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[GameLink] Miss Kitty (Aristocrat)
ReelSize: 4x5
Paylines: 50 Line
Provider: Aristocrat
Features: StickyWild
When calculating free game, because the probability of each line being stuck by the wild is the same, so the transition matrix of each line is the same, only one line needs to be considered in the calculation.
First calculate the sticky probability of R2~R5 (red background), then define 16 possible states and fill in the transition probability (orange background), and then calculate the state probability of each spin (yellow background).
One thing to be clarified here is that before-spin and after-spin state probabilities are different in each spin, so you must figure out whether you are calculating before-spin or after-spin probability. In terms of this spreadsheet is defined before SPIN. (Green background)
Finally, after weighting the probability of each state of 10 free spins and 15 free spins, the average probability of each state of the entire free game can be obtained.
After having the probability of each state, go back and calculate the expected payout of each state. After weighting the probability of each state (red background) and combos in each state (orange background), the average payout of the entire free game can be obtained.
There is some error (about 0.25%) between the simulation results and the spreadsheet. This is because the average sticky state of the free game will be affected by whether it is retrigger or not. (If there is a retrigger, there must be no sticky in the reel 1~3 of the previous 10 free spins, because there is no wild symbol for the retrigger frame.)
Note: The reel strips used in the par sheet may not be the real strips of the game.
Parsheet_12 - Miss Kitty (Aristocrat)
ReelSize: 4x5
Paylines: 50 Line
Provider: Aristocrat
Features: StickyWild
Game Instructions
This is a very standard Markov matrix example game, the wild in free game will stick to the reel until the end of the free game.When calculating free game, because the probability of each line being stuck by the wild is the same, so the transition matrix of each line is the same, only one line needs to be considered in the calculation.
Model Descriptions
Base Game
Base game is a general 50-line game, and the wild will not appear in the first round.Free Game
Free game is divided into two steps to calculate. The first step is to calculate the transfer probability of each wild sticky state.First calculate the sticky probability of R2~R5 (red background), then define 16 possible states and fill in the transition probability (orange background), and then calculate the state probability of each spin (yellow background).
One thing to be clarified here is that before-spin and after-spin state probabilities are different in each spin, so you must figure out whether you are calculating before-spin or after-spin probability. In terms of this spreadsheet is defined before SPIN. (Green background)
Finally, after weighting the probability of each state of 10 free spins and 15 free spins, the average probability of each state of the entire free game can be obtained.
After having the probability of each state, go back and calculate the expected payout of each state. After weighting the probability of each state (red background) and combos in each state (orange background), the average payout of the entire free game can be obtained.
Simulation Result
File Download
Here is the par sheet of this game, if you are interested, you can download the par sheet file for research.Note: The reel strips used in the par sheet may not be the real strips of the game.
Parsheet_12 - Miss Kitty (Aristocrat)
想請教前輩，是否有：“免費遊戲中的黏性圖標，每個圖標都代表一份奬勵，並且相鄰的黏性圖標會合併成一個大圖標，對應更大的奬勵” 這樣子的分析呢
回覆刪除我猜你說的應該是這個玩法吧: https://youtu.be/_9FZm1ZwBdk?t=29
刪除--
玩法比較像的可以參考這款，不過這款沒有合併成大圖標的部分。
模型教學11 - Hold&Spin DiscoDanny(NetEnt)