График работы по дня недели - Каминсофт

График работы по дня недели

15 окт 2025 16:43 #1
от Ольга
Добрый день! Сотрудница выходит на работу со сложным графиком работы, пн, ср, пт по 5 часов,  и вт, чт по 8 часов. Как правильно завести график работы? Я завела табель, на вкладке шаблон ввела 7 дней, 1-5 дни рабочие с разным количеством часов, 6 и 7 день соответственно как выходной. Но в табель идет расчет не смотря на дни недели, а просто ставится 1-й день 5 часов, 2-й день 8 часов, и так далее, не смотря, что первый день по календарю выпадает к примеру на 8-ми часовой. Как правильно настраивается табель именно по дням недели?
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[/img]
Тема закрыта.

15 окт 2025 17:00 #2
от Ольга Николаевна
Дата начала действия шаблона - это дата начала работы по данному графику.
Если график начинается с понедельника, то дату начала действия шаблона укажите именно на понедельник. Например, 06.10

Акулиничева Ольга Николаевна
Группа компаний "Камин"
Тема закрыта.

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