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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