Венгер - Психологические рисуночные тесты

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.
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    Психологические рисуночные тесты
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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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tcBYXfi3wNL4b8X6dLLqC3UMtrbvLCWUwo5RU/EDI9q+hvh/8SvEsOj2a+NvCutC6u980M1tbh90XBHyA7gRzxjOOa9L8PeLtF8QSSRaXqEctxH9+3cGOZP96NsMPyreLAAkkYHWvN/i/wCPJfDPh+7OhSQS6msQl3N8yQJuC7nx0yTgZ9/Srfwk8XXvifR7ldYjiXUbSXa7wKRFKjDKOhI5BB7elegUUUUUlFFeWftC293L4Nie2vLy2t/tCpcm3z/q2BGWAGSAcdK8fs/FeqLLpEVhda3ZaTKwutRvILWRjEgUhoiApXORkMvBBBr17wbJfa1pcd/4a8cT3luw+SDUrZGYDP8AEBhvxq5qWh+LNdmS21zVU0/TAMSppClDMOesjHKjHXA71zeka/4D8JeJpbDQ/DurS6xFEUY2li07soPLFsk8nqT1ru/CsPhXxPZzeINDs7eRNQDRSXPkGNptpIO4EA5yDz1r5is/CfiG28ea98N7LWpl064mVjFESAYjg7j6AJwfU4r690vTbXTNMtrG1gjjtrZFSNAoAUAdh2Pf8a46w+Isd5JfXQ0S/fRLW6ktBqNuomV2RtpYIvzbe2cGrt1N4P8AGEce3UNOuLkcRTQXCpcRN7EHcp9j+Vcn4vn0m11WKw1fXNW124C7YdC05cyS44zLsx+bECpovhtB4lvhqOsaf/YdsYBCunWkxy4U5RpiPlYj0598133hDwtp3hTS2sdKjKwvIZpCerucZY9u3QcVv0UUUUlFFNdFdSrqGB4IIzmhUVV2qAB6Cua1rwL4b1dmkutKt0uCc+fbjyZc+u9MHNZEXwy0hIxHNf65PEW+aObUZWVx/dPPIrp9B8N6N4ft3i0XTLWxR+X8mMKW+p6mvB/hzN4m+HvjbxD4aup7W40KFjqCEq5KRySYyoUE8dx0HWvRtQhj1PxfYeI9C0pr2XTw0EtzGyoLmN16RsTiTaQOuBycGm/FG+1iT4e6jd20k+iOuY9hKPLKGwigEEhclh3Jrr/BegWfhrwzp2k2EYSG2hCe7N/Ex9STk/jVufRNKnuFnn0yyknU7hI8ClgfXJGals9NsbJ5Hs7SCB5CWdo4wpcnuSOTVwADpS0UUGmqwboQfpTqSiiiiikoPSvD/ih4yh8GfFTSL4QNfyy2D2ptlcRhC0i4Yu3ygdsUsnxd1mO6ljOj+HLZIuS9x4gtxgH1wTXJePvidP4h0B7S51HwtAkE8d2Vt7qaUy+U2/ywfL2/NjGc19DeGNZtdd0i1vrKRXimhjk4P3dyhgPyIrXopRRRRSN0qK3hWIvsGNx3H6mpqSiiiiiimSuscbszBVAJJJ6Cvn7QPB2hfFL4m+IfFV7bJfeGYytpaZLBZ5lUB5APToPfivXNJ8A+E9IwdO8PabCQMbvIVj+ZBNV/iL4Tt/EPgXV9GtYo7ZrmAhWijUHcOQPxIxXn37Mkl1b+E4dMILGDJuEklJ8rP3dinoDggjsRXt69+v406lFFFFFFFJRRRRRRXMfEfV5NC8Ea1qMDBZobdvLJ7M3yg/mat+DtCtfDnh+z02xQLDEgJOOZGPLO3uSSfxrcpkq70IOQCMZHWvFvg3p8+i/EfxZo0ksk0dnl45nOTJHK5kUk92BZwT617ZRSiiiiiiikoooooorgvjL5EnhW2t7yaOK1n1G1jmMjYUp5oJBP4V3cYG0Y6dvpTqQ814z4XebTf2hfEFqkWywuLOPHb5yN/wDPd+dezClpRRRRRRRSUUUUUUV5J+0rpq33gGKaVysVrqFvLICeCu8Kc+3NesQ8RIB0wMU+kPSvH57swftFPZqE82406GQDbnKgvuJPr0H417AO9LSiiiiiiikoooooorh/jTpzan8LfEsCgs4tHlXHqnzf0ro/DF2t/wCHNJvFcuLi0hlDeu5Ac/rWrSHAHNeeXVtHefG6wlS3HmWGkyNJMOvzvtUH1HymvQxS0ooooooopKKKKKKKwfHV2bLwhrNwIJLhY7WQtGn3iu0hsfQZP4VlfB24a6+GPhmRjn/QY1BxjIAwD+IANdnSGuK8Mxif4j+LbsqSYVtbRWPbCFyB/wB9iu2opRRRRRRRSUUUUUUVDeQJcWs8EigpIjIwPQgjn+dcT8Dyf+FX6FCykNbo9uST12SMuf0rvKRunXFcn4YiEHjLxYq4Iklt5icdCYtpH/jgrraKUUUUUUUUlFFFFFFc74z8QxeH9OEjRTzT3D+RbxxLkvKQdq56L06niofBulWPhLwlbWkcyJDCpkmlkkBBkPLtnpyxJ9KsN4u0BLNrt9c0wWqfelFyhUc4659eKifxv4aXSX1Qa3YPp6MFaZJlcAk4A4yc/hXNW/jzw23jCGWw1q0uo76Bbdo4nLP5qthfkHPO4847V6QhJzTqUUUUUUUUmKMUYoxRijFGK4Xx18Prfxnq1hNq19eDT7TLLZwvsV3/ALzEc9OK8k/aF8MW/ha00K90RUgsGvx9psridxaSHHBcZwBxz6+9eUtJbafr8OvfZbG9kuLtNSb7DOFtBHGcyxDcAA2SOMdCMV7Z+z54c0jU9R8ReIb3ToRqcuotdQRsyyeTHICykFflPU8joQR2r3WOwtY7lriO1hW4YYaVYwGP1PWrQFGKWiiiiiiiiiiiiiis3W9G0/XLFrPWLOG7tSQxjmXcuR0Ncl4r8E+B7vS7PT9b07T7ezjl/cRgCL5z1Axyc+lbfg7wfofhKKePw/ZC1SYqXAZm6DjqenJrpKKKKKKKKKKTcKWkzRuFGaAc0tFITXDa14Uv9R8eWOsrcQi0t1ULuZt8eCdwVeh3ZHJ9K7hRzmnUZpNwzijNJvHPtTs00MD0p1FFeJ6V8WtTt5tUvtf00toNrcvb/abaFl8thOY1GTxJkcnbnGPWuq8JfE7T/E12kdpaTW8H2dZ5J7mWOMIWzhdpO49OoGBUfxJ8aXnhPVtCKS2I0+4uViu1kBaRUJ5cYOQB7A81F8JfiF/wnDaw7mCJYbvbawj/AFhh25BYevr6VkWHxRvLPX9Ri1+Ff7PjmmijMEW5vklCcbSS3Bycge2a2JPi7oiu7wW15cWKZzdRqNp4JGASCc4/Dvip5fibbQNFHJpl3529knjWSNvs+0DksDhgdw+7mqzfF3SDPBFDYajIZF3t+6KlF2K2SGwcfMB+tX5fH0V34P1TWdKtpg1rHHhblCgBdVbJ9hv5PsarX3jafwzbx/2ug1WPZJM91YhVVAoB2lMk5+YfnUI+K9r5CzzaPe28Ijy7SsoKSfMAm3qclThsY5FMg+MGlS2yTHTtRUsBlRHuCt8wKlugOVI5PvwKH+L2nw39vY3OmX6Xcsiw7EUOquZfLI3jjA656EVf8X+Jb/RvEmkrBeWr2U0yQ3MBVd0Stn5yd270xgEcc11/21bmwnfTZYJ5VU7cPld23IBx7EH6GuC8MeMNXvtZ0GPU1t1tdQsVdvIKsftHzEjGdwXAGDjFdDbeM7abxZe6M9u8MUB2JePKgSWTCEooznI3gfXNZ9x4i1eD4n2ujNbqdMnh3xsgBPCksxOcjBAGMYrN1f4v6bpmoX1k+mahJcWk0kRwmEbaQAwbpgkke205rZ8M+PrXXrlh9n+wwqqKWuZ0V/MZQwUJnJHzD5uhrsPMPrVT+x7H7OYDZ25gMpnMewbTIW3bseu7mq0nhvRnO59JsmPlmLJhXOzOSvTp7V5zF460i58TXUnijSrS3j06WVLa+aJ2Zdk3lcFl78E7SQK3ofFfhBNX861hV7ln2Pdw2pKoSVTLSAYAOVGay5/G/wAPFtp76+gghiuZTDPLLZ58xxgkEgHPUGrSeMfA4upoHiht5VEbSrLabdhfAAbjg4dc/X606x8W+BUgVLBbaMPB5yxC22lo8bs4OOPr3p2neLfBmtavpFnBbpLdXkZltQ9qBt25Ugk9CNpH4Voa14y8MaFc3en6sRbeXEpdWh+R0I2jp27c/Sq417w5p1hcrb6POtpb4VxFYjYHk25THqdy5GO+O1Urzxj4QsbW9iutNeKC13oY5LIASbHKOEB4O05/pVeT4h+A7QXdr5AVIFjJSOzG2QOoK7R3+Vv1q2vjXwpbwSLZ6bPJbQplDDZgLIF2sQnTON4P4+xqS+8a+EZNTKzWb3GsR5h8r7IDOG4GzJ4Gd3r60um+N/D9pYaheaLpl7LaR7Zrl7a3AAcqo24JByBt4AxWhpHiHw9qGqNHp9tnVLc/Z5I/s+yWFc85/wBnJ7E4zVTXPGXhnRvENxpOoW7LeW0IvWdbYOuGbqCOS2Rnp2p8Pjzw5dX7z2Mcl08KP5tzFCD5cSqGJLHkr8w4HPtUA8ceF7q4hsLi1eO7u5Ci201uu59wD5PVcMrA9fXvVFPiB4M3QOlifMN2tgpFqgIIwV5zjbhgRivTFRSoJxn61LTXJCkgZIFeZXdl8PBPqq3JgWUyv9q8x5F2PnzGxnpkjPy9ajaw+HsPiBy8lqtxZLsa2IYInG/dt6NwPfp61LBF8OdNV4VGnKY2COj7m2HcqDr05KjNTWE/w/gvY/sMtmJZWEKFC5QGJtoyfujBXAJxnGBmka68AzWMMLRwtaXAfysW0uxwq5ZgduMBeQeh7Vp2Gn+DdL01db0+KxW1iHmJdxnftyf4SMnkseB3NZ17qPgKXVpm1CS1F/PCJpFuEcN5YzyQw+Xp0ODx0p8V34It90sTxOJIA7skcrJ5cZwGJxgcpwT12jk1VhsfAX9oy20ywXF5qlxPPukVyJHDsXAbGAAdwwOuO9JZD4b6gm60SyDXEZKllkjcpGADtzg8ADp2ptnN8P7S4u7tLi2ma/f945DuArKhx0wq4KZPbIzWjpL+HPEt9qlkbCzc27uzHzNzMC5Bc9CnzJ3wePSs2+17wLpdgmoxWBeOULaoIbST95GCq5AxhlAK/N0PTOeKedW8AJqr3kdxBDelRfyPGkgZh23cfmvU46VbutX8A6pO97eyWMlxJbkMZ0ZJTGrlCNp+bhuMYzWhr9h4e0O0spYtHtpbmSdYrSFF2l5GAHXsNoGc9hVbQofBmp3M2n6daWkk1t++cCFgB8+0sHIGcMmODj5as2Wm+CLa5WGzj0gXBcYRZFLbh04z1GP0rrtqehqakPSvPrnw14Ovru4+2TwXU91I4ZZbgMzEAoQBnqOR7VT/ALB8AsL+5kuLKdNQ+WUyXQZSSe2TkHJ4PvVybw54JWS9lujYhrhytyWnA3EHoef9j9DTW8PeC7OeOLz7a3GWb7OLkKrhTuIZc8hTk/nRrp8M+G9J023vGnnScNBYwCXezhk27UJIG3bxnPpWzp3hbRLDw4+jQwCGylIkeNpPmDcc5zwRtHPtWZqXhHwqb7zdUkQ3VzD5ZaefmVOnfr1xx61DZad4ThkNvouqW8M7W/krGlyGXYSQoKZwVBJwPfFV9P8ACfguO301YrqF5La2W0hkW5wSpBH5nef++qluPD/ge4mtZGmtc243xKtwOAQAOM+m2oLbQvA8l5Z2NhDE2+V4s2kh2b0RQ0bkeoRcg9cGuv0PwvpOizXE+m2kcMtyCJmH/LTLMxz+LGsfUfh1o95p0dojXcAicGJ0nbMSgg7F9F4HHtTbz4baHLbTpbQvbSzQC3aZHJOAep9/ent8NvDkjWzzWRlkgzh5JGYkltxJ9Tkmt/VNGiv7vS55HKmwm85F7MdpXn86i8PeGNM0GW6k02AxvcEbyzFuBnCjPQDJ4HrWgml2UcgkSytlkBzuESg59c4q1tp9IeleX6n8KtKNvfnTWeK9viwklkckKHk3sVA6MD0P51af4UeHn1z+0ysv2kjZjIC+XjbswO2OM9adL8J9AkEnmveOzFyC0xbbvLE9f9881Xufhbpg1NLmxvLq3uYWklgXIaON2GN2Dknr3rode8J2muzWEl7NLm2j8tggAEqnBII7cgHitC/8LaNqV0bq+0+GadgFLsTnA7dayPFHgPRvEtrYWOoRyfYrPPlwRttGQR369v1rKh+FGgRagbiY3E7lUDByBu2BVHIGRwqjj0qGf4W2kaxtYatf2xt9hRQVKgrt5xjnOwVI3wk8Mx2scPl3GEKuG80k7xgbifwFTeH/AIeWmha1FeWl5cSxid55lnO5nkKlVOfYH8cCvQhSilIB60UYHpRRRX//2Q== /9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAYEBQYFBAYGBQYHBwYIChAKCgkJChQODwwQFxQYGBcUFhYaHSUfGhsjHBYWICwgIyYnKSopGR8tMC0oMCUoKSj/wAALCADoAL4BAREA/