Роман Касаткин (Все сообщения пользователя)

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Правильно организовать инверсную печать., Печать QR-кода и под ним белым на чёрном разноразмерныее части строки
 
Вдогонку о печати из vba.
У вас был тред [URL=https://scancode.ru/forum/?PAGE_NAME=message&FID=35&TID=11899&TITLE_SEO=11899-pechat-etiketok-iz-visual-basic.-obshchie-napravlenie&MID=9793&ysclid=lamkcnt49m795578877#message9793]https://scancode.ru/forum/?PAGE_NAME=message&FID=35&TID=11899&TITLE_SEO=1189...[/URL]
Но как таковой вопрос печати на сетевой принтер, вообще говоря - произвольный принтер, строки EZPL там не освещено.
Быть может коллеги или вы решали такую задачу из Excel?
Или есть ресурсы с информацией?
Правильно организовать инверсную печать., Печать QR-кода и под ним белым на чёрном разноразмерныее части строки
 
Спасибо, помогло.
Правильно организовать инверсную печать., Печать QR-кода и под ним белым на чёрном разноразмерныее части строки
 
[IMG WIDTH=295 HEIGHT=214]data:image/jpeg;base64, * [/IMG]
Изменено: Роман Касаткин - 17.11.2022 13:37:07
Правильно организовать инверсную печать., Печать QR-кода и под ним белым на чёрном разноразмерныее части строки
 
[QUOTE]Алексей Техподдержка написал:
Добрый день.

Сделайте макет в Golabel и переведите в код.

Есть так же [URL=https://scancode.ru/upload/iblock/8c8/ezpl_en_h_02_141208.pdf]документация по языку EZPL на нашем сайте[/URL] .

По макету - используйте инверсный текст.[/QUOTE]
Этот пройденный путь привёл к такому результату:
[URL=https://ibb.co/XxFVbNr]Не сумел картинку в форум прикрепить
[/URL]
[img]https://ibb.co/XxFVbNr[/img]

Нужно именно как в оригинале. Я попытался нарисовать чёрный прямоугольник и отправить его назад в GoLabel, но рпи таком варианте просто на месте объектов с цифрами - белый прямоугольник.
Правильно организовать инверсную печать., Печать QR-кода и под ним белым на чёрном разноразмерныее части строки
 
Добрый день!
На сетевом принтере EZ2250+ требуется печатать вот такое напрямую EZPL, без GoLabel и стандартных системных драйверов:


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[/IMG]
Можете подсказать технологию, особенно получение нижней части этикетки?
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