Тут можно читать онлайн Венгер - Психологические рисуночные тесты - бесплатно
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Жанр: Психология.
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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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