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.
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    Психологические рисуночные тесты
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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
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Читать 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Психологические рисуночные тесты отзывы


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


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