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симметрию. Выглядит это так:

      –Э-В-П П-В-С-

      Как мы видим, в этом состоянии обе формы Движения находятся в состоянии ожидания, причём соблюдается правило – одной Первоформе первого порядка соответствует одна связь. Первоформы первого порядка Духа при этом готовы, к приёму творческого импульса Духа, т.к. имеют свободные связи.

      Конец ознакомительного фрагмента.

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