图元往不同方向减少0.1
经常要减少0.1的边,
都是手动去打断,然后往移动0.1,再剪掉多余的线段,后合并。比较麻烦。
求大哥们写一个一步完成的插件。
data:image/png;base64,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
文字描述不清晰 比如打断哪里 往哪里移动 哪里是多余的 图纸中图形为块 且没有原图和完成图示例 飞雪神光 发表于 2024-4-7 09:11
文字描述不清晰 比如打断哪里 往哪里移动 哪里是多余的 图纸中图形为块 且没有原图和完成图示例
移动0.1,原图0.97,移动后是0.87
页:
[1]