Ответ на запрос от ФСС Консультация #11874
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FirkaСторожила
11 октября 2022 в 13:22
Добрый день!
Нужно ли заполнять среднемесячный заработок?
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)
Нужно ли заполнять среднемесячный заработок?
Для расчета больничного берется среднедневной заработок.
Поле по среднемесячному заработку в программу было добавлено не так давно. Вероятно, оно для расчета иных пособий, где этот показатель имеет значение.
Уточните в ФСС - требуется ли им этот показатель в вашем случае.
Поле по среднемесячному заработку в программу было добавлено не так давно. Вероятно, оно для расчета иных пособий, где этот показатель имеет значение.
Уточните в ФСС - требуется ли им этот показатель в вашем случае.
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Firka (автор вопроса)Сторожила
11 октября 2022 в 14:02
Посмотрела предыдущие больничные, там эта строка не заполнена
А как когда рассчитать среднемесячный заработок?
А как когда рассчитать среднемесячный заработок?
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