Фссц-01.7.01.02-0001 барьер снегозадерживающий

Фссц-01.7.01.02-0001 барьер снегозадерживающий
 
Добрый день всем. Кто-нибудь мне подскажет почему высокая стоимость ФССЦ-01.7.01.02-0001 Барьер снегозадерживающий БСЗ-САТО 2,5 м?  
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Цитата
Вера пишет:
Добрый день всем. Кто-нибудь мне подскажет почему высокая стоимость ФССЦ-01.7.01.02-0001 Барьер снегозадерживающий БСЗ-САТО 2,5 м?  
в смысле высокая. Это вы придумали? Или вам начальник сказал? и высокая в сравнении с чем?
 
Такой?
http://oootaganay.ru/sistemy-inzhenernoy-zaschity/zaschita-ot-snezhnyh-lavin/barer-snegozaderzhivayu...
Изменено: Михаил - 25.11.2021 11:57:09
 
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[/img]
Изменено: Вера - 25.11.2021 13:37:04
 
У меня получается 55 014,65 руб за 1 мп
 
Михаил, да, видимо совсем не такой. Спасибо за подсказку!
Изменено: Вера - 25.11.2021 14:03:40
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ГРАНД-Смета. Часть 12. Подготовка сметы к проверке и печати
Краткий обзор работы в ПК «ГРАНД-Смета» при подготовке сметы к проверке и формированию выходных документов. 1. Комментирование расчета 00:23 Как прокомментировать в смете сделанный расчет? 01:59 Вставка изображений для обоснования текущего расчета ...
Документы сметчика
Методические рекомендации по разработке индексов изменения сметной стоимости строительства (утверждены приказом Минстроя РФ от 9 февраля 2017 г. № 84/пр и вводятся в действие с 31 марта 2017 года)
Локальный сметный расчет на прокладку воздуховодов и приточных вентиляторов
Методика определения сметных цен на эксплуатацию машин и механизмов (Утверждена приказом Министерства строительства и жилищно-коммунального хозяйства Российской Федерации от 20 декабря 2016 г. № 999/пр)
Сертификация сметчиков
Сертификация сметчиков
Подтвердите свою квалификацию в области ценообразования и сметного нормирования в строительстве — получите сертификат специалиста или специалиста высшей категории.