Здравствуйте коллеги по Альфа-Авто 6 вопрос. При оформлении оплаты в несколько этапов каждое получение денег отражаем документом чек на оплату
В реквизите сумма документа чек на оплату фигурирует общая сумма сделки. так например в чеке на окончательную оплату будет и сумма полученных ранее предоплат фигурировать.
Пользователи пытаются глядя на список чеков оценить полученные денежные средства и получается что сумма "задваивается или затраивается"
Подскажите как можно наглядно отобразить полноту оплаты заказ-нарядов (кроме реестра заказ-нарядов) может есть еще удобные способы?
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[/img]
В реквизите сумма документа чек на оплату фигурирует общая сумма сделки. так например в чеке на окончательную оплату будет и сумма полученных ранее предоплат фигурировать.
Пользователи пытаются глядя на список чеков оценить полученные денежные средства и получается что сумма "задваивается или затраивается"
Подскажите как можно наглядно отобразить полноту оплаты заказ-нарядов (кроме реестра заказ-нарядов) может есть еще удобные способы?
[img]data:image/png;base64,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[/img]
