使用BatchPlot插件,可以取消打印线宽吗?
使用批量打印插件时,可以取消线宽吗?data:image/png;base64,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
如果不取消线宽的话,放大图纸细节时,会糊成一团,根本看不清
yizhi4669 发表于 2024-3-3 11:35
那是打印样式的问题,与BatchPlot插件无关。。。
哥,那应该怎样设置呢,我已经把线宽取消了呀 那是打印样式的问题,与BatchPlot插件无关。。。 在打印设置里面设置线宽调细点就可以了。
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