为什么我的DW8,创建DVI标签会出现虚线?

液晶显示器显示字体的边缘有点发红的虚线,是什么原因啊?_百度知道
液晶显示器显示字体的边缘有点发红的虚线,是什么原因啊?
桌面上快捷方式的图标的名称也是那样的。请问这是显示器的原因还是显卡的原因啊,浏览网页的时候正文部分好像还不是很明显。特别是在深色的背景下比较明显,就是字体边缘有点发红的阴影,特别是我把显示器的清晰度调高后就会很明显?如果是显示器的原因怎么解决啊我的显示器刚买回来没多久,但仔细看也会有一点点
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提问者采纳
不过习惯了就好了!这样显示效果才是真正的数字信号(前提是你的显卡也有DVI输出接口)。你也可以尝试调节显示器菜单中的“图像自动调整”,如果你的显示器带DVI接口的话win7。win7系统的字体确实有些别扭?这个和你的显示器没啥关系,尝试用DVI吧,或许会有所改善的
提问者评价
谢了,分数还是给你吧
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其他6条回答
检查连线线应该是成片的坏点,换台 你是什么方式和显示器连接,去找买你的显示器的商家理论,你用Nokia Monitor Test看下在什么颜色下有,能否用div连接
这是分辨率的事,你尝试不同的分辨率看有没有改观?如果不行再换个显卡驱动
你右键属性 在设置里看看呢 会不会是显卡的问题?我建议你还是去售后看看吧
没有调节好显示比例,选择最高分辨率就不会了
右键属性 调成32颜色质量
好像是显示器坏了,去修一修
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【求助】我用秩和检验的结果中为什么出现“傻”啊?
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各位大侠好!小弟是初学者,使用的是SAS软件。先用了anova分析,发现不满足方差齐性,结果为:后来用了kruskal-wallis检验,程序是:proc npar1但是,结果中有“傻”的字出现,很迷茫[img]data:image/base64,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***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***6emv/APnn4v/tdfHr4f+MJNE0rwrY6tdaP5thqWoQ6DfSaU949xMbSHEJlcT3Fs2lGFFn2o986Shiym39e+OP7UXiLwl4q8X6X4JsLHVF8HWlqmsxXFncXE73+oWt2dNghSNkLZuY7CNggl3i/6w+S7FfFv7EGia78QNR8U2i+F5ZJrtrq3svE2hXWswRmUzyXG9Zb5R809zNIiQiGFTK5eKWRYZYu6+M37NOhfGA6xe3EuzV760s7SJrxrk2sKwfbUJMdtcW0r+ZDqV3E6mYKQ65U4IbapjMlk6H7rZe80ratxu2rtOy5krNWunq1qlGqubX0/r7jw34Q/tleOLD4T/FXxf8VPDv8AZlr4MtLT7HZ3FhdWl9LdSmZY7S8kaFYzO4+wuXghWJVvEcqgOxOX+L/7XXx6+H/i+TRNK8K2Oq3Wj+bYanqEOg30mlPePcTG0hxCZXE9xbNpZhRZ9qPfOkoYspt/ofwF+ypo/g3wB488FsdFg0PxTazWMl1oGhJpuotFKJw7XMwkkjmkAnOzZDFFH8wSJYysacHN+yZ4K+K3iOb4ieEdV8EeJNJ1C7lurCTUdMm8Q2DFnuDdfMb/AGN/pM9w6pD5UKtJIZIpZEikh6aWOyNYupUlR9x3srO3wxSVr3WvM95a2ve2s8tXlST1NX44ftReIvCXinxfpfgnT7HVF8G2lqmsxXFncXE73+oWt2dNghSNkLZuY7CNggl3i/6w+S7Hh/hB+2X440/4UfFXxf8AFPw7/Zlt4LtLT7HZ3FhdWl9LdSmZY7S8kaFYzO4+wuXghWNVvEcqgOxPcvjN+zToXxgbWL24l2avf2lnaRteNcm1hWD7ahJjtri2lfzIdSu4nUzBSHXKnBDZngH9lTR/BvgDx54Lb+xYdE8U2s1g91oGhJpuotFKJw7XEwkkjmkAnOzZDFFH8wSJYysacFLFZMsH7OdJud4etlbmtLbV826uly66O9t***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***99Nf+AeR/F79rr48/D/xfJomleFbHVrnR/NsNS1CHQb6TSnvHuJjaQ4hMrie4tm0swos+1HvnSUMWU2/r/wAcf2ovEXhLxV4v0vwTYWOqL4OtLVNZiuLO4uJ3v9Qtbs6***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***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***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***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不知道邀请谁?试试他们
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问题出在配置文件CONFIG.SAS文件上,他在SAS的根目录内,你可以再里面找到表格设置语句(用记事本打开CONFIG文件),默认设置为 -FORMCHAR 们剠唶垑妺?=|-/\&&*(这是英文的表格线,在中文环境里就是乱码),请用/* */这一对注释符将其注释,然后找到他下面的/* -FORMCHAR |----|+|---+=|-/\&&* */,将两侧的注释符删除,以后表格线就正常了。
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谢谢dream86,谢谢大侠!!我修改过了,现在程序不骂我傻啦!非常感谢你~~
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实在抱歉,发问题时候是图片的,现在看竟然是乱码
The NPAR1WAY Procedure
Wilcoxon Scores (Rank Sums) for Variable x
Classified by Variable c
-----------------------------------------------------------------
Kruskal-Wallis Test
Chi-Square
Pr & Chi-Square
0.0770就是那条虚线,之前写的是一行中文的“傻”字。谢谢dream86大侠,按照他说的方法,傻没有啦。
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呵呵,相互学习哈哈
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