请教个cad图层管理器中的cad命令和线型比例
请教下,第一问:这个图片箭头对应的cad命令是什么?文档之前已经打钩了,但是重新开启文档经常碰到这个地方不打钩。第二问:线型全局比例因子总是默认是10,修改成300后,保存并退出,重新开启文档又变成10了,这个怎么破?
1. (setvar "LAYEROVERRIDEHIGHLIGHT" 1)
2. 你应该打开模版DWG,在里面修改好保存,以后打开新图形就可以了 本帖最后由 winner108 于 2025-2-4 16:39 编辑
newer 发表于 2025-1-22 10:44
1. (setvar "LAYEROVERRIDEHIGHLIGHT" 1)
2. 你应该打开模版DWG,在里面修改好保存,以后打开新图形就可以 ...
谢谢群主解答!!
1、不好意思问错了。(setvar "LAYEROVERRIDEHIGHLIGHT" 1)设定的启用图层特性替代背景颜色(B)没有问题;还请再帮忙确认“将外部参照对象特性视为bylayer(T)”对应的系统变量是哪个data:image/png;base64,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**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**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**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**a95vbZ0XG0OFxsjr48XqY+OpvHFpeKk1CB+f7D+YpNcl6ZeoMBCE83YUIiKqK3z4skgADghWtm3bVs2F+YBGgx/PBz1ooymUV7Y8lizkY8egfD3ysaSwb/voPLpv876tp/WhpNBGk62z5fWg4+ocPh+SNzf62ePWcWxe66Fej4WoiPb2dhk3bpyMGztW2isVaUsCbuQV9vGZGQbhRERUV/gWlM2bN1dz2RAcTZo0qZo7lAZTng2wYtBGUyhv+Tqft2yb2PGFoK1PMajT8XVf59F+Wp9F+9n+IVqfN54eT1ay7UDn1Tl8Xve92Hhg2+s4Nim7X2/22IgsnBNnnHGGnDprlnR1dspxJ5+c5hX2Tz/9dAbhRERUXwsWLJBly5ZVc9mWL18u8+fPr+YO0KArK4hCXZEASNtktdX5bFubr0Xo2FGmKYvW27Z6PLav3Q8dr5aF6pSts+OF6PFoO5sPlVux+WPyxlN6/DYVhTFte9/X11uxY0L72LHS6IA3IbAGPvrII7Jv3z5Z+eijB62J2L/33nsZhBMRUX0tWbIk/R7w/v7+akkY6tEO7b1YgOPltbEBEbZ5AZVta/Mh9Qy2MJYfT8tsna9XWmfb+DJNnpbrPEXo8Vh5fXWOetPjt6kMtC9zXKG2jXhcNHwNDAykv5VQqa6B+/rPSfL48PmsNI86/D4Cg3AiIqqruXPnysyZM+VjH/tY+scoBOWoRzu0bwQERj4giwVcKNMUynsoLxvsQWxcjBU6VpvA9vftdUw7dmwfkLdJhcosLbftbFkWf8z14I8j7xhCcFyxfr4Oefs4bB7tbB2Nbp3VbW/6ZYUvDGaMun87ij9Rsy6G2ImadRJnjefpGEX72PZ2ft/fH1uR8WOPh4ioHlrp21Ggt7dXPvOZz+z/xcxFixbtX1txC0reL2aG+LU5JtQuq2/euL6+1rFi48T6oNwrO3Zs37ePqbW9CuVVaDw7X0zW+Kpsucqrp9Gp1m9HOTHZ/3GSzpDzZKucmex9L0mrktSgryjUE7joiYx2RYXGjc1jy4scS9a4eWOF6vP6EBHVU6sF4Qo/xLN06VJ58MEH029BwYcwcQ84bkFp1DvgRET1VGsQjptPfpCk+XK+bJcFyd5hCMKx74WCUh+shoLXouPmtQvxcyk/lm9XZPzY2ERE9dCqQTgR0XBXdn09fe5**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**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?
2、图形模版里的全局线型比例我已经设定保存,关闭再打开也没有问题。但是这个问题文档是同事发给我的,估计是天正cad文档,总不能同事每次发我个文档,我把问题文档的所有图元全部拷贝到我自己的模版里吧,这样太费劲了。还请版主大神帮忙看下怎么方便解决?
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