Topvision 发表于 2022-3-22 15:29:36

导出excel合并一页时,会多出一列上下不正常显示如图

本帖最后由 Topvision 于 2022-3-22 16:02 编辑

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浏览的时候不注意看是正常,但是编辑的时候多出一列G,其实单纯多出一列G也可以,但是现在问题就是在上面是现在在右边,在下半部分却显示在左边。

Bella.Yuan 发表于 2022-3-23 15:20:33

您好,您使用的是AR的那个版本?

Topvision 发表于 2022-3-24 10:34:30

Bella.Yuan 发表于 2022-3-23 15:20
您好,您使用的是AR的那个版本?

这个不清楚哦!我们一直用的都是这个,模板我上传了,有个压缩包就是,然后导出来的Excel也上传了

Bella.Yuan 发表于 2022-3-24 10:44:52

Topvision 发表于 2022-3-24 10:34
这个不清楚哦!我们一直用的都是这个,模板我上传了,有个压缩包就是,然后导出来的Excel也上传了
您好,我使用15.2.6/16.0版本切换您报表的数据源后测试导出excel列是正常的,您可以升级一下版本测试看看。
官网下载链接:https://www.grapecity.com.cn/developer/activereports




Topvision 发表于 2022-4-6 11:00:39

Bella.Yuan 发表于 2022-3-24 10:44
您好,我使用15.2.6/16.0版本切换您报表的数据源后测试导出excel列是正常的,您可以升级一下版本测试看看 ...
前期回复,有些特殊情况,我司这边目前还不可以进行升级,是否还有其他办法?

Bella.Yuan 发表于 2022-4-6 11:06:50

Topvision 发表于 2022-4-6 11:00
前期回复,有些特殊情况,我司这边目前还不可以进行升级,是否还有其他办法?

您好,目前升级至15.2.6/16.0版本即可解决您的问题。
页: [1]
查看完整版本: 导出excel合并一页时,会多出一列上下不正常显示如图