Wish Upon A Leprechaun Megaways

🏢 Provider: Blueprint
📅 Released: 24.10.2019
🎯 RTP: 95,5%
⚡ Volatility: Medium-High
🧩 Paylines: 117649

Wish Upon A Leprechaun Megaways

How to Play Wish Upon A Leprechaun Megaways Slot for Real Money Online


Michael Carter
Michael Carter
Published: April 25, 2025

1. RTP (Return to Player): 95.5%

The RTP of 95.5% indicates that, on average, a player can expect to receive back approximately 95.5 coins for every 100 wagered. The remaining 4.5 coins represent the casino's advantage. While 95.5% is slightly below the industry standard of 96%, it is still reasonably competitive, allowing players some level of expectation regarding returns over longer sessions.

2. Paylines: 117,649

The presence of 117,649 paylines suggests that the game employs a "ways to win" mechanic rather than traditional fixed paylines. This structure leads to a high variability in winning combinations, implying that players could potentially hit wins more frequently, albeit typically smaller in size. Such a layout often encourages excitement due to the numerous opportunities for payouts.

3. Maximum Bet Scenario:

When placing the maximum bet of $10, the potential maximum win is capped at $50,000. This indicates that if a player manages to achieve the highest payout possible while playing at this stake, they could expect to see a substantial return.

Maximum Win = Max Bet * Max Win Multiplier

Maximum Win = 10 * 5000 = 50,000

Maximum win: $50,000—achievable, though rare, given the inherent volatility of the game.

4. Minimum Bet Scenario:

Conversely, playing with the minimum bet of $0.10 provides a different perspective on potential winnings. Using the same multiplier for the maximum payout gives:

Maximum Win = Min Bet * Max Win Multiplier

Maximum Win = 0.10 * 500,000 = 5,000

A player betting $0.10 could theoretically win up to $5,000, making it accessible for low-risk players who wish to minimize their exposure while still enjoying the game.

Simple Expected Return Calculation:

Assuming a player opts to spin 1,000 times with a $1 bet (total wager: $1,000), the expected return based on the RTP of 95.5% would be calculated as follows:

Expected Return = Total Wager * RTP

Expected Return = 1,000 * 0.955 = 955

This means the player could anticipate retrieving approximately $955 from their $1,000 wager. This results in an expected loss of $45, highlighting the unpredictable nature of gambling wherein actual outcomes can vary significantly from theoretical expectations.

Risk Evaluation Based on Volatility and Payline Structure

With a medium-high volatility rating, players should be prepared for fluctuations in their bankroll. While the potential for substantial wins exists, there may also be stretches of gameplay where payouts are sparse. The extensive 117,649 ways to win may balance volatility, providing opportunities for smaller wins that can prolong playtime. However, for players seeking consistent returns, this volatility could present a challenge, necessitating effective bankroll management to maintain longevity.

Wish Upon A Leprechaun Megaways Slot Machine – Screenshots