Crazy Time RTP by Bet: Weighted Return & Cost Calculator
Home / Crazy Time / Crazy Time RTP by Bet
Crazy Time RTP is a theoretical return relative to the amount wagered. The headline 96.08% is not a combined return for every betting layout. Compare per-bet reference values, calculate a stake-weighted return and distinguish expected cost from the result of one session.
Which RTP is this page using? Evolution’s public page lists 96.08%. The eight-value table below is a dated 2020 rulebook reference, not a verification of every operator’s current settings. Check the Help inside the table you use; the calculator lets you replace each value.
Crazy Time RTP by bet: dated rules reference
| Bet | Theoretical RTP | House edge (100 − RTP) |
|---|---|---|
| 1 | 96.08% | 3.92% |
| 2 | 95.95% | 4.05% |
| 5 | 95.78% | 4.22% |
| 10 | 95.73% | 4.27% |
| Coin Flip | 95.70% | 4.3% |
| Cash Hunt | 95.27% | 4.73% |
| Crazy Time | 94.41% | 5.59% |
| Pachinko | 94.33% | 5.67% |
These percentages describe long-run theoretical return per amount staked on that bet. They are not the chance of landing the sector. Number 1’s wheel frequency, its base payout and the full return including enhancements are different quantities.
Reference: Evolution Services SA game rules (2020), page 6. Current public headline: Evolution Crazy Time page.
Calculate a weighted RTP and expected cost
Choose stakes per round and the number of rounds for which that same layout is wagered. The default is 1 unit on each of eight spots. Update the RTP inputs if the current game Help gives different values. This is a mathematical reference model; it does not simulate a session.
Three worked examples on the same turnover
| Layout | Weighted RTP | Expected return | Expected cost |
|---|---|---|---|
| Only Number 1 | 96.08% | 768.64 | 31.36 |
| Equal stakes on all eight | 95.40625% | 763.25 | 36.75 |
| Only Pachinko | 94.33% | 754.64 | 45.36 |
The table keeps total turnover at 800 units; it does not assume equal numbers of rounds or equal volatility. “Only Number 1” is not a claim that a bankroll lasts 100 rounds. Bets can lose in any sequence.
Weighted RTP = Σ(stakeᵢ × RTPᵢ) ÷ Σ(stakeᵢ)
Turnover = stake per round × number of rounds
Expected cost = turnover × (1 − weighted RTP/100)With equal 1-unit stakes, the eight percentages sum to 763.25, then divide by 8 to give 95.40625%. At 100 rounds, turnover is 8 × 100 = 800. Expected return is 800 × 0.9540625 = 763.25, leaving a theoretical cost of 36.75 units.
What RTP cannot tell you
A 100-unit deposit is not automatically 100 units of turnover: money can be wagered repeatedly. Conversely, a theoretical expected cost is not a session loss limit or an amount the game promises to return.
Small samples can deviate sharply. A bonus maximum is not your return, so our result feed cannot supply player RTP. To calculate realised return you need your own total accepted stakes and actual settled gross returns: gross returns ÷ stakes × 100. Deposits and withdrawals alone are insufficient.
There is no guarantee that a losing session is “due” to recover. A change in stake layout changes the reference weighting; repeating a pattern does not create a new theoretical return assumption.
By SpinLogs · Published and checked . Independent analysis; no next-result or earnings guarantee.
Last updated 30 October 2026