KearneyKang 发表于 2017-11-8 10:42:19

你这是AR11,具体你说的只有一条数据的情况,我现在也不知道什么原因。因为我昨天是用您提供的数据做的验证

songxianbin_xxx 发表于 2017-11-8 10:56:46

KearneyKang 发表于 2017-11-8 10:42
你这是AR11,具体你说的只有一条数据的情况,我现在也不知道什么原因。因为我昨天是用您提供的数据做的验证

你试出来的效果就跟我一开始发的EXCEL的效果一样的么?能显示多条的数据出来么?

songxianbin_xxx 发表于 2017-11-8 10:57:32

KearneyKang 发表于 2017-11-8 10:42
你这是AR11,具体你说的只有一条数据的情况,我现在也不知道什么原因。因为我昨天是用您提供的数据做的验证

如果可以 能不能请老师帮忙远程操作下看看。

KearneyKang 发表于 2017-11-8 12:32:15

您好!我这边不支持远程。
我是用你昨天发过来的数据做的验证,数据如下

songxianbin_xxx 发表于 2017-11-8 14:12:05

KearneyKang 发表于 2017-11-8 12:32
您好!我这边不支持远程。
我是用你昨天发过来的数据做的验证,数据如下

这个效果不是这样的啊,你费用代码跟金额都是分开显示了,我的效果就是有多少个费用代码就在上面全部显示出来 然后显示相对应的金额,如果有些单子没有这个费用代码金额就显示0,最终是我下面这个效果呢!

KearneyKang 发表于 2017-11-8 15:35:15

您好!根据您给的数据我能做出的报表的模板预览就是这样子的,我只是给你了一个设计的参考思路。具体还需要你自己去设计下
对于为空的你可以通过表达式   =IIF(value is null,0 ,value) 来实现。
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

songxianbin_xxx 发表于 2017-11-9 16:26:56

KearneyKang 发表于 2017-11-8 15:35
您好!根据您给的数据我能做出的报表的模板预览就是这样子的,我只是给你了一个设计的参考思路。具体还需要 ...

金额0显示的问题 不碍事!!!这个我自己能处理,就是这个表格的问题啊!!!达不到我要的效果啊!我一开始发的EXCEL的这个效果。。。

KearneyKang 发表于 2017-11-9 18:06:14

那我明天在重新给您设计下,看怎么满足您的需求

KearneyKang 发表于 2017-11-10 11:54:29

您好!这是您想要实现的效果
这是我根据您提供的数据能做出来的效果

您给我提供的数据如下:


附件设设计的模板

页: 1 2 [3]
查看完整版本: 请教这类报表 用RDLX怎么画。