🏢 Provider: WMS
📅 Released: 24.02.2013
🎯 RTP: 96,01%
⚡ Volatility: Medium
🧩 Paylines: 50
How to Play Gorilla Chief2 Slot for Real Money Online
1. RTP (Return to Player): 96.01%
The RTP of Gorilla Chief2 is 96.01%, indicating that on average, players can expect to get back approximately 96.01 coins for every 100 coins wagered. This RTP value is considered fair and standard in the gaming industry, providing a reasonable return for players over time while leaving the casino with a 3.99% edge.
2. Paylines: 50
Gorilla Chief2 features 50 fixed paylines, which means players can win when they land winning combinations across these lines. This structure may offer a mix of frequent smaller wins and occasional larger payouts, making it appealing to a wide range of players, but it also means that the odds are somewhat more calculated compared to games with dynamic win mechanics.
3. Maximum Bet Scenario:
With the maximum bet set at 200, if a player were to hit a significant winning combination, the maximum potential win would be contingent on the game's payout structure, which is not specified here. For analytical purposes, we can abstractly assess potential high payout scenarios, but without a specified maximum win or multiplier, calculations become theoretical.
Assuming a strong payout multiplier that is typical for medium volatility slots, let's calculate potential winnings based on a theoretical maximum multiplier of x500 (common in medium volatility games):
Max Win = 200 * 500 = 100,000
Potential maximum win: 100,000 in the base currency. Such winnings would typically be rare, emphasizing that while enticing, players should expect long stretches without big wins.
4. Minimum Bet: 0.4
At the minimum bet of 0.4, the maximum theoretical win can also be calculated under the same assumed multiplier of x500:
Max Win = 0.4 * 500 = 200
Potential maximum win: 200 in the base currency. This demonstrates that while lower stakes offer less risk, they also correspondingly yield smaller maximum winnings.
Simple Expected Return Calculation:
Let’s consider a player spinning the reels 1,000 times at a bet of 1 coin (assume an average wager of about 1 coin for simplicity, though the player can choose higher):
Expected Return = Total Wager * RTP
Expected Return = 1,000 * 0.9601 = 960.1 coins returned
With an expectation of returning approximately 960.1 coins, this results in an expected loss of 39.9 coins. However, given the inherent variance in slots, the actual outcome can vary significantly on either end.
Risk Evaluation:
The medium volatility rating indicates a balanced approach to risk, suggesting that players might experience a mix of both wins and losses more regularly than in high volatility games, which tend to pay less often but with larger sums. The fixed structure of 50 paylines supports consistent winning opportunities, but it's essential to note that the potential for higher payouts may be tempered by this established payout structure.