🏢 Provider: PlayPearls
📅 Released: 20.10.2022
🎯 RTP: 95,09%
⚡ Volatility: Unknown
🧩 Paylines: Unknown

How to Play Space Hunters Halloween Scratch Card Slot for Real Money Online

1. RTP (Return to Player): 95.09%
The RTP of 95.09% implies that, on average, a player can expect to receive back 95.09 coins for every 100 coins wagered. This value indicates the house edge is roughly 4.91%, which is fairly typical for scratch cards and slot games. While it’s not among the highest RTP percentages available, it's a reasonable expectation for players engaging with this card.
2. Grid Structure: 3-3
The grid size of 3-3 suggests a compact layout for this scratch card. This could mean fewer winning combinations compared to larger grids, potentially leading to a more conservative playstyle. The game does not have specified paylines, which is common in scratch cards, leading to a potential higher unpredictability in outcomes.
3. Maximum Bet Scenario:
With a maximum bet of 10, the potential profitability calculation assumes that all available prizes (if any) are hit. However, since the maximum win amount is noted as 0, it implies that there might either be no defined win limit or the prizes are dynamic depending on the cards. This makes it difficult for a player to determine a maximum payout relative to their risk.
Given the lack of defined prizes, the key focus remains primarily on the anticipated returns from exploring all 10 credit bets:
Max Return = 10 * 0.9509 = 9.509
This would suggest that on a maximum bet, a player might expect, on average, a return of approximately 9.51 coins, which indicates a potential loss of around 0.49 coins.
4. Minimum Bet Scenario:
With a minimum bet of 0.5, a similar calculation applies. Under the same RTP assumptions:
Min Return = 0.5 * 0.9509 = 0.47545
In this scenario, a player betting the minimum could anticipate an average return of about 0.48 coins, implying an expected loss of 0.02 coins per play.
Simple Expected Return Calculation:
If a player were to scratch off, say, 1,000 cards at a cost of 0.5 coins each (total wager of 500 coins), given an RTP of 95.09%:
Expected Return = 500 * 0.9509 = 475.45 coins
Thus, the expected loss over 1,000 plays would be about:
Total Loss = 500 - 475.45 = 24.55 coins
This estimated loss suggests the average player could lose approximately 24.55 coins.
Risk Evaluation:
Since the volatility of this game is marked as "Unknown," it introduces an element of uncertainty regarding the risk associated with its gameplay. The lack of clarity in volatility means players cannot gauge how often wins might occur or the size of those wins. Moreover, the absence of defined paylines adds to this unpredictability as players cannot strategize based on frequent winning patterns.