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зовут Дмитрий Коврин, и сейчас мы будем говорить обо 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работа не похожа на обычное вузовское изложение. Во-первых, экономические темы здесь рассмотрены в тесной связи с темами политическими, поскольку экономика — всегда про политику, а политика...","preview":{"posterSrc":"data:image/png;base64,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экономики: как начать 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всего было промышленных революций? Что такое "Четвёртная промышленная революция", и почему многие её боятся? Сегодня разберёмся.","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"5","reqid":"1765505601808590-60731325033268454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по телефону + 7 931 37 37 745 или https://boosty.to/divineworkshop или patreon.com/gumanitarshina Канал в телеграме: https://t.me/kovrinlesgetit Английский для детей и взрослых...","preview":{"posterSrc":"data:image/png;base64,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Основы экономики: как начать понимать — Видео от YouTube Trend'S | 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Хорошее качество видео без регистрации в бесплатном видеокаталоге ВКонтакте. 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В СМИ говорят, что это некая отправная точка в очередной дискуссии по теме. На этот раз, опять...","preview":{"posterSrc":"data:image/png;base64,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онлайн «Канал «Гуманитарщина» - о последствиях политики левых» от автора Максим Воронов. Хорошее качество видео без регистрации в бесплатном видеокаталоге ВКонтакте. Опубликовано 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это такое? Что происходит, когда ставка высокая? А когда низкая?","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"19","reqid":"1765505601808590-6073132503326845475-balancer-l7leveler-kubr-yp-sas-16-BAL","isAdultDoc":false,"relatedParams":{"text":"Всё 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изучение общества начинается в 19 веке и на сегодняшний день составляет более 150 лет. За это время была предложена масса самых разных точек зрения, однако в нагромождении теорий...","preview":{"posterSrc":"data:image/png;base64,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зовут Дмитрий Коврин, и сейчас мы будем говорить обо 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Телеграмм: https://t.me/Berendejstan ВК Плей: https://live.vkvideo.ru/aragon #политика #Россия 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рассмотрим восемь самых распространённых защитных механизмов с двумя примерами из реальной жизни по каждому. В одном примере защитный механизм будет играть позитивную роль, являясь чем-то...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"45","reqid":"1765505601808590-6073132503326845475-balancer-l7leveler-kubr-yp-sas-16-BAL","isAdultDoc":false,"relatedParams":{"text":"Защитные 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