偶尔郁闷
发表于 2020-7-15 16:03:54
大神你能帮这个帖子最后的问题一起解决下然后贴下代码吗我也很需要
664571221
发表于 2020-7-16 09:56:56
start4444 发表于 2020-4-23 11:09
(setq text (cdr (assoc 1 GL-ed))) >>> (if (= "DIMENSION" (cdr (assoc 0 GL-ed))) (setq text (cd ...
大神能不能帮问题解决下,然后弄一个完整的代码
664571221
发表于 2020-7-16 09:57:06
start4444 发表于 2020-4-23 11:09
(setq text (cdr (assoc 1 GL-ed))) >>> (if (= "DIMENSION" (cdr (assoc 0 GL-ed))) (setq text (cd ...
大神能不能帮问题解决下,然后弄一个完整的代码
start4444
发表于 2020-7-16 15:27:49
本帖最后由 start4444 于 2020-7-16 15:37 编辑
664571221 发表于 2020-7-16 09:57
大神能不能帮问题解决下,然后弄一个完整的代码
拿去试试
664571221
发表于 2020-7-17 09:12:26
start4444 发表于 2020-7-16 15:27
拿去试试
可以是可以了,大神能否吧提取的标注按米进行装换啊
start4444
发表于 2020-7-30 01:29:01
start4444 发表于 2020-7-16 15:27
拿去试试
改一下
paulpipi
发表于 2020-7-30 14:33:59
太好用了,谢谢
xj6019
发表于 2020-7-30 15:13:34
start4444 发表于 2020-7-30 01:29
改一下
谢谢,完美!!
趣意人生
发表于 2021-2-6 21:12:31
谢谢,完美!!
2496653555
发表于 2021-8-8 20:31:05
在用运算符合选择一个文字中有多个数字时,每个数后自动加上运算符,现在是直接出错,把多个数转成了一个,小数点还在里面data:image/png;base64,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