Find two nash equilibria of the game
L | C | R | |
U | 1,-1 | 0,0 | -1,1 |
M | 0,0 | 1,1 | 0,0 |
D | -1,1 | 0,0 | 1,-1 |
(M,C) is one Nash equilibrium.
It is so because if player 1 chooses M, then the other player should choose C and vice versa.
There is another mixed Nash equilibrium
So, the other NE is (0.5U+0.5D, 0.5L+0.5R)
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