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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5lG0tgZXr6EfmKuya/pcIYT6jAuJjbMTIMeaBuKfUDn6UAeR6Z4v8dMsubNbiBZrRDMxETLvjyyhPL+bJ6ncMdhWRpXjbx9cQSSLcQXFy8lrus2BMkMjXSRshxABGpViDuLkYyCcmvcf7f0g3MVqt/ai5lVXjiDjLKwJXAz3AyDUA8V6CZrO3Gr2hnvQDboJATJk4BA78/maAMPwjq2pX/hrxFN4sU2LW15c25VPmEUKquNrYG/qcNgZ9K8W0a18Q+H7Wz1awtIIBHp10bF47X/SJV8xdjzHO0sR7DrX0NH4t8PyzzwRavZmWFxHKokGUYtsA+u7j60248YeHbeKF59Ys1SV2RGaQYYqcMPwNAHmd94l8WzahBDrJn0PTHvFiuLmxP2gwKbZXTDmL+Jyc/KcZxkVzOqat401D7M7aQ949tZebb3txahGhAuGVZQCuRI8ar8uO4JFe8HxLo39uLpH9o2/9pSKGSAN8zDGfoTjnHpUd94p0HT9WTSrrVLSG/cLtgdsMd3C/ngigDlfiTdJp+veC7y/BW3gv3aeRI2k8vMZAJ2gkZPtXEWWsWV5beFbK3897iLxbLfuhtZFAty1yRJkqB0ZT69OK9aj8ceGJzebdZs8WalpSX4RQcFvcZ4zTV8d+GG0uTUY9ZtWskk8hpFYnEmN231yRyPYUAXNF8WaPq1zbWtncyG7uLX7asMkEiN5W7aWO5Rj5uMHn8K8t8QaXfx/GCyXTpo5Y5dQW+n/ANGl82BBEQQZCNmw8dD1r0iDxF4ak1R54tQsDdkRQNJuG7EgLRjPo2cikj8a+G5bm3jj1mzMtwdsQ8z7xzj+YoA5P4x3+uKqWfhmfULeWz0+61CeW2RsEqm2FN2MMS5JwMnC84rvdA1iLUop4kS5We0KxziaFk+bbk4LAbvqKqXPjDQba3inl1S3EMivKj7+GVGVGb6AuB+NN1Pxp4e0tpo7zVIVkhmFu653Mr7d2MD/AGTmgDifAO6x8cXVlpEup3GkPHLPdvf2nk+TcNIdqqxRSwI6DJ4xXPePdW+I1tq3jFNAWZtMDKbedUO+18qFJG2Lj5/MLbOM8g17De+I9GstOs7+6voEs7yRIoJi3yyM/wBwA+9Up/G3h21W6Muq2/8Ao1wbaVUYsRKBkrgd+9AHkt/r3xDh8S680DESQSXKwWJhkYPCFzE6gRbAec5MnJ+X2r0PwRrtotvZW8uoa1fz3sgVXvLGRdkgQMwDeWAF68ngHjNa0vjXw3E9gz6rbA3y7rdg3DgnAG7p17etQN8QPCyQXM7arD5Nu/lyHBwG5BA456H8qAOX+ImuaZL8RPD2n3KXdwulpPeXa29hNchDJE0UQYRo3Xc59Pl57VwPhLV/Fx8D2dn4WgultrPR4455XhkHkTrKwkjRCBmT+VfQmmLp90o1PT1gk+2Ro32mNQDKgyVyQORyasW1lDaowtoY4gztKQigZZjlmOB1Pc0AeAXniTxlJq2ofZrfW7eN4J4jCYpWKOu3Y4JjCLn5j8pPuc16nFbeK9NtoItEex1CFkDyyatcSiYOQDgbUI212ZjJGCMilCkEkD8qAH0UtJQAjA7TjrjivN/iJ8OZ/F2ozXa6hLZn+zmtI1jcqDIXDfPj7y8dK9JooA8gi+GWrxTwQLc6d9mhvDfrdMjNOX2bQhP9zPb04q34M8B6zouu32pXY0uU3t3FI6bSfJVI3UshxwSWGB2Ga9VooA8y8a+AtQ1fVtYls309rbVraK2le6jLSWwQt80X13dPUVyGifDjWdTtLy3kFlZ20d5dPHcSRH7VLuQxjc3Tac5r3thkU0KQc8CgDyHxz8KtQ1/SLDSdPurCzsY7NoJh5ZXMvy/vPlxu4UDB+vpTJfg9PPc/bZNVC3r3ktzIAWMe14fLAC5xuzzu7jivY6KAPHtD+DK6feyXVxrF1Nc/ZoY47hWKyJKilSRnjbg4C+grMs/ghcW99ps02oxXIhS2Eu4um0wnIKAdz79Dk17pRQB5E/wt1Gfwkvhqe+sE0+B4xFcwxMtxIiyh/nb+9gY46nmkj+GGr21iILa/06QvYvpkhnhZgsJJ2uozw+Dz2J5r16igDyHwz8HV0PxXa6n9vF1b28y3CecXMoYR7SOu38euOO1b+t/D9tW1jV7yW7QJfTWMirt5jW3LEgH/AGt1d/SigDw/xN8MtWi8JtbRXVvdf2fZtaWEUUGHfzJFJMnPOB2H1qa8+E+tanHJcza1bQ3F1JGbiCGJooWjSFolGFOQw3Zznnp0r2d0LHrTlGBQB4dN8D59Tt9Li1rVkYabFDawG1DR5hjz97nJbGMHoO1XD8HruTUrC4udRtZ1gSCN1KMgxCflIUHGSMZz35r2aigDxmb4I25sBDb6jJHM9pNbSyEswJklR9wBPBGzHFOvPgjbi7mnsdRf57jzxHOWIbMQRtxBBJJG4+5r2SigDg9Y+Hlvqng7SfDskwitbGRJC0a4ztVgMemC2R9KwtI+Er+H75b7QtTC3UNy08RuUMgbdAkTmT1YlC2R/er1migDyW4+FN5Jpmk6cNXQW1ncG7dvKwxmMpkYgZ2kZYgAg461oa18OLvUfCulaLHq7QxWrymfaCFmDknsQRjPHavSqKAMPwdoZ8PeGtM0kzeeLGBbcSkYLBRwT+VblFFABRRRQB//2Q==Читать 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