边框线问题
你好,我这个表格里有个单元格的右边外边框(设置粗),设置它的时候,其他的单元格也会跟着变,麻烦看一下是什么问题?data:image/png;base64,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
可以描述下是那个单元格,具体怎么设置的吗 dexteryao 发表于 2018-6-29 18:00
可以描述下是那个单元格,具体怎么设置的吗
就是先合并了单元格,再设置单元格边框,设置右边框为粗边框的时候就出错了,把前边的单元格也设置成粗边框了 dexteryao 发表于 2018-6-29 18:00
可以描述下是那个单元格,具体怎么设置的吗
data:image/png;base64,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图片没成功,您是用设计器设计的?什么版本的spread?, dexteryao 发表于 2018-6-29 18:28
图片没成功,您是用设计器设计的?什么版本的spread?,
Version=11.40.20178.0设计器里也是,代码画也是 没有重现问题,下面是截图和代码
FarPoint.Web.Spread.Border border = new FarPoint.Web.Spread.Border();
border.BorderColorRight = System.Drawing.Color.Yellow;
border.BorderStyleRight = BorderStyle.Solid;
border.BorderSizeRight = 5;
FpSpread1.ActiveSheetView.AddSpanCell(11, 9, 3, 1);
FpSpread1.ActiveSheetView.Cells.Border = border;
dexteryao 发表于 2018-7-2 09:05
没有重现问题,下面是截图和代码
你好,是19行13列的单元格,其他的单元格设置都可以,就它不行 用设计器重现了您的问题,应该是设计器的问题。
用代码设置
FarPoint.Web.Spread.Border border = new FarPoint.Web.Spread.Border();
border.BorderColorRight = System.Drawing.Color.Black;
border.BorderStyleRight = BorderStyle.Solid;
border.BorderSizeRight = 2;
border.BorderColorBottom = System.Drawing.Color.Black;
border.BorderStyleBottom = BorderStyle.Solid;
border.BorderSizeBottom = 1;
FpSpread1.ActiveSheetView.AddSpanCell(11, 9, 3, 1);
FpSpread1.ActiveSheetView.Cells.Border = border; dexteryao 发表于 2018-7-3 09:48
用设计器重现了您的问题,应该是设计器的问题。
用代码设置
我用代码也出现这个问题
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