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)
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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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