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