Sugar Rush 1000 vs Sugar Rush Super Scatter
Side by side: what each studio publishes about its game, and what the sampled bet feeds showed over 30 days. Observed figures are past results of a sample and say nothing about the next spin.
| Row | ||
|---|---|---|
| From the studioeach studio’s own site, read weekly | ||
| RTP versionsas the studio lists them | 96.00% | 96.58% |
| Volatilitythe studio’s own label | — | — |
| Max wintimes the bet | — | — |
| Bet range | — | — |
| Layout | — | — |
| Studio release dateas the studio dates it | Mar 2024 | Jan 2026 |
| Features |
|
|
| Free demothe studio’s own, play money | Demos aren't available in your country. We hide demos where casino links are hidden, and in the UK. | Demos aren't available in your country. We hide demos where casino links are hidden, and in the UK. |
| Observed, 30 daysthe bets the casinos’ public feeds showed, a sample | ||
| Observed RTPpaid ÷ wagered, 95% band | 104.28%±7.79219K bets | 103.60%±11.8104K bets |
| Betssampled | 218,860 | 103,531 |
| Wageredsampled | $10.5M | $5.72M |
| Max multiplierall sampled bets | 12,637x | 14,752x |
| Hit ratespins that paid anything | 56%229,363 spins | 47%114,714 spins |
| Swingsspread of the multiplier against tracked slots | higher than 74% of 145 tracked slots | higher than 48% of 145 tracked slots |
| Max win hitsbets that reached the studio’s max win | — | — |
| Casinoswith sampled bets on it, 30 days | 18 | 18 |
What this page isand what it is not
Sugar Rush 1000 and Sugar Rush Super Scatter side by side: the facts each studio publishes about its game, and what the public bet feeds of the tracked casinos showed on it over the last 30 days. The studio rows are read from the studios’ own sites; a dash means the studio does not list the figure. The observed rows are sums over the sampled bets, so a game played on more casinos we read has a bigger sample, and the 95% band says how much the observed RTP could move on a sample that size.
None of it is a recommendation. A higher observed RTP over 30 days is what happened in that sample; every spin is independent, and no past figure changes the odds of the next one.