Автомобильные дороги / стойки г-образные

Автомобильные дороги / стойки г-образные

Автомобильные дороги / стойки г-образные
 
Добрый день!

Подскажите пожалуйста по материалу, база ФЕР.
Требуется найти стойки Г - образные, к расценке  27-09-011-03 ( Установка дорожных знаков на металлических рамных конструкциях Г-образных).
Пересмотрев все материалы из базы, подходящего не нашел, возможно ли найти такие стойки в базе не прибегая к конъюктурному анализу?

Спасибо.
Похожие темы:Найти еще: автомобильные дороги
Автомобильные дороги
Автор: Игорь. ЛЮБОВЬ БАУТИНА, какая взаимосвязь между сборниками и индексами? Есть индекс на работы по "ЛЮБОВЬ БАУТИНА пишет: Автомобильным дорогам" их и применяйте. 
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Автор: Ольга Павлова. "Георгий пишет: п.2.1.13" Согласна с Вами. Смущает то,что в п.2.1.13 речь идет про насыпи железных и автомобильных дорог, а если речь касается обратной засыпки, то п.2.1.13 вроде как не применить. Еще мне кажется можно воспользоваться ВСН 55-69 табл.4 , где приведен ...
Расход асфальта
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Автомобильные дороги: Сборка конструкций трубы с креплением болтами
Автор: Виктор. Доброго дня, уважаемые эксперты. Из состава расценки ФЕР30-07-011-01 (Укладка водопропускных труб из гофрированного металла диаметром: 1,5 м) нужно подсчитать только выполненные первые два вида работ, а именно: 1. Сборка конструкций трубы с креплением болтами, 2. Обмазочная гидроизоляция наружных поверхностей трубы двумя слоями битумной мастики. Со вторым пунктом понятно можно найти похожие расценки. А вот с первым пунктом беда, не найдено даже что-то похожее на это. Как расценить...
 
неизвестно  же что за база у вас но просто ищите металлоконструкции опоры стойки по тоннажу.
 
В последнем обновлении Группа 07.2.07.08 Конструкции рамные
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[/img]
 
Цитата
Елена Барсукова пишет:
В последнем обновлении Группа 07.2.07.08 Конструкции рамные

ФССЦ-07.2.07.08-0011  Опоры рамные стальные РМГ для информационных щитов, покрытие грунт ГФ-021,  Цбаз.=12 656,46 руб/т
Изменено: Елена Барсукова - 15.06.2021 09:50:36
 
Елена Барсукова, в изменении 1-5 не у меня(
ой, простите) нашла. Да это прямая.
Изменено: Людмила - 15.06.2021 09:52:35
VkOkYaMm
Читают тему (гостей: 1)
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ГРАНД-Смета. Часть 12. Подготовка сметы к проверке и печати
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Документы сметчика
Об утверждении Методических рекомендаций по применению ФЕР, ФЕРм, ФЕРп, ФЕРр
Даже наиболее опытные специалисты совершают ошибки, которые могут стоить предприятию не один миллион. Однако учиться лучше, анализируя чужие ошибки. Что получает опытный экономист, сметчик, ГИП, ГАП или специалист технадзора, выписывая журнал «Вестник ценообразования и сметного нормирования»?
Коэффициенты ТСН-2001. Выпуск 172. Сборник №01/2021, январь 2021 г.
Сертификация сметчиков
Сертификация сметчиков
Подтвердите свою квалификацию в области ценообразования и сметного нормирования в строительстве — получите сертификат специалиста или специалиста высшей категории.