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человека и тем самым способствует улучшению его психоэмоционального фона, стимулирует положительные перемены.

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      Диада – движение вдвоем, при котором движение одного не может осуществляться без совпадения с движением другого. Речь идет о единстве действия, идущем из двух центров, один из которых не может существовать без другого.

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      Герой цикла приключенческих романов французского писателя Альфонса Доде.

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