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/9oACAEBAAA/APqiiiiiiik3Cuc8WeMdE8LiAateBLm4OILWNTJPM3+xGvzGsC08VeLdYVptF8GNa2rPhJdZvBbOy+vlKrsPocU6TTfiPcPFM+v+HrJkYkwQac8iOvYM7vn8sVFN401XwyVXx7o4t7TodY04tNajnrIn34h9dw96762uIbu3intpUmhkUOkiNlWHqDViiiiiiiiiiiiiiiiio5JFRCzlQoGSSccV5tJqeu+PnC+GLt9H8L8q+rBf9IvcHB+zA/cT/poev8PrXSeG/CGgeGg1xZWiC6x+8vrpjJO/+9K/zU6Txz4WjWYt4i0bMJZZB9tjyCP4fvda5jW/jj4E0i7+ynVzezeljE0wH4jiuv8ADPiHSvFuhwapot1He6fcggHHf+JGHY+xrkZc/DjVmuIo2/4Q6/mXzY15XSp2bG5R2hc9cfcbnpXpSvmn0UUUUUUUUUUUUUUV5x4skl8XeLk8HW5ddKtI0u9bmBxvRv8AVW3/AAPDM3+yPenfGHxSvgHwF9tsFS3YyxWcGyPIhB7onT5VU4HTOK+O/HnxH8Z+KbOGw1e/vF0id98EUihPMG7A3uqjfisvxHbaK/h3R7y0xbXRsjBJbx4bdcxSYeRz6OjZHuuKqPdS2nhm2tvMY6dc75fIMgGZl+XfhfmwMqRnrg11OhWlvpXhe/ubvxDqGja3FJDcadp0cu2O4Ei/fO0/J0Pzdhtr60+Fuov4q8I6rp+sXcWsWsF1LYfbA6uLmEop5I4JG/bu74zV74PajPceHLrSNScyahoN7Lpcrv8AedU/1bn/AHoyld7RRRRRRRRRRRRRRRXnnwpjRr7xxdlQ11N4guEkfuVRUCL+Aryz9sjXxbWnhjRZVL281wb24THDqnyhf/Hmr5mlWDUtXtIImVLa4udojBI8sNJ1ZckDg9jXqetWnwf8OeIYozpniPU9PErRPci6VYSQ2H2jh3C/hmp/iPqHhjTYNvhHwpY2WnxzAWmp73W6EiojLNzu3Q/vF4b71Y/iHQ7nS/HMHhnS9As7zW4LRIjJa3EjiW6k+cXDcLtcBvun5RX0J+zVI9roevaLdxOmpadqJ+3O+MvO4+cfLwcFfvDqNtdF8Kik/iT4h3MZJjfXPKBI/iSGJW/WvR6KKKKKKKKKKKKKKK85+Gu6y8V/EDS5N25NWW+jDD+CaFDn/vpX/KvD/wBq+zvZPGcV5cXRtbK303Zahk4mZmbeqn/vkH03DtXgt3Jb/YUuIYihmlL7EKoFRAB25BJr3HSvhjbfF3wrZ614d1C30q78z/iZWFxFkJOVUF0I+YK4CuFPHzV1s3wX8P6n4ptvDN9f6paCxsIZk8vZi++UI0iORlNpQZTn+E1xVzqXjHwt8QPG+g+H7iW88S6pLbqktvY7ndFT74O7bHw/OR+Ve1fDvw+vwg+GOp32u3f2jUZA2oXrs2d0xXiNf7xzgZ7k12Pwy0Kfw74MsLO9ZZL+Qvc3b+s8rF3/AFbFdZRRRRRRRRRRRRRRRXnniRB4c+IWm+JHLjTb63/su/bHyQvv3wSP6DJZM9twrb8b+FbHxdoc2maiEyxDxTGMOYZA2VcBuO3I715W/wCzzp99rsOqazqtvH5abXi0rTkslk92G5lHHoBWpbah4f8ADviLS7rwhh9FtEh0TU5YdzQbGO2BvM6O6Pwevyy1pakx8NeLdU8Za/ptjZWaQmygaOaW5vLxyy7FQfcTdtUbAOvfiqfgrxr4c8O6RdHxDeNbeJri4kuNRtjbSeeZnbhEXbkqBtUbeOK07a2v/H/iOw1HU7C703wvpMn2i1tLxdk19c/wSun8KJ/CDyTzXp9FFFFFFFFFFFFFFFFVNRsbbUrCezvreO4tZ02SRSDKuPQ1ybeB5LYKmgeJNc0uKPbsgE63EKD0CyKTj8arXvg3R4rMyeMtcvtUgQDcdUvfKg/74TYn55p3iq58Oaj8OPEVhplzptxZ2+mTMbeylQiNVRipCoeOQMVwWiaVpNr4s+HdzeXMj3R02S9u/tWoSTCOZbdCGKO5CY3sd1dtB48fxFdzR+AtLi1j7O/kzahPOILdOM/K3Lv+C496ljvfiTb+ZJdaT4XukHKQ295NG59sum3Nb3hfxHb64lzC8MtnqdoVS7sZ8ebAzcjOOCD2YcGui60UUUUUUUUUUUUUUVheLdei8OaDcahLBNcuGSKK3i+/PI7BERfclhXOReGtd163Mvi7WriziZi407SJfJjjX+68333PryBXD7/CMmo+T4J8IS+M9Ti+R7y6kaS2jwf47ibcMj/ZzW9pXw41PVry01LxdqFpaTwMWj0/Q7dIYAjDa8Ursu+RWBwRwKZ438AeD/DHw+8R31rotuZI7GX55C7u3dU3Z3bchRj0GK5T4GeHfCniy28QXttYJDLb3sccE9kXtmh/0eLdsIOR8+/g13Uurat4V8YaboRu7jxHZ3ltNdMkka/a7RIh9/eMB0JIUbvmz/Eat6df6fqXxK0/UNIkil+06PMtyVODtSVNgcdQVLOMHplq9CXpS0UUUUUUUUUUUUUVwHjZDe+O/AumynNq11c3zg/xPDF8gx9X3fhW/wCONWbRfDd3dQCN7tttvbxydJJpGCIv/fTCvNvgTrP9mabF4X1a3iguLWe5sbG7U4S+WCZw4x2cEsdvoc17Qorz740Txjw3aWksgSKW6Es/OP3MKNM//oAH/Aq5P9ljTG0z4XS6vcowbU7mW7wBlig+UfXo1a3wm17SvE+u+IfEAvbZr/ULj7Pb2rtsmjtIflT5Dz8x3P8A8Crpta8EaXq2vRays13YapHA0QubGbyXILKct/f6fxZFV5bvxR4WCtfxnxJpKn57i3iCXsQ9WjX5Zf8AgGD/ALNa+ieMdB10smlatZzSrw0W/ZIn1RsMK6If7VMkfYMsyqvqfWpKKKKKKKKKKKK8z8RP53x38IQxnLW2l38zgdlcxKM/iK0L5X8RfEO1siQ2meHwt3OP+el06nyV/wCAJl/qy1z3gm20jxPpvi7w1dFYru11u6l/cnDwFpd8c0Z/hIJ/76BrrPBes3ss02g+Itq6/p6BpJFGEu4vupcJ9cfMP4T+Fee/G2S81/xFaeF9PL+ffAaZH04Eu2S5l/4BCij/ALa13Xjh4fCXwvvrXSAlosVqLGyCfLsd8Rpj3y2aunwXoR8M2OiXenQ3FrZ26W8Lsu112r1VxyrcZyK5GeTxT4c8bWETK/iazjsZ2i2OIboJviU78tskI+Xn5T1rsPDnjfRNcufsdvcta6kq7n0+7Qw3Cf8AAD1/DNaGueHNF1xCNY0qxvBjG6aBWYfRuorh/EVivgnw3eTy+I9YtNAilBjt7WHz7iMNtAhR23Hbv6emcZryT/hIbG1u4PF3jLSvFs9jG6/2dZX91nfNlirlHdd546Im1fetnWPGfxT8b2TXGj6dD4L8PL8732oXAhkdPZ3Hy8ei/jXpvwj13xHr1rf3GtrbPpUZSLT7uKKSNrsAfPL8/LL02tgZ5r0eiiiiiiiiivHfEetxaN8bb7UbkF0svDCiOED55pHusIi/7ROB+Ndz4D0u60bw/u1mRZNVu5Hvb+XoPNfkr/uouEHslcZ8GJ4bvxV47u0smtRqF3DqEHmJteSB0Ko/4lHb/gVdf428OTarax3+lTJaa/p5MtjdN0Dd439Y3HBH49a86+DN3L448Y6v4xvfJVrJW0+C03q7wyHa0j8djjYG7hK6P4k6lJd+IPCugvp17HFPrcD/AGltnkzCJWl2/ez/AAen8Nen1xXiUGP4i+DJc4aRb23bHceUH/8AZK2/EXh3SvEVssOs2MN0ifNGXGHjb1Rxyp+leV+INI+I2k6m6+Bm1aWzjbao1LU7aaOQfR1Lhf8AgWa6RPHuo6fEv/CXeDda06OMDzruBUvIEPr+7YvjPtXl3jW30CLXp/HOm6/4j1Oy1Nthu9HEEw0/gYjYyfNGDz/dxUmk6bqtlq1vdL4R1zxhHNIhE3iKJDNAvqk3mOhXv92vpKJNnQbVx09Klooooooooory260e28QfHSO9VMpoOmolwc/LJPI5eNSvqg3P/wACFa/jrUJNQY+FNHDT6lfp5dzIjYWytm4eVz6kZCjufpWdq9tH4O8f+F9Rs1MejX9unh6ZF6RFctbN+e5P+BCn/H7xLc+GfhlqM9gG/tC8ZbG3KdQ8nGR+GapaB4Bbw34K0eXw3FDZ+JbG0XLMx8u7ZvmeKb1UnPP8HUVUl1WLxh8UfBP2dJYm0q2vL2+tXb97azYSNUceuWb69elew1w3jZ2i8deAGXGGvrmJvxtnP/stdwtG0UtcVrfw70bUb+W+snvNGv5YzFNPpkgh89T2kTBR/wDgQrpND0u20TRrHS7HeLazhSCMO2W2qMDJrQxiloooooooorJ17V7XQ9KutR1OdYbW2TfIxP6D3J4FcTpeqxeCfh/qvirxLH9nub2STVLqA/f3vxHCP9oKEStn4aWd2dJuNZ1hEXWNZk+1zqq48lcYji99ibRn1zU/xP0d9b8EarbW7bL2OP7TaPj7k0fzof8Avpa4bxjrei+J/C/gnVtT1/S9P01J7fVru3n5knwMhEQfN9/PbtW7efECbWZFs/Aej3mq3Moy13cQSW1pb/7Tu4Xf/uLyapW+m3fgvxL/AMJJ4hvI9RW+trbTLu/WIQmN97nzXH3VTLIn5Zr1TjpmuI+JjvBdeDrhI9+zXrdDjsHR0/8AZq7delLRRRRRRRRRRRRSM2K8r1zV9P8AGnxG0zw1pdzZzNoNymp6g7YcBl3BYUHdstkn+HaO9c78QLTV9b+Id1puoPatZ22jXl8lts3qkLAwr8x/5bO/O7+BV2jqxr1D4YzyXPw68MyzNvkfTYGLZ6/IKh+Jeqz6X4Vn/s+UxalfSR2FnIMZSaZtiN+Gc/hWta6LYW8sFx9ltTexRiNbnyFEmB7447/nWtn5ttZ2taZba1pN9p19GZLW7iaGYeqsMcVz3wp1C61DwVYNqDiS7t5JrOSTP+s8mVogx92CBqi+JzGQ+FLWKMvJPr1owx/CELSMf++UNdxRRRRRRRRRRRRRWfrepWmj6Xc6jqMywWdtGZZZGP3QK+UPBHix9M8TeIfGlnottpdg0r2kMBizJeSvzDbJnneXPmSP2+UcV6RZeIbzxD8Tlhu7e2gu7ewv9Mu0tnL52xW7nn/Zkd1/4DXffA6YS/CHwm4Of+JfEv8A3yNv9KtfEnRdN1fw60ms311p1vpsq6kLq1k2PE0QJ3BvxNcD8PfCXibXfB9pqep+NfFFlJqG6ZbZJo3ZYWP7rJdCVbbgnH96t+y8D6je2qmL4keJrizJxmJoF3YbDDeI89sVk+APCEOs2uqQ6/rfiS61HTr+axuA2sTKkgDbkbYjADKMleneHtFsNA0qDTdJt/s1lDu2RKxbBLFmOTyclia5j4pefDdeC7q2ODF4gtkf/ckDo3/oVd4tLRRRRRRRRRRRRXF/FyG+uvh/q1rpOjjWL25RYY7VwpX5mA3/ADcfL978K4nQfhJOfCqR6jqDW+rxqjWKogkj00q6yfxf62QkfO5+906Cuv8ADfgHQ/CY1C/sIpJdUuLUx3V5K2XlPzOzegLMcn8Kq/s+xvH8HPDO/wDity6gejOxFM+Pssh+HNzp1v8A6/V7q20yMZxnzZVUj/vndXY6zpzSeGL7TrJ2hdrN4InB5U7NqmvOv2adV/tLwBcR73K2l9JEPM6jcFdv/H3etrwqfsfxa8a2KoqxXEFlqC89XZXjc/8Aji16FXDfF2Q2+haTdqu77PrVhLj1/fKP613C0tFFFFFFFFFFFFFFZfiWZYPDeqzE4WO0mYn0whrmvgfD5Hwi8JR/9Q6J/wDvoZ/rWX8dzt0nwqxIUL4l085P++a9Kl/1T4/umvD/ANm8ixm1ezcgfa7W21CNe7fNLG7fmgrrYxs+P9wSDmTw0hX8Lls/+hV6NXFfGGJ5PhxrUsWfMtES9Xb1/cyLL/7JXX28yXEEc0fKSKrj6GpqKKKKKKKKKKKKKK574guieA/EjSuFQabcksew8pqp/CaOaL4Z+Fo7sETrptvuB/3FrE/aBtnn+Fer3EC5m08w6gn/AGylVz/46rV39hdC8sba5TG2eNJV/EZrxbwpcJpWheFvE/3YINTvNJuSvA+zTXbqhY/3UdUP413N35Efxn00tu+0T6HOnTghZoj/AFNdzVe9to7u0ntrhd8M6NFIPVWGDXNfCy9N/wCA9LMjEy24e0ct1zC7R8/98V1tFFFFFFFFFFFFFFcP8a5Vj+E/irJx5ljJCD/tP8g/Vq6Xw7aNYeH9Ns3Pz21rFC31VAKfrmnQato9/p9yivBdwPC6N0IZcVwPwm8TwW3wh0698R3sNp/ZYfT7uedtiq0LmP8APCrTPh1pFr4i+DCafcxtHZaol1/CQwSWZ2V8Hv8AMGrn7HxJqtv408LNrNqgt9LDaDqWoq+5GupkRkVfxRMt/efbXuNI1cL8Ml+zXPjGz8xX8nXbhx/siVUlx/4/Xd0UUUUUUUUUUUUUV538cke78DrpiOEbUtSsrLdjoHuE/wAK9Dxy1VdSu4rCwuruY/ureN5X/wB1Rk14T4q8LxXnwtg1zWzNe