ferious
发表于 2023-11-14 22:45:52
reeves7 发表于 2022-5-3 23:02
如果要实现框选多段文字,分别绘制下划线,程序如下,十分简洁:
完整源码有吗?
ferious
发表于 2023-11-14 22:48:23
langjs 发表于 2011-1-7 15:09
回复 hdlyt11 的帖子
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郎大师,能否多行文字每行下面画一条?
zhangrunze
发表于 2024-4-6 14:38:41
reeves7 发表于 2022-5-3 23:02
如果要实现框选多段文字,分别绘制下划线,程序如下,十分简洁:
感谢分享~
需要线一粗一细可这样写:
(-0.80.08)
(-1.00.03)
yk1216
发表于 2024-4-23 23:24:59
可以框选,批量给特定文字(如指定图层、字型、字高等)增加图名线吗?
z312144636
发表于 2024-6-1 14:44:00
谢谢楼主提供的源码
收藏,下来学习学习
tensir
发表于 2024-7-10 13:16:28
感谢作者的分享!