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творчеством действительно новых форм, а не просто умноженным повторением старых. Именно этот оттенок – скрытое указание на творчество – и делает термин «конъюгация», в его универсально-расширенном смысле, наиболее подходящем для тектологии: с ее точки зрения всякое образование новых форм основывается на соединении прежних комплексов, и всякое такое соединение ведет к образованию новых форм.

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