🏢 Provider: Blueprint
📅 Released: 04.08.2016
🎯 RTP: 92,66%
⚡ Volatility: Medium
🧩 Paylines: 20

How to Play Worms Reloaded Slot for Real Money Online

1. RTP (Return to Player): 92.66%
The RTP of Worms Reloaded stands at approximately 92.66%. This indicates that, on average, players can expect to receive back €92.66 for every €100 wagered in the long term. The remaining 7.34% represents the casino's edge. While this RTP is below the industry average of around 96%, it is not exceptionally low either, suggesting a balanced approach to player returns.
2. Paylines: 20
Worms Reloaded features 20 paylines, which offers a moderate number of potential winning combinations on the 5-3 grid layout. This setup typically leads to a mix of smaller, frequent wins with some larger paydays, reflective of its medium volatility rating. Therefore, players can anticipate a reasonable frequency of payouts, although hitting large jackpots may be less common.
3. Max Bet Scenario:
With a maximum bet of €500, if a player were to hit the game’s top potential payout of €10,000, it highlights a significant possibility for substantial returns. The potential calculations for maximum win are straightforward:
Thus, the maximum win remains €10,000 regardless of the bet amount, suggesting that the win potential is capped but accessible during gameplay.
4. Minimum Bet: €0.20
For players opting for a more cautious approach, the minimum bet of €0.20 provides an opportunity to explore the game without significant financial risk. The potential for significant winning remains viable, as exemplified by:
= €0.20 x 50,000 (since max win of €10,000 can be achieved with relevant spins)
Thus, the maximum theoretical win on a minimum bet would be €10,000, keeping the win cap intact irrespective of stake.
Simple Expected Return Calculation:
If a player spins 1,000 times with a €1 bet (an average choice for many players), their total wager would amount to €1,000. Based on the RTP:
= €1,000 x 0.9266 ≈ €926.60
Thus, the expected return would be about €926.60, leading to an expected loss of €73.40 (typical in play).