Альфа-Авто6 новая схема взаиморасчетов

Внимание! Данный форум является модерируемым.
Для получения к нему доступа необходимо зарегистрироваться или авторизоваться на сайте.

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Альфа-Авто6 новая схема взаиморасчетов
 
Добрый день, подскажите в какой инструкции можно ознакомиться с новой схемой по взаиморасчетам с контрагентами ?
 
Василий Берестнев, добрый вечер!

Инструкция нами еще не написана.
Как только это случится, то она будет опубликована на сайте, тут - https://rarus.ru/kb/samouchitel-alfa-avto/
 
Добрый день! как правильно работать с новой схемой взаиморасчетов. После обновления неверно формируются отчеты по задолженности клиентов.

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[/img]
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[/img]
Изменено: Ольга Шеповалова - 02.04.2024 14:32:42
 
Ольга Шеповалова, добрый день, в чем же неверность отчетов? приведенные отчеты сформированы верно.
 
Клиент оплатил задолженность, и графы долг нам и наш долг должны быть нулевые.
 
Ольга Шеповалова, ознакомьтесь, пожалуйста. с инструкцией по взаиморасчетам.
 
Спасибо.
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Читают тему
Поддержка отраслевых решений «1С-Рарус»
Услуги 1С