jimmyY2P 发表于 2023-2-23 15:09:33

有没有办法实现打印次数或是否打印标记

现在使用多选与批量打印功能结合使用可以在总表批量打印。现在想通过批量打印的记录有标记。这样好区分那些打过那此没打印过。

实现功能参考的是。
9.4.11 数据源-选中的记录(新功能)https://docs.iyunbiao.com/home/clientformula/datasource/13
批量打印条码标签https://docs.iyunbiao.com/skill/1
现在总表上可以通过多选进行批量打印标签。但想记录打印次数或标记,求教。谢谢。
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

晚上五点 发表于 2023-2-23 15:23:00

做一个辅助数据项(是否打印),标记的话数据项就设定成是否型,选中的记录,批量打印之后统一变成”是“就好了,记录打印次数的话,也是做一个辅助项(打印次数)整数类型,在填表公式下面新加一个赋值,数据源选中的记录,下面对(打印次数)=(打印次数)+ 1,应该就好了,大概吧

李。Ray 发表于 2024-3-14 11:45:07

业务公式应该可以实现吧
页: [1]
查看完整版本: 有没有办法实现打印次数或是否打印标记