Bloxx Arctic

🏢 Provider: Swintt
📅 Released: 1/23/2023
🎯 RTP: 92,04%
⚡ Volatility: Medium
🧩 Paylines: 30

Bloxx Arctic

How to Play Bloxx Arctic Slot for Real Money Online


Michael Carter
Michael Carter
Published: April 30, 2025

1. RTP (Return to Player): 92.04%

The RTP of 92.04% indicates that, on average, players can expect to receive back 92.04 coins for every 100 wagered. This translates to a house edge of 7.96%, which is relatively high compared to the industry standard of around 96%. While it does allow for potential winnings, players should be cautious as the lower RTP suggests a less favorable return over extended play.

2. Grid and Paylines: 5-3 Layout with 30 Paylines

The game features a 5-reel by 3-row grid with 30 paylines. This traditional layout provides a manageable number of winning combinations, giving players a fair chance at hits, but not exceedingly so. A medium volatility suggests that winnings may come at a moderate frequency with the potential for larger payouts, though perhaps not as often as low volatility slots.

3. Max Bet Scenario:

By placing the maximum bet of $100, the potential maximum win is $3,500. Therefore, the calculation would be as follows:

Maximum Win = 3,500 (fixed amount for max payout, not multiplied by bet)

Maximum win: $3,500. This represents the most a player can gain on a single winning spin under optimal conditions, but such events may be rare.

4. Minimum Bet Scenario:

When playing at the minimum bet of $0.10, under the game's winning conditions, the epitome of the theoretical win remains $3,500 as well. Thus, the maximum payout does not scale with betting amount:

Maximum Win at Min Bet = 3,500 (same fixed payout)

This is advantageous for low-stakes players, but they should note that total profitability remains subject to the lower betting amounts.

Simple Expected Return Calculation:

Assuming a player spins 1,000 times with a bet of $1 (total wager: $1,000). With an RTP of 92.04%:

Expected Return = Total Wager * RTP

Expected Return = 1,000 * 0.9204 = 920.4

Thus, the expected loss after 1,000 spins would be:

Expected Loss = Total Wager - Expected Return

Expected Loss = 1,000 - 920.4 = 79.6

Expected loss = $79.6. This suggests that players are likely to see a loss over time, emphasizing the importance of effective bankroll management.

Bloxx Arctic Slot Machine – Screenshots