Question: Player MAX and player MIN are playing a zero - sum game with a finite number of possible moves. MAX calculates the minimax value of

Player MAX and player MIN are playing a zero-sum game with a finite number of possible moves.
MAX calculates the minimax value of the root to be
M. You may assume that at every turn,
each player has at least 2 possible actions. You may also assume that a different sequence
of moves will always lead to a different score (i.e., no two terminal nodes have the same score).
Which of the following statements are true?

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