Доброго дня.
Помогите справиться с задачей. Требуется провести сверку данных в автоматическом режиме.
1. Есть файл в котором постоянно меняются артикула. 65 000 - 70 000 строк
2.  Есть файл с полным списком артикулов и лог. параметрами.
Требуется макрос для сверки этих данных и в случае если артикул новый т.е. его нет в фале с полным списком артикулов то требуется что бы макрос копировал всю строку и вставлял данных в вкладку новые артикула в файле с полным списком артикулов и лог. параметрами.

Заранее спасибо!

Доброго дня.
Просьба помочь решить задачу.
есть определённый файл Эксель с которым можно работать ежедневно до18:00
Требуется сделать так чтобы файл не был доступен для редактирования после 18:00
Требуется Макрос. Не как не могу найти подходящий.


Заранее спасибо!  

Всем доброго дня.
Помогите с задачей. есть файл Эксель с определёнными вкладками и есть файл Эксель в Sharepoint.
Требуется импортировать данные из файла Эксель из определённой вкладки в файл в Sharepoint в определённую вкладку.
Подскажите как можно выполнить данную задачу.

Возможно это можно сделать при помощи Макроса

Заранее спасибо!

Всё работает.

Спасибо!

Всем привет.
Помогите разобраться.
Необходим макрос который сам каждые 10 минут выводит сообщение в файле на нужной вкладке о том что пора обновить данные

Заранее спасибо!  

Спасибо!

Если удалить вставку строк то не будет накопительного эффекта.
А задумка в том что бы было копирование и вставка данных как значение для архива
что бы предыдущие данные сохранялись.

Доброго дня.
Подскажите возможно ли сделать автоматическую блокировку ячеек в заданном диапазоне в Гугл таблице по заданному времени.
На пример блокировать ячейки каждый день в одно и тоже время.
Возможно требуется какой то скрипт.

Заранее спасибо!

Интересует то  почему когда макрос копирует данные в заданном диапазоне и вставляет их как значение то он дополнительно вставляет 2 раза те же данный но ниже.
Пример: в файле .

Можно ли это исправить?

Спасибо Огромное!

Подскажите ещё 1 момент почему макрос при вставке данных дублирует данные на строку ниже?

Всем Привет.
Помогите разобраться с макросом.
Задача копирование данных из одной вкладки в другую в заданном диапазоне при помощи макроса.
Вставка данных требуется как значение.
На данный момент макрос вставляет данные не как значение а вместе с формулами.

Sub CopyAndInsert()
' Задаем переменные для диапазонов
   Dim rangeToCopy As Range
   Dim rangeToInsert As Range
   
    ' Задаем диапазоны, которые нужно скопировать и вставить
   Set rangeToCopy = Worksheets("Sheet1").Range("A1:c9")
   Set rangeToInsert = Worksheets("Лист1").Range("A1:c9")
   
   ' Копирование данных
   rangeToCopy.Copy
   
   ' Вставка данных и добавление новых строк
   rangeToInsert.Insert Shift:=xlDown
   
   ' Очистка буфера обмена
   Application.CutCopyMode = False
End Sub

Всем доброго дня.
Необходима помощь в экспорте данных с сайта в интернете в Эксель
При попытке вытянуть данные с сайта в эксель не подтягиваются таблицы только документ который не несёт ни какой информации.
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[/img]

Отлично. Огромное спасибо!
Ещё 1 вопрос. если скажем потребуется поменять время обновление не каждые 5 минут а скажем каждую минуту. То что требуется поменять?

Всем Привет. Подскажите как сделать автоматическое обновление файла каждые 5 минут. Что бы не нажимать Ctrl + Alt + F5 или не Заходить в вкладку данные Обновить всё.
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[/img]

Всем привет.
Есть файл с учётом потребления расходных материалов.
Записал макрос который подтягивает необходимые артикула для повторного заказа.
Но мне необходимо в макрос записать ещё что бы он делал поиск в соответствии с выбранным месяцем в вкладке потребность.