Google sciprt
Цена договорная
надо создать гугл скрипт
сценарий такой
есть три столбца a,b,c
столбцы автоматически заполняются
в A и B заполняются значения, в столбце C формула
ЗАДАЧА отправлять значения b и c на определенную почту и форматировать значение ячейки С в значение
![](data:image/png;base64,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)
сценарий такой
есть три столбца a,b,c
столбцы автоматически заполняются
в A и B заполняются значения, в столбце C формула
ЗАДАЧА отправлять значения b и c на определенную почту и форматировать значение ячейки С в значение
Отзывы
В заказе есть исполнитель
При переводе заказа из архивного в актуальный, текущий исполнитель будет снят с задачи.
Выберите тип сделки
С безопасной сделкой вы всегда сможете вернуть средства, если что-то пойдет не так. С простой сделкой вы самостоятельно договариваетесь с исполнителем об оплате и берете на себя решение конфликтов.