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    Маршрутизация между сетями

    Маршрутизация между сетями

    Форумы: RouterOS, Аппаратное обеспечение, SwOS, Обратная связь, Объявления, Сторонние инструменты
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    Маршрутизация между сетями, Маршрутизация между двумя сегментами сети с разными провайдерами
     
    Михаил Ан
    User
    Сообщений: 1 Регистрация: 09.04.2026
    #1
    0
    23.10.2026 09:22:46
    Есть два роутера, каждый подключен к своему провайдеру имеет сети 192.168.0.0/24 и 192.168.1.0/24 . Необходимо настроить хождения в сети друг друга. так как принтеры часть в одной сети, часть в другой. С роутера сети пинруются с компьютеров нет. Не проходит трафик с бриджа на интерфейс через который подключен к другой сети.

    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[/img]
    Изменено: Михаил Ан - 23.10.2026 10:20:31
     
     
     
    Artuar
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    Сообщений: 17 Регистрация: 22.07.2025
    #2
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    27.10.2026 04:37:55
    Тут посмотрите: https://on-it.ru/blog/kak-sdelat-dostup-mezhdu-dvumya-podsetyami-na-mikrotik
     
     
     
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