magiker 发表于 2022-8-18 13:22

求助函数表达方式

data:image/png;base64,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

哥儿- 发表于 2022-8-18 14:42

显示要放在哪里?你看下是你要的吗

magiker 发表于 2022-8-18 16:20

哥儿- 发表于 2022-8-18 14:42
显示要放在哪里?你看下是你要的吗

谢谢哦,是这样的
页: [1]
查看完整版本: 求助函数表达方式