会计科目中上级上科如何就能把1到3级的都提现出来
会计科目中上级上科如何就能把1到3级的都提现出来记录清楚上级科目后,在数据表管理里面设置:树形显示(自我繁殖)
详细具体描述一下需求吧?上传个图片会更好哦! 张惠转 发表于 2021-5-31 20:01
会计科目中上级上科如何就能把1到3级的都提现出来
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就是这个里面的的上级科目怎么就直接显示1到3级了,
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