Chicken Delivery
96.01%
RTP
50000x
Max Win
Bonus buy options
- Bonus BoostAnte bet2x bet
- Scatter Spins50x bet
- Normal Bonus100x bet
- Mystery Bonus220x bet
- Super Bonus400x bet
- Reels
- 2-3-4-4-3-2
- Paylines (up to)
- Ways to Win
- Min Bet
- 0.1
- Max Bet
- 1000
- Release Date
- May 19, 2026
About this Slot
Chicken Delivery by Titan Gaming is a high-volatility farm-themed slot featuring a unique 2-3-4-4-3-2 reel layout with Ways to Win mechanics. With an RTP of 96.01% and a maximum win of 50,000x, the game delivers substantial winning potential across its animal-themed gameplay. The Volatility Switch feature allows players to adjust the game's risk-reward balance to suit their preferences, making it adaptable for different play styles. The bonus round can be accessed through multiple buy options at varying bet levels: Bonus Boost at 2x bet for a modest entry point, Scatter Spins at 50x bet, Normal Bonus at 100x bet, Mystery Bonus at 220x bet, or Super Bonus at 400x bet for maximum feature intensity. This tiered approach provides flexibility in how players engage with the game's bonus mechanics.
Chicken Delivery Community RTP
Real RTP estimated from rounds contributed by the community, across all uploaders.
Not enough contributed rounds yet for a reliable community RTP estimate.
Based on 20 of 25,000 rounds needed.
Chicken Delivery RTP Calculator
Chicken Delivery has a theoretical RTP of 96.01%. Its volatility is High, so expect long dry spells punctuated by rare, large multipliers. Its win potential is capped at 50000x your stake. Use the calculator below to estimate your expected return, variance range and risk of ruin over any number of spins.
Chicken Delivery Variance Simulator
Chicken Delivery sessions can swing far from its 96.01% average - its volatility is rated High. The simulator runs many virtual bankroll runs to estimate the bust rate, typical drawdown and best/worst outcomes over a set number of spins - compare a cautious bankroll against an aggressive one.
All Wins
No wins on this slot yet.
Play on Stake*
