何刚hegang 发表于 2018-6-11 09:06:51

一张单子上面只能打印8个商品,打到8个就停下了,单子上还留有很多空白?

在用友T1进销存软件的用友T1打印模块中碰到如下 问题,一张单子上面只能打印8个商品,打到8个就停下了,单子上还留有很多空白?针式打印机,详细问题描述如下:
一张单子上面只能打印8个商品,打到8个就停下了,单子上还留有很多空白,需要换一张纸才能继续打,怎么做才能把纸打满再自动换下一张?针式打印机

何刚hegang 发表于 2018-6-11 09:41:43

好的 我试试

用友软件卢儒佳 发表于 2018-6-11 10:16:38

使用基本样式进行的打印看一下,然后在基本样式中修改后,另存为打印样式一,然后再打印看一下

用友软件工程师 发表于 2018-6-11 10:58:41

我刚刚就是这么做的 还是不行 它默认的就是0

社区专家 发表于 2018-6-11 12:00:29

双击打印报表设计中的细项数据,然后修改一下每页打印行数修改成0
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
如果还是一样,用基本样式进行打印看一下效果,然后使用基本样式进行修改后另存为打印样式一
页: [1]
查看完整版本: 一张单子上面只能打印8个商品,打到8个就停下了,单子上还留有很多空白?