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More 6-sided dice
I was inspired by Wilmer's 6-sided dice problem, so I created one that is slightly more complex.
4 six-sided dice have numbers on each face such that:
When the dice are rolled, every sum on the faces of the dice from 1 to 1296 is possible.
The greatest numerical value of a face, positive or negative, is 436.
Only one die has any negative values on it.
Challenge: Give one possible solution to the problem. I will post the solutions I have found later as a spoiler.
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Here are the solutions (there may be more):
Spoiler:
Die 1:
)
Die 2:
)
Die 3:
)
Die 4:
)
where
