Эротические рассказы

. Читать онлайн книгу.

 -


Скачать книгу
столовой ложкой».

      2

      Cost-Effectiveness of Psychotherapy. Edited by Nancy E. Miller and Kathryn M. Magruder. Oxford University Press, 1999.

      3

      DochertyJ.P. Market-Based Health Reform and the Cost-Effectiveness of Psychotherapy. In: Cost-Effectiveness of Psychotherapy. Edited by Nancy E. Miller and Kathryn M. Magruder. Oxford University Press, 1999. P. 3— 14.

      4

      Sadovoy J., Perry K. Psychotherapy Services and Cost-Effectiveness: A Canadian Perspective. Там же. P. 327–334.

      5

      Для этого есть конкретное объяснение, не имеющее ничего общего с гипердиагностикой, о котором будет сказано ниже.

      6

      Карвасарский Б.Д. (ред.) Психотерапевтическая энциклопедия. Санкт-Петебург: Питер, 2000.

      7

      Luborskry L., Singer В. Comparative studies of psychotherapies: is it true that «everyone has won and all must have prizes»? Archives of General Psychiatry, 1975. #32. P. 995— 1008.

      8

      См. работы 3. Фрейда «Защитные психоневрозы» (1894) и «Исследование истерии» (1895).

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
Скачать книгу
Яндекс.Метрика