13386463065 发表于 2018-6-14 07:48:01

T3凭证想一张A4纸打印2张凭证T3凭证打印设置一张A4纸打印2个凭证

在用友畅捷通T3财务软件的用友T3打印模块中碰到如下 问题,T3凭证想一张A4纸打印2张凭证,详细问题描述如下:
T3凭证打印设置一张A4纸打印2个凭证预览也是两张为什么打印出来是一张呢

13386463065 发表于 2018-6-14 09:20:28

谢谢 忘记勾选纵向打印了 谢谢您了

用友软件苏娜 发表于 2018-6-14 10:51:16

一张A4纸的高度就可以放下两张凭证,打印预览时选择纵向打印,并在总账-设置-选项-账簿页签中,看下凭证每页打印行数修改为5:
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查看完整版本: T3凭证想一张A4纸打印2张凭证T3凭证打印设置一张A4纸打印2个凭证