The die significantly contributes to determining the outcome of a wager, as showcased by the prominent King’s Die Location in Kingdom Come Deliverance 2.
In Kingdom Come: Deliverance 2, the game features a vast, interactive environment where players can earn money in multiple ways. One such method is by playing dice games against other characters in the game. The better the die rolled, the higher the chances of winning the bet and making a profit from the competition.
Every dice in the game has a different probability ratio of rolling certain numbers; that’s your queue to victory. While there are numerous dice in the game, no other can match the King’s Die probability. Here’s how you can find the King’s Die in Kingdom Come Deliverance 2.
King’s Die Location in Kingdom Come Deliverance 2
The King’s Die will be available for you to purchase in the second main region of the game, Kuttenberg. There, you can head to the Devil’s Den and inside tents near a bathhouse, you can find a seller called Smolka.
The Devil’s Den is an un-missable area as you’ll have to cross through it during a story mission. Smolka sells the King’s Die for a mere 91 Groschen, and you can further negotiate the price if your stats match accurately.
In the event that you find yourself in Trosky, you’ll discover a King’s Die within this location. But, please note, unlike Smolka’s merchandise, you can’t buy it. Instead, to obtain the die, make your way to the summit of Trosky Castle. Once there, enter Thomas’s room and use your lock-picking skills on the chest in the room. If successful, you should find the die inside.
King’s Die Stats in Kingdom Come Deliverance 2
After you retrieve the King’s Die from either method, you should learn its rolling pattern. Compared to others, King’s Die is exceptionally weighted and can easily beat the odds in a bet. However, if you do manage to retrieve both King’s Die, it will hold a significant advantage against the opponent.
The rolling probability of the dice depends on your playstyle, but the average-calculated roll probability is as follows:
- 4
- 2
- 3
- 5
- 1
- 6
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2025-03-15 15:53