Эротические рассказы

Фокусы языка. Изменение убеждений с помощью НЛП. Роберт ДилтсЧитать онлайн книгу.

Фокусы языка. Изменение убеждений с помощью НЛП - Роберт Дилтс


Скачать книгу
xmlns:fo="http://www.w3.org/1999/XSL/Format" xlink:href="http://www.litres.ru/robert-dilts/fokusy-yazyka-izmenenie-ubezhdeniy-s-pomoschu-nlp/?lfrom=203296966">купив полную легальную версию на ЛитРес.

      Безопасно оплатить книгу можно банковской картой Visa, MasterCard, Maestro, со счета мобильного телефона, с платежного терминала, в салоне МТС или Связной, через PayPal, WebMoney, Яндекс.Деньги, QIWI Кошелек, бонусными картами или другим удобным Вам способом.

      Примечания

      1

      Дилтс Р. Моделирование с помощью НЛП. – СПб.: Питер, 2000.

      2

      Дилтс P. Изменение убеждений с помощью НЛП. – М.: Независимая фирма «Класс», 1997.

      3

      Перевод М. Л. Лозинского. – М.: «Детская литература», 1965.

      4

      Мы благодарим за этот пример Терезу Эпштейн.

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
Скачать книгу
Яндекс.Метрика