Семь навыков высокоэффективных людей: Мощные инструменты развития личности. Стивен Кови
Чтение книги онлайн.

Читать онлайн книгу Семь навыков высокоэффективных людей: Мощные инструменты развития личности - Стивен Кови страница 16

СКАЧАТЬ id="n_1">

      1

      Птолемей Клавдий (ок. 90 – ок. 160) – древнегреческий ученый, разработавший математическую теорию движения планет вокруг неподвижной Земли. Жил в Александрии. – Прим. ред.

      2

      Торо Генри Дэвид (1817–1862) – американский писатель, мыслитель-трансценденталист. – Прим. пер.

      3

      Фромм Эрих (1900–1980) – американский психолог и социолог. – Прим. пер.

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 СКАЧАТЬ