relying on it for a specific configuration.
What house edge corresponds to 96.08%?
3.92% in the long-run mathematical model.
Will one session return 96.08%?
No. A short session can vary widely above or below the theoretical average.
Can recent results change RTP?
No. A history window does not alter the configured mathematics or next independent result.
Why is there no per-position table here?
The supplied archive did not contain a current primary document supporting every old per-position value, so those figures were removed.
Source Boundary
This release publishes no unsourced per-position RTP range and no claim that a recent sample proves the theoretical figure. If the provider or active paytable changes, the page must be reviewed again.