• 
  报表填报插入数据库中文乱码问题

  mysql字符集25745 数据决策系统-系统管理25746

  1416个浏览 1个回答 FineReport 2015年08月11日发布
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  已填有内容的下拉框控件转为下拉复选框控件

  已填有内容的下拉框控件转为下拉复选框控件

  795个浏览 1个回答 FineReport 2015年08月10日发布
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  有个折线图，数据是通过url参数传递的，要不同过点击“查询”按钮，自动显示图

  有个折线图，数据是通过url参数传递的，要不同过点击“查询”按钮，自动显示图 2541825419

  1235个浏览 2个回答 FineReport 2015年08月07日发布
• 
  柱状图 显示数据表

  25353 柱状图中，选择了显示数据表，当数据多时，会往上即图内伸展，挡住图。 问题：如何往下即图外伸展

  1687个浏览 1个回答 FineReport 2015年08月05日发布
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  分类轴问题

  有多个年份，假定2011-2014 5个年份，其中2011年份中1月没有数据 问题：当选中2011,2012年，分类轴是按月份分，1月份会跑到最后面，如何解决 252662526525267

  573个浏览 1个回答 FineReport 2015年08月04日发布
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  报表参数控件和报表内容如何自动居中

  第一：参数控件如何居中（多行控件）？ 第二：报表内容如何居中和自适应宽度？（其中报表标题1-5行是冻结的，且设置了重复标题行。不知道对居中有没影响） 第三：图表居中和自适应宽度

  3125个浏览 3个回答 FineReport 2015年07月17日发布
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  参数面板有下拉框，其值如{A,B,C,D}，选择后，如何将值显示在单元格中，如选A，相...

  求教，参数面板有下拉框，其值如{A,B,C,D}，选择后，如何将值显示在单元格中，如选A，相应单元格自动填写A

  1363个浏览 5个回答 FineReport 2015年07月15日发布
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  4参数图表制作

  需求：可分析上一年和今年的产品数量的分析结果，也可按季、按月分析产品数量的趋势情况。 需求上说是上年和今年做参数，实际上还加上镇乡街道。趋势图感觉简单（不考虑）。 年份：2012,2013,2014 月份：1,2,3、、、12 镇乡街道：差不多15个 =$col：根据选择相应值后显示 24562 下图自己做的案例 年份：2012 月份：1,2,3、、、12 镇乡街道：丹东 $col:羊存栏 24564 24563 发这个问题主要是因为参数较多，本人刚学，无法准确用图表表达需求，想朋友们帮忙，如何制作这种图表！

  955个浏览 2个回答 FineReport 2015年07月16日发布
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  页面浏览时如何通过选择字段来屏蔽相应内容

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 浏览器中选择相应字段，如上图中的序号、名称等字段，选择后相应字段内容隐藏！ 请教，如何设置！！！

  1070个浏览 15个回答 FineReport 2015年07月13日发布

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