Куда ставить данные проценты (методика 421 п. 120)

Куда ставить данные проценты (методика 421 п. 120)

Куда ставить данные проценты (методика 421 п. 120)
 
Здравствуйте! Куда ставить данные проценты (методика 421 п. 120): доп. информация/коэф-ты/добавить/в какой именно столбец: ПЗ, ОЗП, ЭМ, ЗПМ, МАТ? Ставила в столбец МАТ, но почему-то не считает
Изменено: Лена - 11.08.2022 08:05:18
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вручную отдельной строкой.

например
шкаф 100 руб
установка шкафа 1 рупь
 
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[/img]
 
так?
 
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Нажимаете F 3, далее в левом столбце выбираете вкладку "Коэффициенты", справа "Справочник". Выбираете "Эталонный справочник" → "Коэффициенты из Методики определения сметной стоимости строительства, реконструкции, капитального ремонта, сноса объектов капитального строительства, работ по сохранению объектов культурного наследия (памятников истории и культуры) народов Российской Федерации на территории Российской Федерации (согласно приказу Минстроя России от 4 августа 2020 года № 421/пр)" →  "Особенности определения в локальных сметных расчетах (сметах) сметных затрат на оборудование" → Выбираете нужный Вам коэффициент и зажав левую кнопку мыши перетаскиваете на нужное оборудование. Можете сохранить потом этот коэффициент для быстрого использования в "Пользовательский справочник коэффициентов"
 
спасибо
VkOkYaMm
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Полный обучающий видеокурс по работе в программе ГОССТРОЙСМЕТА: Печать документов
Обучающий видеокурс по ПК РИК. Урок 7. Выгрузка (экспорт) сметы
В данном видеоролике продемонстрированы: 1. Погрузка-перевозка. 2. Выгрузка (экспорт) сметы из программы 3. План производства работ.
Документы сметчика
О рекомендуемой величине прогнозных индексов изменения сметной стоимости строительства в III квартале 2016 года, в том числе величине прогнозных индексов изменения сметной стоимости строительно-монтажных работ, а также величине прогнозных индексов изменения сметной стоимости пусконаладочных работ по Республике Крым и городу федерального значения Севастополю
О внесении изменений в приказ Министерства строительства и жилищно-коммунального хозяйства Российской Федерации от 30 декабря 2016 г. № 1039/пр
Федеральный реестр сметных нормативов, подлежащих применению при определении сметной стоимости объектов капитального строительства, строительство которых финансируется с привлечением средств федерального бюджета (по состоянию на 09.03.2021 г.)
Сертификация сметчиков
Сертификация сметчиков
Подтвердите свою квалификацию в области ценообразования и сметного нормирования в строительстве — получите сертификат специалиста или специалиста высшей категории.