Людмила (Все сообщения пользователя)

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Страницы:12След.
Вывод в excel (СРОЧНО)
 
Пришлите сметы в программном варианте. Постараюсь помочь
СБЦ по разработке конструкторской документации обор-ия индивид-ого изготовления
 
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[/IMG]
СБЦ по разработке конструкторской документации обор-ия индивид-ого изготовления
 
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[/IMG]

Имеется ввиду это строка и к ней применить коэффициент?
Есть ли у кого опыт по оценке стоимости разработки регламента
 
Добрый день! Есть ли у кого  опыт по оценке стоимости разработки регламента.  Прошу поделиться информацией. Если есть смета то буду очень благодарна. Не могу ничего найти в базе
Ищу наработки по проектированию весогабаритного контроля
 
Добрый день, коллеги! У кого есть какие-либо наработки по проектированию весогабаритного контроля. Расценки самого пункта нет. Применительную расценку  СБЦ "Предприятия автомобильного транспорта (2006)" табл.2 п.30
Возвратная сумма за металлолом
 
Подскажите расценку. Я не нашла
Возвратная сумма за металлолом
 
Добрый день! Подскажите пожалуйста как учесть по ТСН  возвратную сумму за металлолом. Экспертиза сделала замечание. Привожу текст "Возвратные суммы от разборки металлолома  учесть по ресурсам ТСН-2001. 1-7-11"
Если есть у кого пример, поделитесь.
Найти расценку из ПИР "Дорожное ограждение"
 
Помогите найти расценку из ПИР  "Дорожное ограждение"
Строка обоснования
 
Добрый день коллеги. Кто может помочь в уточнении документа в котором указывается что в строке обоснования в КС2 вместо прайса ставиться накладная. Ведь прайс это только для сметы а вот при предъявлении КС2 необходимо уже уточнить по какой именно цене преобретен материал. Т.е нужна накладная и счет фактура для прдъявления в бухгалтерию
Применение расценки ФЕР в смете сделанной в ТЕР
 
Спасибо большое. Я не могла найти этот документ.
Применение расценки ФЕР в смете сделанной в ТЕР
 
Спасибо. Мне нужны коэффициенты для Республики Алтай
Применение расценки ФЕР в смете сделанной в ТЕР
 
Это все понятно. Индексы стояли, какой- то еще переводной коэффициент экспертиза требует. Вот это не понятно.
Применение расценки ФЕР в смете сделанной в ТЕР
 
Добрый день уважаемые коллеги!
Наша организация работает с региональными ТЕР При сдаче сметы в экспертизу, эксперт сделала замечание. что при применении расценки из ФЕР необходимо ее перевести в ТЕР с применением коэффициента.
Если кто в курсе поясните пожалуйста
Изменение трудоемкости
 
Добрый день! При проверке экспертной организацией смет. Проверяющий указывает, что в сметах завышена трудоемкость и требует внести изменения т.е в расценках снизить трудоемкость. Правомерно-ли это?
Смета на реконструкцию зданий
 
Добрый день уважаемые коллеги! Поделитесь информацией. Нужна помощь в составлении сметы на реконструкцию здания поста весогабаритного контроля  S=553м2.  Кроме площади нет никаких данных. Если кто-то делал такую смету очень большая просьба поделиться. Нужно очень срочно. Просто SOS
Новая версия Гранд Сметы (8)
 
Для общей информации.
В центре технической поддержки объяснили происхождение этих знаков. Это оказывается для этой базы есть обновление.
Спасибо за участие в моей проблеме
Новая версия Гранд Сметы (8)
 
У меня новая программа и рабочая база ФЕР 2017г. Открываю выбор региона, выбираю ГЭСН, ФЕР-2017 на базе то же стоит восклицательный знак
Прикладываю Скрин
Новая версия Гранд Сметы (8)
 
Да, прикладываю Скрин
Новая версия Гранд Сметы (8)
 
Добрый день, коллеги! Подскажите что означает внизу расценки экран с восклицательным знаком в Гранд Смете. При наведении курсора всплывает подсказка что есть К в ТЧ. Но есть расценки и со скрепкой. (Это то же К из ТЧ)
Применение коэффициентов к новой базе ФЕР 2017г
 
Спасибо!
Применение коэффициентов к новой базе ФЕР 2017г
 
И еще один вопрос. Какой индекс применять к материалам из ФССЦ
Применение коэффициентов к новой базе ФЕР 2017г
 
