Hot Roulette Super Times Pay - IGT
IGT's Hot Roulette Super Times Pay is an immersive slot machine that combines classic roulette with a unique multiplier feature, adding an element of surprise and potential huge winnings. The game consists of 5 reels and 30 paylines, which allows you not only to rely on the betting strategy, but also to enjoy the excitement of traditional roulette.
Features of the game:
- RTP and Betting: Hot Roulette Super Times Pay offers a 96% RTP, making it attractive to players who love a reliable chance of winning. The betting range of 1 to 100 coins makes the game available to both beginners and experienced players willing to take a chance for big prizes.
- Multiplier system: One of the main features of the game is the ability to multiply won amounts using multipliers that are activated during the game. Each time players win, the chance of activating the multiplier increases. Multipliers can increase your winnings several times, creating additional opportunities for huge payments.
- Super Times Pay Bonus Round: During the game, special bonus rounds can be activated when all winnings are multiplied by random multipliers - from 2x to 10x. This round is especially exciting, as it allows you to significantly increase the final win. Combined with large rates, multipliers can lead to impressive payouts.
- Free Spins: Hot Roulette Super Times Pay provides free spins that are activated when three or more Scatter characters fall out. All free spins can occur with additional multipliers, making them even more profitable.
- Classic roulette atmosphere with modern capabilities: Despite the presence of multipliers and bonus functions, the game retains the atmosphere of traditional roulette, which allows players to enjoy familiar rules and elements.
- Progressive jackpot: Like other games from IGT, Hot Roulette Super Times Pay has a progressive jackpot that rises with every bet. The jackpot can be activated at any time, which adds an element of surprise to the game and significantly increases the winning potential.
Conclusion: