Crazy Time A vs Monopoly Live — live stats, RTP & head-to-head data
Crazy Time A vs Monopoly Live: side-by-side live stats, RTP and biggest wins. Free tracker, no signup.
Live segment frequencies — last 24h
Crazy Time A: 1,607 rounds · Monopoly Live: 1,390 rounds| Segment | Theoretical | Crazy Time A hits | Crazy Time A % | Monopoly Live hits | Monopoly Live % |
|---|---|---|---|---|---|
| 1 | 38.89% | 615 | 38.27% | 566 | 40.72% |
| 2 | 24.07% | 401 | 24.95% | 365 | 26.26% |
| 5 | 12.96% | 215 | 13.38% | 174 | 12.52% |
| 10 | 7.41% | 119 | 7.41% | 113 | 8.13% |
| Coin Flip | 7.41% | 121 | 7.53% | 0 | — |
| Pachinko | 3.70% | 60 | 3.73% | 0 | — |
| Cash Hunt | 3.70% | 49 | 3.05% | 0 | — |
| Crazy Time | 1.85% | 27 | 1.68% | 0 | — |
Refreshes every two minutes. Drift between the two games in a 24-hour window is sampling variance, not a structural difference.
Crazy Time A vs Monopoly Live
Both are Evolution live wheel shows. Crazy Time A runs the identical Crazy Time wheel on a separate table and RNG. Monopoly Live has three bonuses (2 Rolls, 4 Rolls, Chance) with board-walk multipliers.
Each runs on an certified, independent RNG, so results on one have no bearing on the other — comparing them shows the real shape of the data, it doesn't predict the next round.
What the live data shows
The side-by-side panel above pulls the last 24 hours of observed segment frequencies for each wheel. Differences over a short window are sampling variance, not a structural edge — they converge over enough rounds.
No predictions
These are RNG outputs, not signals. No strategy (Martingale, "wait for a 2×", "the wheel is cold") beats the house edge over time. Use the data for transparency, not as a forecast.
Frequently asked
- Are Crazy Time A and Monopoly Live the same game?
- No. Both are Evolution live wheel shows but with separate implementations/RNG, so their results are independent.
- Which has the better RTP, Crazy Time A or Monopoly Live?
- They publish very close RTPs for the same category; differences in short-run observed RTP are variance, not a structural edge.