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автора «МатВертикаль - Математическая Вертикаль» в Дзене 🎦: Новый МЕГА Разбор первых 20 задач (№ 1.1 - 1.20) из 1 главы по геометрии 7 класса проекта Математическая Вертикаль. 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Волчкевич. 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Хорошее качество видео без регистрации в 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автора «МатВертикаль - Математическая Вертикаль» в Дзене 🎦: Видео разбор задачи № 1.8 по геометрии 8 класса проекта Математическая Вертикаль. Параграф 1 - Параллелограмм. 👇НАШИ Контакты👇...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"32","reqid":"1765549848750303-18346622348651317679-balancer-l7leveler-kubr-yp-vla-37-BAL","isAdultDoc":false,"relatedParams":{"text":"Математическая 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👇НАШИ...","preview":{"posterSrc":"data:image/png;base64,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онлайн «ТВиС 9 класс разбор итоговый КР» от автора Математическая вертикаль Олмат. Хорошее качество видео без регистрации в бесплатном видеокаталоге 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