Dice game requiring 5 4-sided dice.
Method of play:
1. Choose how many of the 5 dice you want to roll. Max 4.
2. Roll those dice and sum them.
3. Roll the remaining dice and sum the total.
4. If the total of the 1st roll is evenly divisible by the sum of the second, you win.
Numerator / Denominator
4d4 / 1d4 = Method A
3d4 / 2d4 = Method B
2d4 / 3d4 = Method C
1d4 / 4d4 = Method D
Race to 15 game.
Method A = 2 pts for a win
Method B = 5 pts for a win
Method C = 12 pts for a win
Method D = Automatic win.
Can be played by multiple people, first to reach 15 pts wins.
Gambling against the house
Method A = pays 15:8
Method B = pays 4:1
Method C = pays 9:1
Method D = pays 1000:1
I'm looking for input on if the point values and pay out values seem fair.
Thanks in advance.
Method of play:
1. Choose how many of the 5 dice you want to roll. Max 4.
2. Roll those dice and sum them.
3. Roll the remaining dice and sum the total.
4. If the total of the 1st roll is evenly divisible by the sum of the second, you win.
Numerator / Denominator
4d4 / 1d4 = Method A
3d4 / 2d4 = Method B
2d4 / 3d4 = Method C
1d4 / 4d4 = Method D
Race to 15 game.
Method A = 2 pts for a win
Method B = 5 pts for a win
Method C = 12 pts for a win
Method D = Automatic win.
Can be played by multiple people, first to reach 15 pts wins.
Gambling against the house
Method A = pays 15:8
Method B = pays 4:1
Method C = pays 9:1
Method D = pays 1000:1
I'm looking for input on if the point values and pay out values seem fair.
Thanks in advance.