Венгер - Психологические рисуночные тесты

Тут можно читать онлайн Венгер - Психологические рисуночные тесты - бесплатно полную версию книги (целиком) без сокращений. Жанр: Психология. Здесь Вы можете читать полную версию (весь текст) онлайн без регистрации и SMS на сайте лучшей интернет библиотеки ЛибКинг или прочесть краткое содержание (суть), предисловие и аннотацию. Так же сможете купить и скачать торрент в электронном формате fb2, найти и слушать аудиокнигу на русском языке или узнать сколько частей в серии и всего страниц в публикации. Читателям доступно смотреть обложку, картинки, описание и отзывы (комментарии) о произведении.
  • Название:
    Психологические рисуночные тесты
  • Автор:
  • Жанр:
  • Издательство:
    неизвестно
  • Год:
    неизвестен
  • ISBN:
    нет данных
  • Рейтинг:
    3/5. Голосов: 11
  • Избранное:
    Добавить в избранное
  • Отзывы:
  • Ваша оценка:
    • 60
    • 1
    • 2
    • 3
    • 4
    • 5

Венгер - Психологические рисуночные тесты краткое содержание

Психологические рисуночные тесты - описание и краткое содержание, автор Венгер, читайте бесплатно онлайн на сайте электронной библиотеки LibKing.Ru
По рисункам человека можно определить склад его личности, понять его отношение к разным сторонам действительности. Рисунки позволяют оценивать психологическое состояние и уровень умственного развития, диагностировать психические заболевания. Во всем мире рисуночные тесты стали главным инструментом практических психологов.
Эта книга - первое в нашей стране подробное иллюстрированное руководство по применению системы рисуночных тестов и составлению на ее основе «психологических портретов» детей и взрослых.

Психологические рисуночные тесты - читать онлайн бесплатно полную версию (весь текст целиком)

Психологические рисуночные тесты - читать книгу онлайн бесплатно, автор Венгер
Тёмная тема
Сбросить

Интервал:

Закладка:

Сделать
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Читать дальше
Тёмная тема
Сбросить

Интервал:

Закладка:

Сделать


Венгер читать все книги автора по порядку

Венгер - все книги автора в одном месте читать по порядку полные версии на сайте онлайн библиотеки LibKing.




Психологические рисуночные тесты отзывы


Отзывы читателей о книге Психологические рисуночные тесты, автор: Венгер. Читайте комментарии и мнения людей о произведении.


Понравилась книга? Поделитесь впечатлениями - оставьте Ваш отзыв или расскажите друзьям

Напишите свой комментарий
x