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
yang3396789(uid:57743)
职业资格认证:尚未取得认证
  • 请问一下,可不可以实现提交以后自动打印的功能。 点击“提交”按钮后,自动弹出打印对话框,然后可以自行选择是否打印。 多谢!!!!!
  • 379813798237983 从SHEET2和SHEET3取到SHEET1的数据为什么不能和SHEET1的“门诊类别”和“科室”对应上。SHEET1,2,3的表的结构是一样的。求大神解答。 SHEET1的补偿金额要等于SHEET2+SHEET3。
  • 如果是急诊则显示为 人数*3,如果是普通,则为人数*2 如果是副高专家则为 人数*8,这个怎么实现?求大神,我用IF,只能显示一条。 IF(C4,'普通',E4*3),这样只有普通能显示,其他的都显示不了!
  • 在ORACLE数据库里面的字段存的是的类型,怎么样能提取这样的数据?请详细一点,谢谢!
  • 这个填报表里面如果选择“是”插入蓝色框里面的值,选择“否”插入红色框里面的值,这个怎么实现??
  • 现在要把SQL查询出来的数据用总费用除以总人次,但是总人次不在报表上面体现出来,这个怎么实现?请各位大神帮忙看看!
  • 将后面的床位数与前面的科室对应起来,床位数是个固定值! 麻烦大神解决一下! data:image/png;base64,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
  • 本帖最后由 yang3396789 于 2015-10-22 23:00 编辑 咨询各位大神个问题,data:image/png;base64,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如果选择“是”,则后面的手术名称可以填写内容,如果选择“否”,则“手术名称”不可以填写(或者不显示),这个怎么实现,请各位大神支招!!谢谢
  • 报表上的超级链接和图形不能点击了。
  • 从A表取部分数据插入到B表中的填报报表制作这个要怎么实现啊? 23311图片中红色方框的取A表里面的数据然后在合并其他的单元格的数据一起插入到B表中, 红色方框中的内容输入住院号就其他的单元格就可以自动相应的填写上对应的信息。 麻烦各位大神了!

21

18

21

10

个人成就
内容被浏览14,175
加入社区9年318天
返回顶部