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онлайн «Итоги участия в ПМГФ-2025» от автора ПАО "Европейская Электротехника". Хорошее качество видео без регистрации в бесплатном видеокаталоге 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Да, именно такую компанию мы сегодня и разберем!","preview":{"posterSrc":"data:image/png;base64,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Хорошее качество видео без регистрации в бесплатном 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Хорошее качество видео без регистрации в бесплатном видеокаталоге ВКонт...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"16","reqid":"1765562284118787-13646106473130560319-balancer-l7leveler-kubr-yp-klg-278-BAL","isAdultDo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на катушке индуктивности равно нулю, поэтому индуктивность заменяется перемычкой. В итоге в электрической цепи постоянного тока в установившемся режиме учитывается только сопротивление...","preview":{"posterSrc":"data:image/png;base64,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Урок 9. Расчет электрических цепей. Установившийся режим. Электротехника для начинающих. ТОЭ. | OK.RU","promo":"pumpkin","related_orig_text":"Европейская Электротехника","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"Европейская 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Схема состоит из трех основных компонентов: ветвь, узел, контур. Ветвь электрической цепи представляет собой участок 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вашему вниманию интервью с генеральным директором компании «Европейская Электротехника» Ильёй Каленковым. В ходе беседы спикер рассказал о развитии «Европейской Электротехники», о 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онлайн Видео от ПАО "Европейская Электротехника" 21 с. Видео от 6 июня 2024 в хорошем качестве, без регистрации в бесплатном видеокаталоге 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подумать прежде чем покупать акции европейская электротехника. Уж больно своеобразная компания, так еще и оборота по ней 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