Upon each opening, the probability for obtaining Rare Prize will be increased. Obtaining Rare Prize will reset the probability. 15 times is the maximum, which will guarantee Rare Prize.

When certain items have not been included in the prize pool or hit the maximum times of obtaining, their probability will be distributed proportionally to other items.

"Probability" mentioned here are statistical results from a large sample size(a lot of players) and could produce differences with the small set of testing data from certain individual player.

Item Type | Overall Probability |

Rare Prize | 26.74% |

Common Prize | 73.26% |

Upon each opening, the probability for obtaining Rare Prize will be increased. Obtaining Rare Prize will reset the probability. 15 times is the maximum, which will guarantee Rare Prize.

When certain items have not been included in the prize pool or hit the maximum times of obtaining, their probability will be distributed proportionally to other items.

"Probability" mentioned here are statistical results from a large sample size(a lot of players) and could produce differences with the small set of testing data from certain individual player.

Item Type | Overall Probability |

Rare Prize | 19.37% |

Common Prize | 80.63% |

Upon each opening, the probability for obtaining Jersey Reward and Premium Prize will be increased. Obtaining Jersey Reward and Premium Prize will reset the probability. 10 times is the maximum, which will guarantee Premium Prize. 15 times is the maximum, which will guarantee Jersey Reward.

When both Premium Prize and Jersey Reward reach the maximum cumulative times, the prize will be awarded at random in one of the two types of prizes;

There is a maximum number of times for Jersey Reward. After all Jersey Rewards are obtained, no more Jersey Reward can be obtained;

When certain items have not been included in the prize pool or hit the maximum times of obtaining, their probability will be distributed proportionally to other items.

"Probability" mentioned here are statistical results from a large sample size(a lot of players) and could produce differences with the small set of testing data from certain individual player.

Item Type | Overall Probability |

Super Prize | 8.33% |

Premium Prize | 28.09% |

Common Prize | 63.58% |