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ТИМа "Бальзак" согласно модели А также есть на нашем сайте: 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полное видео на бусти: https://boosty.to/bestsocionics/posts... Записаться на типирование: https://forms.gle/AG2tdTuwedMSY18x7 Наш канал в телеграм: 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Пишите свои доводы под постом в ВК, ссылку на которой мы оставили в первом комментарии к этому видео. Имена авторов, которые 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Хорошее качество видео без регистрации в бесплатном видеокаталоге 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на типирование: https://bestsocionics.com/zapis-na-ti... Наш телеграм-канал: https://t.me/bestsocionics Поддержать нас на патреоне: / bestsocionics Поддержать нас на 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на описания акцентуаций: https://bestsocionics.com/psychosophy... Наш канал в телеграме: 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поддержать наш проект, становитесь нашим патроном на patreon.com/bestsocionics Присоединяйтесь к типированию Катерины. Пишите свои доводы под постом в ВК, ссылку на которой мы оставили 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подробнее о том, как мы проводим типирование по соционике, или записаться на него можно по ссылке https://bestsocionics.com/zapis-na-ti... Поддержать нас на патреоне: / bestsocionics Канал...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"28","reqid":"1765528801686516-7556217729083245557-balancer-l7leveler-kubr-yp-sas-9-BAL","isAdultDoc":false,"relatedParams":{"text":"Типирование 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данном видео приведены доводы в пользу соционического типа Тимура Процкого (директора ЦСП и бывшего методолога КЦС) согласно методологии "Императивной соционики". Анализ проведён, исходя 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подробнее о том, как мы проводим типирование по соционике, или записаться на него можно по ссылке https://bestsocionics.com/zapis-na-ti... Поддержать нас на патреоне: / bestsocionics Также...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"30","reqid":"1765528801686516-7556217729083245557-balancer-l7leveler-kubr-yp-sas-9-BAL","isAdultDoc":false,"relatedParams":{"text":"Типирование 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вопросов из интервью: 00:57 - Как Вы оценивали шансы на достижение успеха: до начала движения к выбранной цели или в процессе? Были ли ошибки в оценках?","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"33","reqid":"1765528801686516-7556217729083245557-balancer-l7leveler-kubr-yp-sas-9-BAL","isAdultDoc":false,"relatedParams":{"text":"Типирование 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посвященный активационной функции. Разберем вопросы: какое место занимает эта функция в модели типа? какими свойствами она формируется? чем отличается от других функций? как её развивать и...","preview":{"posterSrc":"data:image/png;base64,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онлайн «Психософия. Пример проявления 2Э (тип ВЭФЛ)» от автора Императивная соционика. Хорошее качество видео без регистрации в бесплатном видеокаталоге 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Соционика. Типирование по соционике: https://psychotype.pro/typing-socionics Типирование по психософии: 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функция - Волевая сенсорика. Соционика. Типирование по соционике: https://psychotype.pro/typing-socionics Типирование по психософии: https://psychotype.pro/typing-psychos...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"43","reqid":"1765528801686516-7556217729083245557-balancer-l7leveler-kubr-yp-sas-9-BAL","isAdultDoc":false,"relatedParams":{"text":"Робеспьер. 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первое полноценное видео о типологии психосексуальности. Психосексуальные роли: Агрессор, Виктим, Инфантил, 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Назовите их. Почему они важны для Вас? 14:09 - Как реагируете на ситуации, когда...","preview":{"posterSrc":"data:image/png;base64,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онлайн «Драйзер ISFJ- Элеонора Бердутина "Живая соционика"» от автора Соционика. Хорошее качество видео без регистрации в бесплатном видеокаталоге 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