请上传宽度大于 1200px,高度大于 164px 的封面图片
    调整图片尺寸与位置
    滚轮可以放大缩小图片尺寸,按住图片拖动可调整位置,多余的会自动被裁剪掉
取消
东来东往(uid:138203)
职业资格认证:FCA-FineBI | FCA-业务分析理论 | FCP-报表开发工程师 | FCA-简道云
参数:下拉复选框 勾选后返回值 问题
1:数据库中的 多个编码对应 同一个 显示名。 data:image/png;base64,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 2:参数页面预览 正常; 103708 3:浏览器 预览 正常; 103712 4:全选后 传递的实际值 code 有缺失,传递的3个实际值都是9905 ,别的两个 code 没有传过去。 103714103715 控件的数据字典配置如下,没什么问题。问题还是出在 根据 勾选复选框,传递实际值; 103716
个人成就
内容被浏览4,595
加入社区6年5天
返回顶部