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Golos Games
Viking Vacation
Game · Golos Games

Viking Vacation

#2779 of 6,981 games by turnover, last 30 days

  • RTP 96%
  • Max win 10,000x
  • Std deviation 6.8
  • Released 24 Jan 2026

Last 30 days

Complete UTC days · Engine Insights
$12.88KWagered▲ 307% vs the 30 days before
6.2KBets▲ 57% vs the 30 days before
39Player accounts▲ 8% vs the 30 days before#4395 by players
$2.06Average bet#1291 by average bet
$5K · 7 Oct
7 OctWagered per UTC day5 Nov

Player accounts count one account on one casino, so a person on two casinos counts twice. Figures: Engine Insights (full page on Engine).

Viking Vacation RTP, max win and bonus buys

Official figures · version 75
96%RTP · base game
10,000xMax win
1 in 2.6Plays that win something
1 in 8.8MMax win odds · base game
ModeTypeCostRTPMax win
Feature Enh Spin 0Bet boost2x the bet96%10,000x
BonusBonus buy100x the bet96%10,000x
Expanded BonusBonus buy175x the bet96%10,000x
Super BonusBonus buy250x the bet96%10,000x

From engine.io's public provably-fair tool, for the game's current version (checked 7 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 Viking Vacation?
Viking Vacation by Golos Games has an RTP of 96%.
What is the max win in Viking Vacation?
The maximum win is 10,000x the bet.
Does Viking Vacation have a bonus buy?
Yes: Bonus costs 100x the bet, Expanded Bonus costs 175x the bet, Super Bonus costs 250x the bet.
When was Viking Vacation released?
Viking Vacation was released on 24 Jan 2026.
Where can I play Viking Vacation?
Viking Vacation is on Stake. Casino links may be affiliate links. 18+.

Leaderboard placings

Calendar leaderboard placings
CalendarRankTurnoverBetsAvg bet
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Since launch leaderboard placings
Since launchRankTurnoverBetsAvg bet
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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.

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