Буриданов осёл. И как им не стать. Алексей Васильевич Салтыков

Буриданов осёл. И как им не стать - Алексей Васильевич Салтыков


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и нейроэтике.

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      Сюжет взят из рассказа-притчи Урсулы Ле Гуин «Уходящие из Омеласа».

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      Случай известен как Дилемма Хайнца.

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      Типичным примером консеквенциализма является притча Сократа «О трёх ситах»: Прежде, чем что-либо сказать – подумай трижды!

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      По делу декабристов было привлечено 579 человек, виновными признано 289.

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      Цит. по кн. «Мемуары декабристов. Южное общество» изд. Моск. унив. 1982 год, стр. 232.

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