Is there a limit to how many consecutive Avalanches can occur in a single spin?

⚑ Quick Answer

Based on the available search results, there is no explicit limit stated on the number of consecutive Avalanches that can occur in a single spin. The game mechanics indicate that Avalanches continue as long as winning combinations keep forming on the reels.

🎯 Key Takeaways

  • When a winning combination forms, the symbols explode and disappear, allowing new symbols to fall into place
  • If another winning combination forms from the newly fallen symbols, another Avalanche is triggered
  • This process continues until no further wins can be formed
  • In the base game, the multiplier increases with each Avalanche up to a maximum of 5x
  • During the Free Falls bonus feature, multipliers increase up to a maximum of 15x

πŸ“– Detailed Explanation

Based on the available search results, there is no explicit limit stated on the number of consecutive Avalanches that can occur in a single spin. The game mechanics indicate that Avalanches continue as long as winning combinations keep forming on the reels.

Here's how the Avalanche system works:

  • When a winning combination forms, the symbols explode and disappear, allowing new symbols to fall into place
  • If another winning combination forms from the newly fallen symbols, another Avalanche is triggered
  • This process continues until no further wins can be formed

While there is no limit to the number of Avalanches themselves, the win multiplier does have a maximum:

  • In the base game, the multiplier increases with each Avalanche up to a maximum of 5x
  • During the Free Falls bonus feature, multipliers increase up to a maximum of 15x
  • The multiplier progression in Free Falls follows: 3x β†’ 6x β†’ 9x β†’ 15x

Additionally, a non-winning spin resets the multiplier progress, which only begins accumulating again when the next winning combination triggers an Avalanche. This means that theoretically, Avalanches could continue indefinitely during a single spin as long as winning combinations keep appearing, though the multiplier benefit caps at the maximum threshold. The chain reaction of wins stops only when the falling symbols no longer form any winning combinations.

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