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
lijianbo(uid:70042)
职业资格认证:FCA-FineReport
  • 如图 data:image/png;base64,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 点华东+ 之后,华北向后移动了一位,是怎么回事? data:image/png;base64,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
  • 各位大神 请问决策报表如何添加背景颜色,比如大屏,怎么设置统一背景颜色?谢谢
  • 大神 为什么我在设计器中打开数据决策系统,左边没了目录,怎么回事
  • 请问多层饼图如何联动图表,是否有相关的模板呢,求大神解决,谢谢
  • 各位好! 将帆软集成到我现有的系统后,集成新的web工程(之前有集成过),现在想再添加报表,可是打开之后看不到报表,直接进入了决策系统,是怎么回事?
  • 大神们 我现在的设计器版本为2017.01.15的,想去更新可是一直更新不了,怎么回事?
  • 大神好! 我想做一个周报,然后在模板的标题上显示 “ 上周开始时间:’上周一的日期‘ 上周结束时间:‘’上周日的日期‘”;这怎么弄?
  • 大神,为什么图表不能联动呢,不显示数据 data:image/png;base64,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
  • 各位大神好 为什么设置日期格式之后日期显示不对了? 54425 54426
  • data:image/png;base64,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 为什么是这样子啊 ,我就想要一个报表和一个图表

11

8

11

10

12下一页
个人成就
内容被浏览0
加入社区8年171天
返回顶部