Miwin's Dice are a set of nontransitive dice invented in 1975 by the physicist Michael Winkelmann. They consist of three different dice with faces bearing numbers from 1 to 9; opposite faces sum to 9, 10, or 11. The numbers on each die give the sum of 30 and have an arithmetic mean of 5.
Read more about Miwin's Dice: Description, Mathematical Attributes, Games
Other articles related to "dice":
Miwin's Dice - Games
... Stiftung Spielen in Österreich", Leopoldsdorf, where "Miwin's dice" won the prize "Novel Independent Dice Game of the Year". 14 alternatives of gambling and strategic games existed for Miwin's dice ... The periodical "Spielbox" had two variants of games for Miwin's dice in the category "Unser Spiel im Heft" (now known as "Edition Spielbox") the solitaire game 5 to 4, and the ...
... Stiftung Spielen in Österreich", Leopoldsdorf, where "Miwin's dice" won the prize "Novel Independent Dice Game of the Year". 14 alternatives of gambling and strategic games existed for Miwin's dice ... The periodical "Spielbox" had two variants of games for Miwin's dice in the category "Unser Spiel im Heft" (now known as "Edition Spielbox") the solitaire game 5 to 4, and the ...
Famous quotes containing the word dice:
“I shall never believe that God plays dice with the world.”
—Albert Einstein (1879–1955)