CZT李国红 发表于 2018-6-14 23:05:21

票据通大小写金额如何关联票据通专业版,大小写金额如何设置关联

在用友畅捷通T3财务软件的用友T3初始化模块中碰到如下 问题,票据通大小写金额如何关联,详细问题描述如下:
票据通专业版,大小写金额如何设置关联

CZT李国红 发表于 2018-6-15 00:31:41

谢谢

CZT李国红 发表于 2018-6-15 01:26:50

已解决,谢谢

用友软件苏娜 发表于 2018-6-15 02:47:18

编辑票据模板中,首先点击大写金额这个部件,右侧的属性里,将这个部件设置一个名词比如叫做 金额大写,然后点击明细金额这个部件,右侧属性里有个自定义公式,在这里输入大写金额部件的名称,即输入 金额大写,然后保存模板
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

月饼勋章 发表于 2018-6-15 03:00:47

您好!稍等一下,我问一下票据通的同事
页: [1]
查看完整版本: 票据通大小写金额如何关联票据通专业版,大小写金额如何设置关联