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Golden Horns slot is a 3 reel, 1 paylines game from Betsoft. On this page you can try Golden Horns free demo for fun and learn about all features of the game, without risk of loosing any money. If you want to play this game with real money you can find our collection of trusted and recommended online casinos further down this page.
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RTP ? : 96.26%
Max Win: 25344x
Slot Rating: 8.2 / 10
Golden Horns by Betsoft is an online slot which is playable on most devices, including mobiles and pads. This game has some interesting themes and exciting features to know about. Find out more from our Golden Horns slot review below. Further down this page you can also find more popular slots from Betsoft.
Who doesn't like plenty of action and great features in a slot! Some of the most popular features available in Golden Horns is Multiplier Wilds, Win Multiplier, Betsoft have chosen not to add a free spins bonus round in this game and that is quite uncommon nowadays.
Golden Horns is designed with themes like Animals, Asian, Chinese, Oriental, Ox, in mind. The layout of this game consists of 3 reels with 1 possible paylines. In most jurisdictions you can also select the Autoplay option when playing Golden Horns. You can choose from 10, 25, 50, 100 or even more spins. You can opt to stop Autoplay on a win, if a single win exceeds a certain amount, or if your balance increases or decreases by a chosen amount. This is a great way to stay in control and to play more responsibly.
Here you have the potential to win 25344 times your total bet. This is really high and gives you the possibility to win a big amount of money if you are lucky enough. This value is calculated on a very large number of spins, often a billion spins.
The RTP for Golden Horns is 96.26%. This is good and about average for an online slot. RTP stands for Return to Player and is the percentage of stakes the game returns to the players. For example, if a player bets €10 the expected return for this game would then be €9.626. However, the RTP value is calculated over millions of spins which means the outcome of every spin will be totally random.