ferious 发表于 2023-11-11 17:56:25

1028695446 发表于 2019-11-2 20:48
(defun c:tt(/)
(entmake ;创建标注样式
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文字宽度能调吗?宽度比例

wsj249201 发表于 2024-1-10 16:33:15

taoyi0727 发表于 2019-10-4 20:22
我的是这样的




这东东咋掉不出啊

饼仲郎 发表于 2024-7-31 17:23:28

ferious 发表于 2023-11-11 17:56
文字宽度能调吗?宽度比例

这个取决于你的文字样式,代码里引用了文字样式。
页: 1 2 3 4 5 6 [7]
查看完整版本: 标注样式组码,entmake创建标注样式,应该是目前最全的