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Вопрос по настройке типа размера
 
Здравствуйте!

В какой-то момент большинство размеров начали рисоваться на выносной линии, поменять это никак не получается. Подскажите, пожалуйста как это можно исправить?
В параметрах такой настройки не нашел

[img]data:image/png;base64,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[/img]
Размеры.png (8.49 КБ)
 
Цитата
написал:
Здравствуйте!

В какой-то момент большинство размеров начали рисоваться на выносной линии, поменять это никак не получается. Подскажите, пожалуйста как это можно исправить?
В параметрах такой настройки не нашел

Добрый день, файл примера приложите
 
Цитата
написал:
Здравствуйте!

В какой-то момент большинство размеров начали рисоваться на выносной линии, поменять это никак не получается. Подскажите, пожалуйста как это можно исправить?
В параметрах такой настройки не нашел

[img]data:image/png;base64,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[/img]
Тоже было такое, пару недель назад...
 
При создании или изменении размера клавиша [Z] задает направление полки, [Пробел] - задает положение размера (вкл/выкл полки, выноски или вообще отдельно от линии, у радиусов меняется тип стрелок), [M] - направление размера (диагональ, вертикаль или горизонталь).
Изменено: A-Pak - 16.03.2023 08:00:20
Страницы: 1