- 3 reels, 5 rows and a maximum win of 25,000x the bet
- Pay anywhere wins from 5-9+ matching symbols, with tumbling reels
- 10 free spins, candy bomb multipliers of up to 1,000x and three instant jackpots
Sweet Bonanza POP is a slot from Pragmatic Play’s POP studio, released on 20 October 2026, giving a candy classic a remix on three reels. Symbols pay anywhere on its 3×5 grid, and it has medium volatility.
POP symbols connect the base game to the bonus. They count alongside lollipop scatters towards triggering the free spins, and whenever at least one is part of the trigger, an instant jackpot prize is awarded. Another candy-themed game on the site is Sweet Bonanza.
Base Game and Tumbles
Matching 5-9+ symbols anywhere on the 3×5 grid awards a win, and the game uses tumbling reels.
The maximum win is 25,000x the bet, and the game is available with RTP settings of 97.05%, 96.58%, 95.59% and 94.56%.

Free Spins
Landing any combination of 3+ lollipop scatters or POP symbols triggers the bonus game with an initial 10 free spins. Landing a further three or four scatters during the bonus game awards five or ten more free spins respectively.
Candy Bomb Multipliers
Candy bomb multipliers with values of up to 1,000x can hit during the feature and stay on the grid, with their sum applying to the total win at the end of a tumbling sequence.
POP Jackpots
When at least one POP symbol triggers the feature, an instant jackpot prize is awarded. One, two or three POP symbols as part of a feature-triggering combination award the 50x Spark jackpot, the 500x Snap jackpot or the 25,000x Burst jackpot respectively.
Bonus Buy
Where the feature is offered, Bonus Buy is available. Bonus buys are not available in the UK, so this feature does not appear in versions of the game played by UK customers.
Overall
Sweet Bonanza POP fits its pay anywhere action onto three reels and adds POP symbols that do double duty, helping to trigger the bonus and deciding which of the three jackpots is paid. Inside the free spins, candy bomb multipliers stay in place through each tumbling sequence before their total is applied.