Спасибо всем. Я то же так предполагала. Возник спор. Еще раз спасибо
Применение коэффициентов к новой базе ФЕР 2017г
 
Добрый день уважаемые коллеги! 09.06.2017г Минстроем России были выпущены индексы на 2 квартал 2017г  Имеют ли они права применяться к новой базе ФЕР 2017г. Как-то все непонятно указано в приказе
Стоимость СМР 1м2 административного здания
 
Спасибо, я уже открыла этот документ. Но хотела сделать еще и мониторинг
Стоимость СМР 1м2 административного здания
 
Добрый день уважаемые коллеги! Прошу помочь найти стоимость 1м2 при строительстве административного здания ЕДДС. Если есть у кого наработки прошу поделиться
Проверка расценки ПИР
 
СПАСИБО!!!
Проверка расценки ПИР
 
Это не жд. У меня программа Гранд Смета и она  автоматически сама дает пересчет с понижающим таким коэффициентом
Проверка расценки ПИР
 
Ирина. спасибо. что откликнулись. Но мне хотелось бы узнать конечную цену данной строки.  У меня программа выдает еще и формулу. Мне бы хотелось сверить с кем- нибудь свой расчет и понять в чем дело. Если можно посчитайте в своей программе и выложите в чат. У меня много таких объектов и мне нужен правильный результат а с чем сверить не знаю
Проверка расценки ПИР
 
Добрый день! Господа сметчики помогите  с расценкой ПИР



При изменении длины до 25 км у меня в Гранд Смете выходит одна и та же цена. Если можно проверьте и вышлите какая цена получается
Реставрационные работы
 
Можно и в ТЕРрр
Реставрационные работы
 
Добрый день! Нужно помощь. Срочно нужно сделать смету на реставрационные работы культурного наследия в базе реставрационные работы Если есть у кого примеры смет пожалуйста поделитесь
Об изменении даты начала использования СНБ ГЭСН и ФЕР в редакции 2017 г.
 
Предлагаю Вашему внимаю письмо специалиста Мособлэкспертизы по поводу новой базы.
Экстраполяция при расчете цены на ПИР
 
Приказ № 620 и Методические указания. В приложении указан расчет экстраполяции с примерами
Экстраполяция при расчете цены на ПИР
 
Приказ Министерства Регионального развития РФ  № 620 от 29 декабря 2009г  Об утверждении Методических указаний по применению справочников базовых цен на проектные работы в строительстве . Приложение № 2 Методических указаний. Там приводится пример. Читайте
ГРАНД СМЕТА 7. Есть-ли составление сметы на проектные работы по трудозатратам
 
Добрый день, коллеги. Я работаю с программой СМЕТА РУ и давно не работала в программе ГРАНД СМЕТА, сейчас приобрели 7 версию У меня вопрос. Есть-ли в 7 версии составление сметы на проектные работы по трудозатратам?
Действует ли письмо N 2576-СМ/08 от 3.02.2009г
 
Это база для Москвы переделанная из ТСН  Сборник стоимостных нормативов по содержанию и эксплуатации зданий и сооружений городского хозяйства, содержанию памятников культурного наследия, праздничному и тематическому оформлению, капитальному ремонту жилого фонда г.Москвы (СН-2012)
Действует ли письмо N 2576-СМ/08 от 3.02.2009г
 
Заказчик говорит, что письмо не распространяется на базу СН. Коэффициенты для СН они применяют только из ТЧ. а там естественно этого нет
Действует ли письмо N 2576-СМ/08 от 3.02.2009г
 
Добрый день! Кто может подсказать действует ли письмо  N 2576-СМ/08 от 3.02.2009г МИНИСТЕРСТВА РЕГИОНАЛЬНОГО РАЗВИТИЯ РОССИЙСКОЙ ФЕДЕРАЦИИ о применении коэффициента за выполнение работ в сверхурочное время к сметно-нормативной базе СН. Заказчик не принимает ссылку на это письмо, объясняя тем, что в технической части базы СН это не прописано, а МДС к этой базе не применимо.

ПИСЬМО
Работа в ночное время
 
Спасибо, всем.
Работа в ночное время
 
Добрый день! Кто может пояснить как в смете учитывать работу в ночное время.
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