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The most obvious question is whether or not a permutation fair 5d30 set exists. If such a set exists, it would make a beautiful successor to the 4d12 set that is commercially available. If such a set does not exist, it would be nice to have a proof of that (whether a mathematical proof or via exhaustive computer search).


It's even possible that a six player permutation fair set of all 30-sided dice might exist. This is definitely the “Holy Grail” of the Go First Dice research.

Smallest Sets?

What are the “smallest” possible sets for five or six players? “Smallness” of a set can be measured in a few different ways, and all current records are list on this page, but for more than four players, lowest bounds have not yet been proven.

open_questions.txt · Last modified: 2023/04/19 17:00 by harshec