Is the counterfactual definiteness possible at the level of countries? An example of a situation which can be studied by the game theory is aTruel:
https://en.wikipedia.org/wiki/Truel
One example of this game was described in a book of Martin Gardner. Three shooters A, B, C have chosen a truel. A never misses, B hits 80% of the time, C hits 50% of the time. In such a game, C has the best chance of winning because he can shoot into the air first while A and B are shooting at each other.
My question is: is it possible to suggest some variants of this truel in which players have access to the Mach–Zehnder interferometerwith bombs, and this can change the probabilities of the outcomes. I mean something like this: player C does not shoot either A or B, but creates a superposition of these two states, and in one of the states also sends a message to B - if you don’t want me to shoot at you next time, do as I ask. I hope my idea can be understood.
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