Nontransitive Dice (Set of 3)

A set of non-transitive dice have the peculiar property that no matter which of them is chosen, one of the remaining ones has a statistical advantage over it.  You can demonstrate this property with a simple trick :Ask someone to choose any one of the three dice, then you select one of the remaining two. You both throw your dice at the same time and the highest number wins. If you do this, say ten times, you will almost certainly win more often than your opponent. You Choose, You Lose! – a set of 3 non-transitive dice . These dice have the peculiar property that no matter which of the three is chosen, one of the remaining two has a statistical advantage over it. Invite your victim to examine the dice and point out that although the numbering is different, all three dice have the same total number of spots as an ordinary die, ie 21 spots. Ask them to choose any one of the three dice, then you select one of the remaining two. You both throw your dice at the same time and the highest numb