T+凭证打印内容没有在表格里T+凭证打印内容没有在表格里
在用友畅捷通T+财务管理软件的用友T+初始化模块中碰到如下 问题,T+凭证打印内容没有在表格里,详细问题描述如下:T+凭证打印内容没有在表格里
https://sto.chanapp.chanjet.com/4a47ecad-3fcd-422b-879b-b2df91606e00/attatchment/2018/01/18/1516238229qcK3.jpg
凭证预览界面的左侧有偏移量,要选择套打模板才能显示:
data:image/png;base64,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
您说得左偏移量没找到调试的地方,是鼠标拉动的吗?
根据打印后的效果调整,如果凭证往左偏,就在预览界面上将左偏移量调小
请问偏移量怎么调试的呢?
这个是打印时选择的非套打模版,请根据使用的套打纸型号,在预览时选择对应的套打模版进行打印,再根据打印后的效果调整偏移量
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