+IdUSCGL7Q+6G2e5mVcpEPkDAS43bc17vZ2sdpaQW1uNkUEaxRj0VRgV5PrWn/aNI+K2hIE+1B/7VtxnoXhV0b/AL+QtXpfhPUv7Y8L6RqTfevLSKY/VkBNazVwPw6APir4gzxsrRSawiqQc8rawhv1rv6KKKKKKKKKKKKKK4b4nZebwfEuDv1+2yn97Adv0xu/Cu4WuL+MV01p8NPETxuUea2+zKR2MrCP/wBnrN+IMb27eBNCt41kE+rW6nPRY7dGkzj/AIAtejDr1rz7WrSGL4t2LOhxrOiXNlI2eCY3RxkfR3qX4JXDy/DLRoZlcS2Ak0993XMMjRZ/8cre8S+KdH8NWRute1G3so8fKrv87+yoOSfpWJ8I7O4h8Kz6hewPb3Oq39zqLQyR7HRZZWKKw9dm3867qiiiiiiiiiiiiiivO/EhfV/it4U06M5j0mGfVrnP8O4eTD+JLS8f7Neh4xXnnx2lRPhrqMe8CSSe1SNd2Gc/aIuF9TVrxF/pHxU8Gw4U+RBf3JznI+VEX/0I13Vef/EZFi8WeAL5Q3mx6s9uWUfwS28oIPtkL+VedWt3d2PhfXfN8XSabb6XcXiz6dZRILiWR7iVlXzmztZgybdvIzmvPfAcctvr1/reo6pYxwaRB9oXXtViadzJJ1Ma5zK3ykJnHy/Ng5FfRvwo8Tf8JB4UspL7V9Pv9V2GWdLZ03ohb5N6Kx2nbtz713VFFFFFFFFFFFFFFecx6T4k0Xxxr+tWVhY6ra6oIAN92bea3SNMeX91gwyWbt96meJPGOp6PHJLqsnh/RxGjuI5rs3M8iou4qifIu/HbPO4Vj+NXk16/wDhZZXbieW71JdQfzIPLJSOFpOUy23qo69au+ILe41P4yRW+l6m9ldJ4fdWnhVJXt83CH5kPA3jo3+zW9Z+BI423X/iLxJqMmOTNqDIP++YwoFc58R9Pn1Pxx4M8NTX95a6LcJcXH+jNiWSaFVwDJ95F2O3Iqn8a/h94WvPh5bWU99ZeG7HT7hZ4rgpwP4XGOruy/UlgK8r0f4KWvjDUbabTxrzaZI4a41rVdsRnQdreD7/AD03PwB2r6l0nRtP0m3ii02yt7VI41QeXGFJCjADEda1KKKKKKKKKKKKKKKw/GJ1hfDV+3hpIH1gRn7OJ/ubs+3tnHvivmHxLb2174q8RLfX13qep6toqW1tbajAkdxFdNcRRkOijCMMIwYfw5+bivWWsoPiL8Q4r22vLtNF8OW72i3VnO0f2i6fb5gRx1RFRQSP4mqz8JtGstD+IHxEtLISYS4s/mlcySMDDu5duT8xavWK8g+M2rXuk+NfAkuj6e+o6oZLwW1srbQ7tEqfMf4U+bJPtW54e8AiTUotb8b3K694hHMZdP8ARrP/AGYY+g/3z8xr0JRg9aWiiiiiiiiiiiiiiqeoNdLYXJsVja8EbeQJDhC+35c+2a8Xu/HXxUsZliufBkUshzvFvbySRj5scSI7Z9egride0TU/GHi2x1/xr4R8TyzWw8s2ul6akCSRjlVaRpd5+bP4f3a9d0jxTd6dpsdro3w18Q2un2w2RRBIIcD2TfUnw6l1a/8AGvinVtQ8PXui2d5FaCMXmzfJIiuH+6x4xtr0mqFzpdlcapa6jNbxve2qukEx+9Gr7d4H12ir9FFFFFFFFFFFFFFGaKKKKKKKKKM0UmaWiiikzS5oorzP4n/E5fAmo29s+mpdxvZy3sjvdpAdiMF2ICPnf5vu1tR/EfwqUk83V4Ld445JZI5Th41QKX3Dtjetbug61Z67pkWoabI8lrNnYzxsh4/2WANee3/xQv4JfFVuvh2Lz/DyCa536kgXyWVmzkDh8AfL79a7S01+Z/A6a/d6e9vN9gN69oXyy/Jv2Z9a5vwd8UNO13et99msJd8MUTrcb4pmljMgUMwXDBQc5HbjNbtx458PQXa2r6gqysWGfLbYrBnTDPjC/NG459Krn4h+Gl0qXUzfMbaORY3PkPv+cEodmMlWVSwPpT7n4heGbcSedqkSsiyMVwSfkZFPH1dMeuasab418P6l9m+xanBKbho1jVfvEvu2jH/AH+mKx7/4k2Fn4jm0OWJRfpqcGnrEZMFxKit5vT7oz+laA+IfhdQN2qwKCiyFjnCgxmUZ9DsXOKjufiFoMRuY4rkmaFGK743SN3VQSgfGNw3rkds1D/wnMUvhe11O0ghuru6vBp0MMM+Yzclym