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рассматривающих проблемы морали и равноправия, можно привести R.M. Hare, Freedom and Reason (New York: Oxford University Press, 1963) и John Rawls, A Theory of Justice (Cambridge: Harvard University Press, Belknap Press, 1972). О важной договоренности, достигнутой по этому вопросу между представителями разных позиций, см. R. M. Hare, «Rules of War and Moral Reasonin», Philosophy and Public Affairs 1 (2) (1972).

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