Ирина (Все сообщения пользователя)

Ирина (Все сообщения пользователя)

Выбрать дату в календаре
Выбрать дату в календаре

Расценка ГНБ
 
А где-то есть какие разъяснения по поводу этих расценок, может в расценках подразумевается , что до Д=110мм и до Д=225мм?
Расценка ГНБ
 
Спасибо
Расценка ГНБ
 
Добрый день. Но есть же прямая расценка на прокладку ГНБ, только вот с диаметром не понятно. Мы не можем взять по прайсу.
Расценка ГНБ
 
Добрый день, подскажите пожалуйста какую применить расценку ГЭСН04-01-085-01 (Д=110мм) или ГЭСН04-01-085-02 (Д=225мм). Если мы прокладываем закрытым способом ГНБ трубу Д=125мм и возник вопрос какую применить расценку?
Ликвидация скважин, какие необходимо для этого выполнить работы
 
Добрый день.
Пришлите пожалуйста пример сметы на ликвидацию скважины, какие необходимо для этого выполнить работы???
Как составить смету на строительство фонтана (общестрой и электрика)
 
Мне больше то хочется не виды работ посмотреть, а по каким расценкам устанавливаются насосы, фильтры, система фильтрации.
Как составить смету на строительство фонтана (общестрой и электрика)
 
Было бы все не так плох, если бы проект. А его нет(((((((
Как составить смету на строительство фонтана (общестрой и электрика)
 
Добрый день.
Подскажите как составить смету на строительство фонтана (общестрой и электрика), может у кого нибудь есть примеры смет, прошедшие гос. экспертизу???
Компенсация НДС при УСН
 
Спасибо. А все таки компенсацию не рассчитываете по формуле (МАТ+(ЭМ-ЗПМ)+НР*0,1712+СП*0,15+ОБ)*0,20 ???
Компенсация НДС при УСН
 
А когда вы смету делаете с полной стоимостью материалов, а те материалы, который по базе стоимость вы как ставите? А по какой формуле рассчитывается компенсация НДС?
Компенсация НДС при УСН
 
Добрый день.
Подскажите если подрядчик без НДС (упрощенная система налогообложения) то как нужно составить смету? Мы должны рассчитать компенсацию НДС и вставить в смету? Или вообще смету выполнить, где материалы поставить с НДС, т.к. подрядчик покупает их с НДС?
Расчет стоимости в разнице электроэнергии от ДЭС
 
Добрый день.
Есть ли у кого нибудь  расчет по электроэнергии, если у нас точки подключения нет и работают от передвижной электростанции станции. СМР выполнили в новом методе Ресурсно-индексный (РИМ). Откуда можно взять стоимость электро энергии, передаваемой от электростанции. Раньше в тех. час. была таблица и брали там стоимость. А сейчас в ФСНБ нет.
Новый метод расчета РИМ (ресурсно-индексный метод)
 
Добрый день.
Подскажите, кто-то уже делал в РИМ расчет разницы электроэнергии и электростанции? Пришлите пожалуйста образец.
Новый метод расчета РИМ
 
Добрый день.
Вопрос: у нас в ЛСР есть бетон, когда мы подгружаем индексы на ресурсы и этот бетон уже цена идёт текущая, а нам нужно начислить водонепроницаемость, раньше мы начисляли от оптовой цены %, а теперь как? У нас нет оптовой цены в базе, а сразу текущая цена подгружается.
Индексы инфляций для расчета НМЦК
 
не получилось картинки отправить
Изменено: Ирина - 01.06.2023 14:01:57
Индексы инфляций для расчета НМЦК
 
Нет, это не программный вопрос, а как считать прогнозный индекс инфляции? в приказа 841/пр мы считали по формуле : [IMG WIDTH=790 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[/IMG]


А если смотреть приказ 484/пр (редакция к 841/пр) то прогнозный индекс считается по другой формуле:[IMG WIDTH=792 HEIGHT=255]data:image/png;base64,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[/IMG]
Индексы инфляций для расчета НМЦК
 
Добрый день.
Подскажите пожалуйста как посчитать НМЦК??? Раньше я на сайте Росстата брала Индексы цен на продукцию (затраты, услуги) инвестиционного назначения.

Сейчас в Гранде выходит окно в котором: -нужно поставить галочку выбрав методику расчета: по 841/пр или по 484/пр.
                                                                      -нужно ли выбирать конкретную область? (индексы везде разные по областям).

Может кто-то пришлет пример как сейчас рассчитывается НМЦК

Прогнозные индексы
 
Вот и именно этот объект еще не вышел из ГЭ, а только после проектирования пойдет, а договор заключается под ключ (с организацией, которая и проектирует и строительно-монтажные работы выполнять будет). Вышлю график, может будет вам по понятнее.
[ Закрыто] НДС при УСН, убрать НДС и все, но разве это правильно?
 
мы из сметы убрали НДС, а материалы стоимости поставили с НДС , потому что же подрядчик покупает их с ндс
Прогнозные индексы
 
Доброе утро. Подскажите пожалуйста: у нас заключается договор под ключ (ССР прошедший гос.экспертизу - со всеми затратами и ПИР) нужно ли при расчете НМЦК применять прогнозные индексы?