我想设计一个Excel模板,能基于点击下图中 的行, 将IPO3882/2 和IPO3882/4 在同一张送货单上分两行打印, 并预留空白行, 尝试了很长时间还是没有成功,
![图片点击可在新窗口打开查看](data:image/png;base64,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)
数据表没有像随软件提供的实例同时有总表、明细表, 而是只有明细表, PO列通过PO+"/序数"定义.
模板设计:
生成的送货单如下:
![dvubb 图片点击可在新窗口打开查看](skins/default/filetype/jpg.gif)
此主题相关图片如下:question1.jpg
![dvubb 图片点击可在新窗口打开查看](UploadFile/2024-5/20245420315256581.jpg)
这个送货单1) 没有生成ipo38826 2行数据; 2) 没有按预留空行20行-2行, 而设连在一起.
老师,能指导我一下吗? 谢谢!
请上传实例说明,并且手工编辑一个最终的结果发上来看看
老师, 我把文件压缩了, 请帮我看一下, 需要达到的效果是Reports\下的 Outsourcing Delivery Not IPO36977.xls