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Аваков: Могли бы вы в нескольких коротких постулатах объяснить суть несимметричной диалектики маленьким мудрецам, которым 7-8 лет? Чтобы вы им сказали? То есть, оно идет от Создат...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"1","reqid":"1765565799051352-1316093956362577132-balancer-l7leveler-kubr-yp-vla-246-BAL","isAdultDoc":false,"related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Видео.","preview":{"posterSrc":"data:image/png;base64,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Измайлов: Когда я пришел к духовному знанию, я очень хорошо знал основные учения, логические учения. Я знал очень хорошо учение Гегеля, греков, разбирался в научном знании, поскольку 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онлайн «Видео от Несимметричная диалектика» от автора Несимметричная диалектика. Хорошее качество видео без регистрации в бесплатном видеокаталоге 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Как целеполагание делает нас жертвами?» от автора Несимметричная диалектика. Хорошее качество видео без регистрации в бесплатном видеокаталоге 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Доклад Э.Х. Измайлова на научной конференции в Харькове (2008 год). Несимметричная диалектика. 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Оставить заявку на курс "Революция Разума" - https://ndialektika.ru/kurs-revolyucziya-razuma/ Энвер Хаджимуратович....","preview":{"posterSrc":"data:image/png;base64,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Основная сфера интересов – ведическая логика, психология и социальная философия. Его лекции увлекут тех...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"23","reqid":"1765565799051352-1316093956362577132-balancer-l7leveler-kubr-yp-vla-246-BAL","isAdultDoc":false,"relatedParams":{"text":"Ситуация 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«Пандемия страха» — кто и зачем нами управляет? В этом видео разоблачается механизм массового управления и 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малых групп: как находить оптимальные решения ваших вопросов?🔥 Вас ждёт увлекательное интервью с топ-экспертами, готовыми открыть для вас новые горизонты сотрудничества и групповой...","preview":{"posterSrc":"data:image/png;base64,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Вы когда-нибудь чувствовали, что жить по совести — значит остаться ни с чем? 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Энвер Измайлов и Александр Асмолов» от автора Несимметричная диалектика. Хорошее качество видео без регистрации в бесплатном видеокаталоге...","preview":{"posterSrc":"data:image/png;base64,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Будущее общества ПОД Угрозой? Энвер Измайлов и Александр Асмолов — Видео от Несимметричная диалектика","promo":"pumpkin","related_orig_text":"Несимметричная диалектика","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"Несимметричная диалектика\",\"url\":\"http:\\/\\/vk.com\\/video-212829877_456239115\",\"src\":\"serp\",\"rvb\":\"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_AIGCPcA7QUNBhME_QDbDxb9_AECAAoRAQH0AQAAAuj5-f4AAAD6_Pj49wAAAPsDBAX0_gEA-wT4_foAAAAZBv3v-wAAABX48fj_AQAA9_b2_QP_AAAAAwIB_wAAAP__CvgDAAAAABr1DAAAAAAUDPMKAAAAACAALTqSvjs4E0AJSE5QAipzEAAaYAIVAPDb_OTRFCjw9O3o9_YN-g70DegA7eIAGhzp7B3r7Qz8_AALDPUJ1gAAAP8SChwOAPM17wABCO0dGQf2Cgkcf_Ld_gL4-eDiGNwA9fgH4xcaEwDkBhf9AfHaCQkXLyAALT0Vijs4E0AJSG9QAiqvBhAMGqAGAACwwQAAYEEAAMJCAAAEQgAA-MEAABjCAABgwQAALMIAAGDCAAAowgAAUEIAAFRCAACAwQAAWMIAAFDBAACIwgAAQEIAALBBAACwQQAAoEAAABxCAAAQQQAAQMEAAABAAADgQQAAIEIAAEBBAAAQwQAA0EEAAOhBAAAAQgAAOEIAADDCAACgQQAAsEEAAAxCAACIQQAA0EEAAITCAADgwQAA-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-AACCvgAAHL4AAKK-AAAhvwAAQDwAADw-AADgPAAAML0AABC9AACGPgAAbL4AAAw-AACKPgAAuL0AAEA8AABNPwAAfz8AANK-AABwvQAAij4AAIA7AAAlPwAAoDwAAIY-AABAvAAAPD4AAIA7AACOvgAAbL4AAKi9AACuvgAAND4AADC9AACavgAA6L0AAKi9AAAnvwAAPL4AAKg9AACgPAAAmD0AAEA8AADOPgAA-r4AAJK-AABAPAAA4DwAAIK-AACiPgAAPD4AAHS-AACgvAAAVT8AAEQ-AABUvgAAiL0AAAS-AAAUvgAAuD0AAIC7IAA4E0AJSHxQASqPAhABGoACAACAuwAAUD0AABS-AAAPvwAAjr4AAKC8AAAwPQAAiD0AAOA8AACAuwAAQLwAAEy-AABEPgAA2L0AANg9AACAuwAAJD4AAOI-AAAwvQAAjj4AAIg9AADIvQAA6L0AAFC9AAA8PgAAcL0AAHA9AAC4vQAAqL0AADA9AAAQvQAAgDsAAHA9AAD4PQAAuL0AAIC7AABkvgAAqj4AAHC9AABAvAAAJD4AANi9AABsPgAAUL0AAPg9AAAUvgAAf78AAJ4-AAC4vQAAmL0AAFQ-AADYvQAAiD0AABC9AACivgAAyD0AAKi9AAA8PgAAUL0AAIA7AACgvAAAbL4AAFy-AAC4PSAAOBNACUh8UAEwCTgBSgBgAGgA\"}","related_url":"http://vk.com/video-212829877_456239115","parent-reqid":"1765565799051352-1316093956362577132-balancer-l7leveler-kubr-yp-vla-246-BAL","related_vfp":1,"relatedVideo":"yes"},"cwidth":1920,"cheight":1080,"cratio":1.77777,"dups":["12018574587042012364"],"episode":0,"season":0,"isEmbedOnly":false,"greenHost":"VK Видео","hasTranslation":false,"contentTypeId":null,"censored":false},"14820199575061415638":{"videoId":"14820199575061415638","docid":"34-1-4-Z8E36126585EC893F","description":"Арсеньев Кирилл . Prоважное из лекции "Некоторые аспекты ведической космологии и ее связь с современной наукой". Несимметричная диалектика, что это и на чем она основана? #пронауку 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онлайн «Новая Российская цивилизация: что будет через 10 лет?» от автора Несимметричная диалектика. Хорошее качество видео без регистрации в бесплатном видеокаталоге VK Видео.","preview":{"posterSrc":"data:image/png;base64,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онлайн «Почему учёные никогда не разгадают тайну жизни?» от автора Несимметричная диалектика. Хорошее качество видео без регистрации в бесплатном видеокаталоге VK 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как Бизнес-модель: почему Процветает тот, кто думает о других? 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заявку на обучение в Школе несимметричной диалектики - https://ndialektika.ru/kurs-revolyucziya-razuma _ Что значит быть настоящим учеником? Почему все хотят быть учителями, 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