John Hunter And The Quest For Bermuda Riches

🏢 Provider: Pragmatic Play
📅 Released: 28.10.2021
🎯 RTP: 95,5%
⚡ Volatility: High
🧩 Paylines: Unknown

John Hunter and the Quest for Bermuda Riches

How to Play John Hunter and the Quest for Bermuda Riches Slot for Real Money Online


Michael Carter
Michael Carter
Published: April 27, 2025

1. RTP (Return to Player): 95.5%

The RTP of 95.5% indicates that on average, a player can expect to receive 95.5 coins for every 100 wagered. This implies that the remaining 4.5 coins are the casino's edge. While this RTP is decent, it is just slightly below the industry average of around 96%, suggesting that players may encounter a slight disadvantage in the long run compared to slots with higher RTPs.

2. Grid Structure: 7-7

The 7-7 grid structure indicates a relatively complex gameplay setup. This format allows for multiple symbols to land on the reels, potentially leading to a higher number of winning combinations. Though the exact paylines are "Unknown", a larger grid generally leads to more ways to win, albeit with the likelihood of lower-value wins more frequently.

3. Maximum Bet Scenario:

With a maximum bet of 100, the potential for substantial wins is present. If a player manages to hit the maximum win amount of 5000, the payout calculation would be straightforward:

Max win = 5000 (potential payout)

Thus, at a max bet of 100, one could realistically win 5000, but triggering this maximum payout is inherently rare and requires a significant stroke of luck.

4. Minimum Bet: 0.2

The minimum bet provides accessibility for players looking to manage their bankroll. If a player places the minimum bet of 0.2, the potential theoretical win remains capped at the maximum win amount of 5000:

Max win = 5000 (regardless of bet size)

However, the returns would be proportionally smaller depending on the volatility and overall payout structure.

Simple Expected Return Calculation:

If a player spins 1,000 times with a 1-coin bet (total wager: 1,000 coins), using the RTP of 95.5%, the expected return can be calculated as follows:

1,000 * 0.955 = 955 coins returned

This suggests an expected loss of 45 coins over this sampling. It's essential to note that this figure represents an average over many spins — actual outcomes can vary considerably, with a chance for larger wins or losses within a particular session.

Risk Evaluation Based on Volatility:

The slot's classification as "High" volatility indicates that while wins may be less frequent, when they do occur, they tend to be larger. This means players may experience longer streaks without a win followed by significant payouts, which can be both enticing and risky. Such variance necessitates strategic bankroll management and a willingness to endure potential dry spells.

John Hunter and the Quest for Bermuda Riches Slot Machine – Screenshots