🏢 Provider: iSoftBet
📅 Released: 9/2/2021
🎯 RTP: 95,99%
⚡ Volatility: High
🧩 Paylines: 117649

How to Play Tyrant King Megaways Slot for Real Money Online

1. RTP (Return to Player): 95.99%
The RTP of 95.99% indicates that, on average, a player can expect to recover approximately 95.99 coins for every 100 coins wagered. This RTP is slightly below the industry average—typically around 96%—suggesting a somewhat higher house edge. While this is not excessively low, it does imply that the slot will retain a larger portion of the wagers over time compared to others with higher RTPs.
2. Paylines: 117,649
The game utilizes a "Megaways" structure, featuring a variable number of symbols per reel, which translates to an astonishing 117,649 ways to win. This setup tends to generate numerous winning combinations, contributing to frequent but smaller payouts. The large number of possible winning combinations can enhance the excitement of gameplay while balancing risk and reward.
3. Max Bet Scenario:
With the maximum bet set at $20, and given the maximum win of $50,000, we can calculate the potential winnings if one were to hit a substantial success:
This implies that the player would need a substantial multiplier (1250x) on their spin to achieve this win. Although theoretically possible, achieving such a high payout will likely be rare.
Maximum win potential: $50,000
4. Minimum Bet: $0.20
At the other end of the spectrum, placing the minimum bet of $0.20 offers a low-risk entry point into the game. Subsequently, the maximum theoretical payout would look like this:
In the context of maximum earnings relative to the minimum bet, this also highlights the high variance associated with this game. However, it’s important to note that achieving maximum payouts with a lower stake would require an extraordinary series of events.
Simple Expected Return Calculation:
For an example, let’s assume a player spins 1,000 times with a 1-coin bet (this can translate to either the min or max bet depending on the given situation). With an RTP of 95.99%, the expected return would be:
Therefore, the expected loss would be:
While this serves as an average outcome, actual results will fluctuate significantly based on the variance of the game and the player’s individual luck.