Good Luck Clusterbuster RTP and Volatility
Good Luck Clusterbuster utilises a massive 9x9 grid, deviating from standard layouts to accommodate the trademarked Clusterbuster mechanic. At the core of the experience is a highly volatile mathematical model, boasting a significant maximum win potential of roughly 19,995x the stake. This figure represents a marked increase compared to previous titles in the series, such as Dragons Clusterbuster. The default RTP typically clocks in at 95.73 per cent, though versions with 95.37 per cent exist, necessitating checks before play.
The game operates with a hit frequency of approximately 41.10 per cent, ensuring regular feedback despite the high variance certification. Bet sizes are somewhat restrictive, often capped at 4 or 50 currency units depending on the jurisdiction, a common trait in high-risk Red Tiger configurations. The central 3x3 area remains inactive initially, requiring adjacent wins to unlock, a structural choice that dictates the pacing of the base game.
Payout Structure in Good Luck Clusterbuster
Wins are generated by landing clusters of five or more matching symbols, which trigger a Chain Reaction, removing winning tiles to allow new ones to fall. The paytable is divided into distinct tiers: four coloured mushrooms represent the lower values, paying up to 2x the stake for clusters of 20 or more. The premium tier consists of horseshoes, pipes, beer mugs, and golden clovers, offering returns ranging from 3x to 25x the wager for the largest clusters.
Positioned permanently in the four corners of the grid are four Leprechaun Wilds. These substitute for all paying symbols and possess a unique property: they remain on the board after participating in a win. This persistence distinguishes the game from standard grid slots, as the wilds provide anchors for subsequent reactions rather than disappearing with the matched symbols.
Symbol Payouts
| Symbol | Payout |
|---|---|
 | 20+ → x25 |
| 15+ → x10 | |
| 10+ → x4 | |
| 7+ → x2 | |
| 5+ → x1 | |
 | 20+ → x10 |
| 15+ → x4 | |
| 10+ → x2 | |
| 7+ → x0.8 | |
| 5+ → x0.5 | |
 | 20+ → x5 |
| 15+ → x2 | |
| 10+ → x1 | |
| 7+ → x0.5 | |
| 5+ → x0.3 | |
 | 20+ → x3 |
| 15+ → x1.2 | |
| 10+ → x0.6 | |
| 7+ → x0.3 | |
| 5+ → x0.2 | |
 | 20+ → x2 |
| 15+ → x1 | |
| 10+ → x0.4 | |
| 7+ → x0.2 | |
| 5+ → x0.1 | |
 | 20+ → x2 |
| 15+ → x1 | |
| 10+ → x0.4 | |
| 7+ → x0.2 | |
| 5+ → x0.1 | |
 | 20+ → x2 |
| 15+ → x1 | |
| 10+ → x0.4 | |
| 7+ → x0.2 | |
| 5+ → x0.1 | |
 | 20+ → x2 |
| 15+ → x1 | |
| 10+ → x0.4 | |
| 7+ → x0.2 | |
| 5+ → x0.1 | |
 | Scatter |
 | Wild |
Bonus Features in Good Luck Clusterbuster
The primary objective is to fracture the outer tiles of the central 3x3 Pot of Gold. Achieving this triggers the Bonus Round, awarding five free spins and removing the central blocker entirely. During this phase, the previously static Leprechaun Wilds become mobile, shifting one position in any direction following a cluster win. This mobility is crucial for connecting disparate clusters across the large 9x9 area.
Critically, these wandering wilds carry progressive win multipliers. Each time a wild contributes to a winning cluster, its multiplier increases by +1, applying to all subsequent wins involving that specific wild. If multiple wilds participate in a single cluster, their values are applied sequentially to the win total. Generally, these values reset only after the bonus round concludes, allowing for significant compounding during the session.
A random modifier known as the Lucky Wind Blow may activate during these spins. This feature forces wilds closer to one another, theoretically increasing the probability of high-value connections. While the base game can feel like a tease with near-misses on the Pot of Gold, the cumulative multiplier potential in the free spins drives the game's substantial max win capabilities, placing it well above the studio's average output.
In-Game Screenshots
Good Luck Clusterbuster FAQ
Good Luck Clusterbuster — Comparison
| Game | RTP | Volatility | Max Win | Rating |
|---|---|---|---|---|
| 95.73% | High | x19995 | 7.3 | |
| 95.72% | High | x2172 | 6.5 | |
| 95.74% | High | x19946 | 8 | |
| 97.66% | 94.68% | 92.77% | 90.77% | High | x20500 | 8.7 | |
| 95.74% | High | x22500 | 8.5 | |
| 95.68% | High | x5173 | 7.5 | |
| 95.7% | High | x7500 | 8.5 | |
| 95.69% | 94.68% | 92.68% | 90.72% | High | x20000 | 8 | |
| 95.74% | 94.70% | 92.77% | 90.73% | High | x26670 | 7.5 | |
| 95.70% | High | x6186 | 8.5 | |
| 95.76% | High | x6000 | 7.5 | |
| 95.71% | High | x20000 | 7.7 | |
| 95.72% | High | x13409 | 7.5 | |
| 95.73% | Average | x995 | 7.5 | |
| 95.81% | Average | x2500 | 6.5 | |
| 95.76% | High | x4200 | 7.5 | |
| 95.68% | High | x20000 | 8.5 | |
| 93.75% | High | x1958 | 8 | |
| 95.72% | Average | x10400 | 6.5 | |
| 95.73% | Below average | x1696 | 7.5 | |
| 95.66% | Average | x23084 | 8 | |
| 95.66% | High | x7608 | 8 | |
| 95.66% | High | x2580 | 8 | |
| 95.69% | High | x2340 | 7.5 | |
| 95.7% | High | x4835 | 7.3 | |
| 95.71% | Above average | x6656 | 7 | |
| 95.74% | High | x20482 | 8 | |
| 96% | High | x7931 | ||
| 96% | High | x10462 | 6 | |
| 95.12% | 94.13% | 92% | Low | x10000 | 7.3 |
