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онлайн «ИЭ Лекция 6.5 Теория агентских отношений. Моральные издержки. Используемые институты» от автора ЕГЭ Обществознание | Сафонова Мария Анатольевна. Хорошее качество видео без...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"9","reqid":"1765559531247703-4211958509419914881-balancer-l7leveler-kubr-yp-vla-87-BAL","isAdultDoc":false,"relatedParams":{"text":"ИЭ Лекция 6.5 Теория агентских отношений. 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Больше полезных материалов для подготовки к ЕГЭ по Обществознанию тут https://egea.ru/hqzil59l | Как получить еще бонусы смотри ниже👇🏻 🔥Как получить 2 бонуса: 🏆1. Подпишись на Ютуб канал...","preview":{"posterSrc":"data:image/png;base64,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Подпишись на Ютуб канал...","preview":{"posterSrc":"data:image/png;base64,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Хорошее качество видео без регистрации в бесплатном 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Щелчок может быть Бесплатным https://vk.com/shkolkovo_ege?w=wall-1... ✅ Курсы подготовки к ЕГЭ 2023 за месяц Горячее Время https://shkolkovo.info/ob ✅ Купить курсы ЕГЭ 2023-2024 прямо 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мы разберемся какие изменения внесли в ЕГЭ по обществознанию на 2023 год Прикрепляю полезные ссылки для подготовки к ЕГЭ: 1. КАК Сделать Первую Часть ЕГЭ НА Максимум ?! • КАК Сделать...","preview":{"posterSrc":"data:image/png;base64,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онлайн ИЭ Лекция 2.6 Теорема Коуза 13 мин 37 с. Видео от 28 января 2018 в хорошем качестве, без регистрации в бесплатном видеокаталоге ВКонтакте! 307 — 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Хорошее качество видео без регистрации в бесплатном видеокаталоге 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