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блокнот Андрея Кубика. Хорошее качество видео без регистрации в бесплатном видеокаталоге 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Стандартным методам решения (метод Джессики Фридрих или новичковым) они не поддаются. Каждое решение каждого бандажа...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"7","reqid":"1765550159931269-7920527936236010362-balancer-l7leveler-kubr-yp-sas-242-BAL","isAdultDoc":false,"relate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Старая одноголосая озвуча Синдрома одиночки Евгенией Лурье (Suzaki). Почему-то у меня ссыль открывается только с телефона... возможно, это...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"13","reqid":"1765550159931269-7920527936236010362-balancer-l7leveler-kubr-yp-sas-242-BAL","isAdultDoc":false,"relatedParams":{"text":"подкаст 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