26 March 2019, the prominent iGaming software developer, GameArt, released another gaming novelty titled Peter’s Universe. And now we are happy to review this themed online slot.
Description
The Peter’s Universe casino slot will tell gamblers about the famous tale about ever-young, free-spirited boy Peter Pan who is always looking for adventures on the mythical island of Neverland. This character is featured in many movies and cartoons, thus Peter has become a cultural icon associated with youth and naivety.
Peter’s Universe is a 5-reel slot game with 100 paylines. The action takes place against dreamy Neverland that is styled as a futuristic city of neon lights.
Scatter is taken by Peter Pan, three of those unlock Free Spins and Bonus Xmas present game that can give multipliers, additional free spins, expanded wilds, and other treats.
Wild is a fairy whose name is Tinkerbell. She has a power to substitute for any symbol, apart from Scatter, and activate re-spin feature as 2-5 Wilds appear on the reels. The feature is available during the main game only.
Gamble game can be started by a player each time he/she wins. It only takes to press the Gamble button. The Gamble game takes a player to another screen. There will be cards that are faced down to be picked up by a player. The correct choice will double the winning, otherwise, the wager is lost and the Gamble mode is over.
Briefly about the slot Peter's Universe by GameArt
- Layout: 5x4
- Paylines: 100
- RTP: 96.1%
- Volatility: Medium
- Language: English
- Technology: HTML5
- Versions: Desktop, mobile
With its amazing soundtrack, graphics and outstanding in-game options, the Peter’s Universe slot by GameArt will be a great complement for your online casino range of games. For more adventure video slots, you are welcome to check out the Joan of Arc slot powered by GameArt.
SLOT INTEGRATION
GameArt’s online slots software can be integrated into online casinos in a single session. The unified protocol APIgrator will add all games to gambling platforms fast and convenient for operators.
