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декабря 2022 года в 17:30 пройдет презентация биографической книги: «И один человек в поле воин… если это Владимир Михайлов». Автор Елена Волкова — доктор исторических наук, профессор 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выступления Михайлова В.В. на круглом столе на тему: «Как остановить вымирание русской культуры?». Кострома, 26.06.2023...","preview":{"posterSrc":"data:image/png;base64,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Почему все последние годы русских людей становится все меньше и меньше, и исчезает наша русская...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"19","reqid":"1765513294842949-14712428098990291160-balancer-l7leveler-kubr-yp-sas-88-BAL","isAdultDoc":false,"relatedParams":{"text":"Наконец-то 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Михайлов подал в ЦИК документы о выдвижении кандидатом в президенты России. Избирательная комиссия должна проверить их в течение 5 дней, после этого Владимиру Михайлову нужно будет...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"34","reqid":"1765513294842949-14712428098990291160-balancer-l7leveler-kubr-yp-sas-88-BAL","isAdultDoc":false,"relatedParams":{"text":"Интервью 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решение Центральной избирательной комиссии. Мы обязательно запросим документы, проанализируем ситуацию и после этого примем решение по дальнейшим действиям.","preview":{"posterSrc":"data:image/png;base64,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