Ты меня еще любишь? Как побороть неуверенность и зависимость от партнера, чтобы построить прочные теплые отношения. Мишель Скин
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      Дихотомия (от др. – греч. dikho – в два, врозь + tomia – сечение) – это раздвоение целой концепции на два взаимоисключающих подразделения, которые вместе образуют полный объём понятия.

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