Two six sided dice are marked with 12 different integers, so that any number from 1 to 36 can be derived when both dice are thrown and the showing face-up values are added.
What is the lowest possible value of the highest number on one of the dice faces?
(In reply to re: Possible solution
by Dej Mar)
(6,9,10,12,14,16)(-5,-4,7,8,19,20), IS NOT A SOLUTION.
those dice fail to produce 3,11,15, 16,27 &28, but offer two different combination fo 5,7,8,17,20 & 29.
Try another set of dice with 21 as the "goal number".