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Наличие широкого интервала между словами считается также одним из показателей паранойи.

      Идеальным интервалом между словами является средний, который нельзя охарактеризовать ни как узкий, ни как широкий.

      Конец ознакомительного фрагмента.

      Текст предоставлен ООО «ЛитРес».

      Прочитайте эту книгу целиком, купив полную легальную версию на ЛитРес.

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