tianmiao1989 发表于 2023-12-19 21:06

创建多重引线中多行文字位置问题(drawjip)

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

用drawjip 创建的多重引线,多行文字位置一直在引线终点右侧,请教各位大神,如何设置,才能使多行文字位置根据引线角度来调整左右位置?

tianmiao1989 发表于 2023-12-19 21:07

求助各位大神

d1742647821 发表于 2023-12-19 22:20

ml.SetDogleg(0, 根据方向判断用 Vector3d.XAxis 还是 -Vector3d.XAxis);

tianmiao1989 发表于 2023-12-19 23:13

d1742647821 发表于 2023-12-19 22:20
ml.SetDogleg(0, 根据方向判断用 Vector3d.XAxis 还是 -Vector3d.XAxis);

大神 可否加个QQ

d1742647821 发表于 2023-12-20 08:20

tianmiao1989 发表于 2023-12-19 23:13
大神 可否加个QQ

有什么必要吗

tianmiao1989 发表于 2023-12-20 10:27

d1742647821 发表于 2023-12-20 08:20
有什么必要吗

想问下你的插件

tianmiao1989 发表于 2023-12-20 10:59

d1742647821 发表于 2023-12-20 08:20
有什么必要吗

你的插件是拿来卖的么?

d1742647821 发表于 2023-12-20 14:52

tianmiao1989 发表于 2023-12-20 10:59
你的插件是拿来卖的么?

不然做慈善吗
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