3zMfdGDlgOxxmuo0iS/lsUfVre3trsE70glMqfUMVX+VcrrfjSXTfiDpXh5bGOSK8UM07SbWGd+MDGONnc854rafxVpieKk8PF5v7SdN4Hkvs6Fsb+m7apOKz/HHia68OjTJ4bOK4tbi6jtpcysrguwC7MKV/vHLED5cd6m13x3oGhX81jql8IbyJIpDDsJYrJJ5aY9ctVSP4k+G7ieaGzuZ7u6jlEIgtoHkkkPz8oB1HyPz/s10Gr3d1FpM1zp8UTXAj3olxvVR9dqlunYDNcT4S+KWm6iHtNVcwaoty1skccUmLgjZyiuqv8AddSQV45PStz/AITzSytnJHa6rJDdzi3t5lsn2SluQynH3SATn2rpdP1C01G38+wuYbqEnG+3kWRc/UVkap4V0jUvEVlrWo2iXN5ZwPBD5wDooLBs4P8AFkDmuYv/AIP+E9Q1TVNTu7SaS71LzvtD+cw3rIqgj227AV9DXT6J4eOly28h1bVbwwRPDtuZ96vuYNuI2/eGMD2rn5Phf4fuv7WN5JqVy+pCOKeSa7Z3EaSeYI1P9zd/hXUTaJbz/wBqLPNdSQahH5MkLS/JGuwp+7H8OQa5S6+E/h6+XOoTandyeWsKyz3G9xGquAg46YdvetEfDvw8LOW0e3le3lx5iNKxD4eVuf8Av8/+RTB8OtGKt9okvbhiNrNNNk4ETRJ/3wjvj3bNQXPwt8K3PnNPZM0shdnl8z52LMjZJ77TGuM9Kt2fw98P2t7aXsdsTeWzRPHO5G8bN+OccZ8x8461oTeE9Kmubi4kjk8ye+i1Bz5n/LaNQqfhhRxWHF8KvCEFolt/Zqm3QfcdtwJ8to97erbXbk0+9+G3hm5S4huobiS1mVx9mNw3lKXVQ7qOzMByf9pvWtNfCWhnRJNIgh8mz8/7Wggl2mCTdvV0I+5g8imz+GtlssVvresRPkMZXufMLL5oduv0257K1PvfDGk6hr8GsyPKbmPy2IjnxHJ5bFoy69DsLtj60l14Y0q9vpr1zObl5HkWdLhlZGMflYRh0wM/Qmp9c0DTtfMcV/LMyQY8yGO4KCQZDASAdeQDVPXPB3hrXdUe91S2hub50RVlaT54wu7bs9PvtTIPAGiW4/0Rbq2ZZmmieGdlaBjuzsPYHe/51ry6FbS6fcWbS3vlTSeaXF04dDx9x85UDb0rK/4QDQCYpGtZmvI3aUXZnfzt7MpL7+uTsUfT5elW7HwjpVnFbxRC5eC2nSe2iknd0gKAhQg7AbjxW9b28VvF5dvGsaZzhFwKmorjvilp15qvgu6s9Mgaa7llgAiDlN6+chcMy8hdoOcVwQ+GXicXenzRalZW0VtI8kcUcsh8hHdyYFcjcybX2/w/T0qaV8IPENrZ6dDca4hS2uGlWGGV0EbHyvnD7euUPAVfvdetSaF8NNXvdJuF1NIbTzx9x7mUySP9p3+ZL2Rtm5PkLffre1H4eaxLNMYNXZ7RpJmWxmkPk+U00TiHhd20ohVslvvcUaL8Or211KKXVE07UbN/lFtNJKy2Cb3Ypb56ghwvOOnp8tNsfh/rWinSxo+oxxWttaLFeW4J23bBnLKVPB37wN2VIxWp4z0TWtY8L6Do9np1iFLxPfRSSsIY0jTPljb8xBbC1xdp8KvEd9au+o6n9nluLBLN0+0PmIKioyAgcr8m8HPf7tat58MdcdJ/M1iPVJJZ2lb7dvVdxhWMSYT+JNmQPdvWrEnwx1eT7SZPEk1z5vmfJNny33PC+1gPmw/lMr/N0fik8WfD2Z9EuJ9N06w/tV7S3tDBaK8UeVuA553Z2bPlPfb+VQW/wz16LUdFn/tCw+zWU7TG2RXAjR5XLwoerJsfaMkVet/hdPbnT1tNVaztrUDzYLZNguHW580b/bHy/wD1qztJ+Emp2VlLbv4gZFdZxmBSCxeJUXOe3GSv61auvhhqUs07xala8u8rN5bh77fKknl3LbvmRdu0Y7Vb1L4cy3MFxPZf2fp+oy2ttEGto3jRHim8xtrA7wGGE9eK7vwxZ32naHY2mq3pvr6GPbNckY8xv8/yrXooor//2Q==Читать 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Психологические рисуночные тесты отзывы


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