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touyuan001(uid:70249)
哈????????? 职业资格认证:FCA-FineBI | FCP-报表开发工程师 | FCA-业务分析理论
插件寻找
轨迹图,突然想起这么个插件,找的时候发现只有以下线索了,这个插件就这么失踪了??? https://bbs.fanruan.com/thread-101112-1-1.html
重新布署过已配置外接数据库的工程
一个外接数据库已配置的工程,如果要重新布署的话,这个外接数据库要怎么整。。 因系统原因,需要重新布署工程,但重新布署的工程里面,外接数据库是待配置,启用外接数据库会提示 清除原数据。 有没大神重新布署过已配置外接数据库的工程
地图(新特性)BUG
设计器版本8.0 jar为最新版本 地图(新特性) V8.6.16 组合地图 点地图 + 流向地图 开启监控刷新后,有数据变动,流向线会部分消失(请注意最右边的一条线,北京 至 上海的) 编辑于 2020-9-14 17:43
庆祝我第1111次签到
发个帖子庆祝我第1111次摇一摇{:fange11gif:}
来算下这到底是什么概率
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 这真的是33%????{:fange02gif:} 编辑于 2019-3-29 00:06
显示错误
124269 这个不应该是人数么。。。。
FCRP到手。现在补发一个
补发一个。{:9_319:} 94339
计算指标--------排名
本帖最后由 touyuan001 于 2016-12-1 16:59 编辑 像这种如果我只想要前十的数据就没法哒。 图表里面能不能给个自定义展示的数据项 就跟FR里面一样,例如只展示前十项
Excel导入BUG
{:6_154:}
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