Suck
- RTP
- 96.01%
- Volatility
- HIGH
- Max win
- 20,000×
- Hit freq
- -
- Grid
- -
- Bet
- -
- Released
- 2026-02-23
A playable demo is not available in your region.
Our take
6×5 scatter-pay slot from Shady Lady with 96.01% RTP, 22.67% hit frequency, and a 20,000× max win.
Suck is a 6×5 scatter-pay slot from Shady Lady that leans into dark comedy and street-food horror imagery. The 96.01% RTP and 22.67% hit frequency suggest a moderately player-friendly pay table, though high volatility means wins cluster unpredictably. Bets span €0.10 to €50, and bonus rounds arrive roughly once every 282 spins.
The feature set is substantial. Cascading reels allow symbols to drop and chain multiple wins. Mega symbols (large, multi-reel tiles) boost win size. Random multipliers trigger on non-bonus spins, and free spins come with their own multiplier boosts. An additional free-spin trigger and buy feature round out the toolbox. The combination keeps sessions dynamic and unpredictable.
Max win of 20,000× the bet is competitive for high-volatility slots. The hit frequency suggests frequent small payouts interspersed with infrequent big ones—precisely what high-volatility players expect. If you tolerate swings and crave mechanical depth, Suck delivers; if you prefer linear gameplay, the chaos may overwhelm.
Pros
- 96.01% RTP and 22.67% hit frequency offer fair player returns
- Cascades, mega symbols, and multipliers create layered winning paths
- 20,000× max win rewards volatility tolerance
- Bonus buy and additional free-spin triggers reduce dry spells
Cons
- High volatility means prolonged losing streaks
- Street-food horror theme polarises—not for everyone
- Bonus round (1 in 282 spins) requires patience in base game
Math & maxes
Math breakdown
- Volatility score
- 3 / 5
- Max win
- 20,000x the stake
FAQ
What does scatter-pay mean?
Wins form when matching symbols land anywhere on the grid, not just on paylines—more flexible than line-pays.
How often do free spins trigger?
Approximately once every 282 spins in base game; bonus buy accelerates this.
What is the maximum win probability?
Not published; 20,000× is attainable but rare given high volatility.
