Of all the games one might frequent in a local tavern, Dice Monarchs, sometimes called Wizard Poker, serves as a common way to earn free drinks or lose a small fortune. It is played in much the same way as Poker only with dice instead of cards.

Rules

  1. Roll your hole dice. Each player rolls their hole dice (1d4, 1d6, 1d8, 1d10 and 1d12) and keeps them hidden.
  2. Place your bets. The player immediately clockwise of the banker must place a bet. Going clockwise, each player must call or raise the bet to stay in play. To leave play, a player can bin their dice. All bets go to the pot.
  3. The flop. Once betting is resolved, the banker rolls and reveals the first three of five community dice (1d4, 1d6 and 1d8), known as the flop.
  4. Round one. The highest better from the previous round may place another bet or check the next community die. Going clockwise, each player can:
    • Bin. Leave play and forfeit the pot.
    • Check. Pass to the next player without betting (if there is no current bet).
    • Bet. If there is no current bet.
    • Call. Match the current bet and stay in play.
    • Raise. Increase the current bet and become the highest better.
  5. The turn. Once betting is resolved, the banker rolls and reveals the next community die (1d10), known as the turn.
  6. Round two. The highest better from the previous round begins another round of betting.
  7. The river. Once betting is resolved, the banker rolls and reveals the final community die (1d12), known as the river.
  8. Final round. The highest better from the previous round begins the final round of betting.
  9. Showdown. Once betting is resolved, the remaining players reveal their hole dice. The player who can create the highest value hand using 1d4, 1d6, 1d8, 1d10 and 1d12 wins the pot. If only one player remains in play before the showdown, they win the pot.

A player’s hand can only be made of 1d4, 1d6, 1d8, 1d10 and 1d12. For example, a player’s hole d4 cannot be used together with the community d4. If two or more players have a hand with the same value, the player with the highest value hole dice wins. Even hands are considered higher value than odd hands.

Tip

Master the art of bluffing. Trick your opponent into binning and you could steal the pot! But don’t bluff too early, let the players fill the pot first.

—Barty

Hands (Highest to Lowest)

Probability: 0.004% (1 in 23,040)

HandPattern
Perfect Even River4,6,8,10,12
Perfect Odd River3,5,7,9,11
5 of a Kind4,4,4,4,4
3,3,3,3,3
2,2,2,2,2
1,1,1,1,1

Probability: 0.02% (4 in 23,040)

HandPattern
Perfect Even Turn6,8,10,12
Perfect Odd Turn5,7,9,11
4 of a Kind6,6,6,6
5,5,5,5

Probability: 0.05% (12 in 23,040)

HandPattern
Perfect River4,5,6,7,8

Probability: 0.07% (16 in 23,040)

HandPattern
High Even River2,4,6,8,10
High Odd River1,3,5,7,9
Perfect Turn6,7,8,9

Probability: 0.10% (24 in 23,040)

HandPattern
Perfect Even Flop8,10,12
Perfect Odd Flop7,9,11
3 of a Kind8,8,8
7,7,7

Probability: 0.16% (36 in 23,040)

HandPattern
High River3,4,5,6,7
4 Dead4,4,4,4
3,3,3,3
2,2,2,2
1,1,1,1

Probability: 0.21% (48 in 23,040)

HandPattern
High Turn5,6,7,8
Perfect Flop8,9,10

Probability: 0.31% (72 in 23,040)

HandPattern
River2,3,4,5,6

Probability: 0.34% (79 in 23,040)

HandPattern
High Even Turn4,6,8,10
High Odd Turn3,5,7,9

Probability: 0.42% (96 in 23,040)

HandPattern
Low River1,2,3,4,5
High Flop7,8,9

Probability: 0.57% (132 in 23,040)

HandPattern
3 Dead6,6,6
5,5,5

Probability: 0.81% (186 in 23,040)

HandPattern
Turn4,5,6,7

Probability: 0.95% (220 in 23,040)

HandPattern
High Even Flop6,8,10
High Odd Flop5,7,9

Probability: 1.30% (300 in 23,040)

HandPattern
Even Turn2,4,6,8
Odd Turn1,3,5,7

Probability: 1.46% (336 in 23,040)

HandPattern
Flop6,7,8

Probability: 1.77% (408 in 23,040)

HandPattern
Low Turn3,4,5,6

Probability: 2.20% (506 in 23,040)

HandPattern
3 Buried4,4,4
3,3,3
2,2,2
1,1,1

Probability: 2.29% (528 in 23,040)

HandPattern
Low Flop5,6,7

Probability: 2.45% (564 in 23,040)

HandPattern
Turn 52,3,4,5

Probability: 3.13% (720 in 23,040)

HandPattern
Turn 41,2,3,4

Probability: 4.05% (933 in 23,040)

HandPattern
Even Flop4,6,8
Odd Flop3,5,7

Probability: 5.60% (1290 in 23,040)

HandPattern
6 Flop4,5,6

Probability: 8.07% (1860 in 23,040)

HandPattern
Low Even Flop2,4,6
Low Odd Flop1,3,5
5 Flop3,4,5

Probability: 10.55% (2430 in 23,040)

HandPattern
4 Flop2,3,4
3 Flop1,2,3