Добрый вечер. Всплыла проблема откуда не ждал. Извещатели на подвесном потолке и за ним. Подводишь к одному извещателю расположенном рядом, адрес присваивается соседнему. В чём причина?
написал: Добрый вечер. Всплыла проблема откуда не ждал. Извещатели на подвесном потолке и за ним. Подводишь к одному извещателю расположенном рядом, адрес присваивается соседнему. В чём причина?
Добрый день! Вы пользовались редактором блоков? Если да, то это и привело к ошибке. Редактировать и масштабировать блоки нельзя! Такие действия приводят к разным ошибкам, в том числе к ошибкам подключения.
написал: Добрый вечер. Всплыла проблема откуда не ждал. Извещатели на подвесном потолке и за ним. Подводишь к одному извещателю расположенном рядом, адрес присваивается соседнему. В чём причина?
Добрый день! Вы пользовались редактором блоков? Если да, то это и привело к ошибке. Редактировать и масштабировать блоки нельзя! Такие действия приводят к разным ошибкам, в том числе к ошибкам подключения.
Редактированием блока я воспользовался когда столкнулся с проблемой и придумыванием костылей что бы обойти эту проблему. До третьей версии с подобной проблемой не сталкивался.
написал: Добрый вечер. По предыдущему вопросу на дату 22.11.2023 22:17:28 ответ может быть предоставлен? Возник ещё один вопрос
Добрый день! Ранее писала Вам контактные данные - просим Вас позвонить на 8-800-600-12-12 доб. 5 или прислать свои контактные данные и вопрос на почту Support@rubezhcad.ru. Заранее Вас благодарим! По Вашему алгоритму ошибку повторить не удалось - необходимо удаленное подключение.
написал: Добрый вечер. По предыдущему вопросу на дату 22.11.2023 22:17:28 ответ может быть предоставлен? Возник ещё один вопрос
Добрый день! Ранее писала Вам контактные данные - просим Вас позвонить на 8-800-600-12-12 доб. 5 или прислать свои контактные данные и вопрос на почту Support@rubezhcad.ru . Заранее Вас благодарим! По Вашему алгоритму ошибку повторить не удалось - необходимо удаленное подключение.
Добрый вечер. Созванивался сегодня с техподдержкой, обсудили этот вопрос. Выслал проект для экспериментов. Возник вопрос есть возможность выводить на отходящих линиях речевого оповещения - суммарная мощность, суммарные потери, суммарную длинну? 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[/img]
написал: Добрый вечер. По предыдущему вопросу на дату 22.11.2023 22:17:28 ответ может быть предоставлен? Возник ещё один вопрос
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Добрый вечер. Созванивался сегодня с техподдержкой, обсудили этот вопрос. Выслал проект для экспериментов. Возник вопрос есть возможность выводить на отходящих линиях речевого оповещения - суммарная мощность, суммарные потери, суммарную длинну? 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[/img]
Добрый день! Данного функционала пока нет, передам Ваше пожелание на обсуждение. Благодарим за обратную связь!