Gra 发表于 2018-11-27 14:25:53

参数传递

我传一个参数 后结果并没有筛选,感觉是赋值了,理论上我输入这一个条件 应该只有一笔数据,请协助


juebao 发表于 2018-11-27 17:31:01

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**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Gra 发表于 2018-11-27 17:54:26

已解决还是感谢你

KearneyKang 发表于 2018-11-28 09:45:36

感谢楼上的热心回答,奖励500金币:)
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