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Курсовая разница
 
1С:Предприятие 8.3 (8.3.13.1809) Бухгалтерия для Казахстана, редакция 3.0, разработка для Казахстана: «1С-Рейтинг» (3.0.28.2)

Добрый день! Можно объяснить, немного не понятно. У нас есть 3 платежных поручения (входящих) в валюте. Проводки корректные. Счета учета с особым порядком переоценки стоят 1030 (регламентно), 1210 (регламентно). В документе "Закрытие месяца" формируется 3 проводки. Не можем понять, откуда 3я проводка. Если делаешь отмену одного документа, то становиться 2е проводки, как и должно быть. 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[/img]
 
Какие именно сформированы проводки? Уточните, платежи были от одного покупателя (в рамках одного договора)?
 
Было сделано 3 документа "Платежное поручение входящее", два из которых по одному договору. И после этого документ "Закрытие месяца".
 
Обратитесь в компанию, сопровождающую вашу конфигурацию.
 
Спасибо большое! Обращусь.
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