VALKYRIES TOLL
#2798 of 7,053 games by turnover, last 30 days · #1169 of 2,086 new releases
- RTP 96.66%
- Max win 931.7x
- Std deviation 8.2
- Released 25 Oct 2026
Play VALKYRIES TOLL on 3 platforms
When each casino listed VALKYRIES TOLL
Runewager
Dgenta
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Last 30 days
Complete UTC days · Engine InsightsPlayer accounts count one account on one casino, so a person on two casinos counts twice. Figures: Engine Insights (full page on Engine).
VALKYRIES TOLL RTP, max win and bonus buys
Official figures · version 1| Mode | Type | Cost | RTP | Max win |
|---|---|---|---|---|
| Rune Sight | Bet boost | 1.5x the bet | 96.66% | 3,572x |
| Valkyrie Ride | Bonus buy | 100x the bet | 96.66% | 5,000x |
| Storm Ride | Bonus buy | 300x the bet | 96.66% | 5,000x |
| Fallen Hall | Bonus buy | 400x the bet | 96.66% | 5,000x |
From engine.io's public provably-fair tool, for the game's current version (checked 28 Oct 2026). RTP is the long-run average return; real sessions vary widely. Max win is in multiples of the bet. 18+, play responsibly.
Quick answers
- What is the RTP of VALKYRIES TOLL?
- VALKYRIES TOLL by CROISETTE GAMING has an RTP of 96.66%.
- What is the max win in VALKYRIES TOLL?
- The maximum win is 931.7x the bet.
- Does VALKYRIES TOLL have a bonus buy?
- Yes: Valkyrie Ride costs 100x the bet, Storm Ride costs 300x the bet, Fallen Hall costs 400x the bet.
- When was VALKYRIES TOLL released?
- VALKYRIES TOLL was released on 25 Oct 2026.
Leaderboard placings
| Calendar | Rank | Turnover | Bets | Avg bet |
|---|---|---|---|---|
| Yesterday | — | — | — | — |
| This week | — | — | — | — |
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| Last 30 days | — | — | — | — |
| All-time | — | — | — | — |
| Since launch | Rank | Turnover | Bets | Avg bet |
|---|---|---|---|---|
| 24h after launch | — | — | — | — |
| First week | — | — | — | — |
| First month | — | — | — | — |
From Engine's public leaderboards: yesterday, this week, this month, the last 30 days and all time, plus each game's first day, week and month since launch. A dash means the game is outside that board. Average bet is turnover ÷ bets.