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.
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 дальше