kwangon 发表于 2020-12-4 10:34:21

工具栏显示灰色的问题求解

首次使用中文模板V1.0.9版,立面图中的标高是灰色的。请都怎么调整立面图的标高符号,与现行的制图规范不符。

wu332 发表于 2020-12-4 12:20:40

灰色是在立面图上工具不可使用,调节立面标高样式是在平面图上打开立面标记设置。

kwangon 发表于 2020-12-5 00:00:05

感谢WU332,但是产生了一个新问题,哪里可以找一个适应A23的楼层标高标记?
data:image/png;base64,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
页: [1]
查看完整版本: 工具栏显示灰色的问题求解