Цитата |
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написал: Цитата |
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/forum/user/11499/ Фанис Уфа написал: Цитата |
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написал: Цитата |
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Данил Василига написал: Добрый вечер.
Если коды маркировки ввести через копировать-вставить без использования сканера в документ "Поступление товаров", а потом таким же способом ввести в "Реализация товаров" или в "Перемещение товаров в производство", то коды маркировки в кассовый чек не передаются по ФФД 1.05, так как в редакции 6 Штрих-код base64 и штрих-код передаются незаполненными в процедуру ЗаписатьДанныеКодаТоварнойНоменклатуры общего модуля МенеджерОборудованияВызовСервера, то переменная ФормироватьРеквизитКодаТовара в этой процедуре остается в значении Ложь и атрибут MarkingCode с элементом GoodCodeData в XML-структуру чека не записываются, что приводит к тому, что в кассовом чеке код маркировки отсутствует и через ОФД в Честном Знаке не списывается.
Прилагаю расширение для решения проблемы - 100% работает для шин на ФФД 1.05, других товарных групп у нас нет. Просьба к разработчикам - исправить эту ошибку, код маркировки же можно и из системы "Честный знак" скопировать |
Добрый день! Абсолютно справедливое замечание. Тоже недавно узнала, что сотрудникам проще скопировать код с Честного знака.
В новых релизах в табличные части добавлен новый реквизит - "КодМаркировкиBase64", который формируется при сканировании маркировки - кодировкой двоичного представления кода маркировки в base64. Далее при пробитии (АТОЛ) происходит обратный процесс раскодирования и в оборудование передается то же самое значение, которое хранится в реквизите "КодМаркировки". Поправьте меня, если я не права. Не понятен смысл добавления и использования "КодМаркировкиBase64". |
Поддерживаю, для чего нужен КодМаркировкиBase64 ? Можно ли обойтись без него ? Ведь копи-паст кода маркировки из честного знака или другого источника достаточно частая процедура. |
Добрый день.
В Честном знаке код маркировки не содержит криптохвост, который содержится в QR-коде. При работе по ФФД 1.2 проверка кода маркировки может быть не пройдена из-за отсутствия криптохвоста и в кассовом чеке будет [M-]. Полный код маркировки с криптохвостом можно получить только сканером штрих-кода в формате Base64 |
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[/img]
Вопрос о другом.
Зачем КодМаркировкиBase64 (MDEwNDk2ODgxNDk0Mzc1MjIxK0FCKWRrKiFI.......) переводить обратно в строку (010496881494375221RrDmMuHCdaW9p91EE0792AFMmIniWe3BcY6TOPv4A......) для проверки кода маркировки?
КодМаркировки =
ПолучитьСтрокуИзДвоичныхДанных(Base64Значение(ВходныеПараметры.GetValue(5,0))); КодОшибки = Устройство.cancelMarkingCodeValidation();
Если КодОшибки <> 0 Тогда Возврат КодОшибки; КонецЕсли;
Если ПланируемыйСтатусМаркируемогоТовараКод = 2 ИЛИ ПланируемыйСтатусМаркируемогоТовараКод = 4 Тогда
Устройство.setParam(Устройство.LIBFPTR_PARAM_MEASUREMENT_UNIT, МераКоличестваПредметаРасчетаККТКод);
Если (ДробноеКоличествоМаркированногоТовараЧислитель <> ДробноеКоличествоМаркированногоТовараЗнаменатель) И
(ДробноеКоличествоМаркированногоТовараЧислитель <> 0) Тогда
Устройство.setParam(Устройство.LIBFPTR_PARAM_MARKING_FRACTIONAL_QUANTITY, Строка(ДробноеКоличествоМаркированногоТовараЧислитель) +"/"+
Строка(ДробноеКоличествоМаркированногоТовараЗнаменатель));
КонецЕсли;
Если КоличествоПредметаРасчета <> 0 Тогда
Устройство.setParam(Устройство.LIBFPTR_PARAM_QUANTITY, КоличествоПредметаРасчета);
КонецЕсли;
КонецЕсли;
Устройство.setParam(Устройство.LIBFPTR_PARAM_MARKING_CODE, КодМаркировки);
Устройство.setParam(Устройство.LIBFPTR_PARAM_MARKING_CODE_TYPE, Устройство.LIBFPTR_MCT12_AUTO);