🏢 Provider: Flipluck
📅 Released: 06.04.2021
🎯 RTP: 95,5%
⚡ Volatility: Unknown
🧩 Paylines: Unknown
How to Play Wuzhu Treasure Slot for Real Money Online
1. RTP (Return to Player): 95.5%
The RTP of Wuzhu Treasure is 95.5%, meaning that, on average, a player can expect to retrieve 95.5 units for every 100 wagered. This indicates a slightly below-average return compared to many modern slots, which typically hover around 96% to 97%. Hence, players might face a marginally increased edge for the house in this particular game.
2. Grid Structure: 7-5
The grid of 7-5 suggests a layout with 7 reels and 5 rows, which allows for various winning combinations. While the exact number of paylines remains unknown, it is likely that the game incorporates a more complex payout structure that enhances the potential for winning combinations across the grid.
3. Max Bet Scenario:
With a maximum bet of 20 units, if a player were to hit the maximum win of 200 units, the calculation would be straightforward.
This indicates that the max win is achievable at a 10x multiplier on the maximum bet.
4. Minimum Bet Scenario:
Conversely, with a minimum bet of 1 unit, if a player wins the maximum theoretical amount:
Thus, every bet carries the same potential maximum return, though the value of the winnings varies significantly depending on the chosen bet level.
Expected Return Calculation:
Given an RTP of 95.5%, if a player spins 1,000 times with a 1-unit bet (for a total wager of 1,000 units):
This results in an expected loss of 45 units over this sample of spins. However, this average figure does not account for natural volatility, where winnings might either accumulate sporadically or yield higher multipliers during individual sessions.
Risk Evaluation from Volatility and Paylines:
The volatility of Wuzhu Treasure is marked as "Unknown," which can be a concern for professional players. High volatility usually results in large wins less frequently, while low volatility suggests more consistent, smaller wins. Players should exercise caution here due to the ambiguous nature of volatility; it would be prudent to test the game with smaller bets initially to gauge its behavior.
In addition, the unclear nature of the paylines complicates understanding how frequently wins might be achieved. Players could face extended droughts of payouts if the game is constructed around a complicated or sparse winning structure.