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酸的甜(uid:91447)
职业资格认证:FCA-FineReport
  • 界面可以折叠,但是导出excel后,就不能折叠了,有什么解决方法或者有什么更好的建议,可不可以自己做一个折叠的模板,然后导出excel的时候按照自己模板导出?
  • 116090怎么求‘当月’、累计到当月的数据
  • 填报数据校验,b3 in ('框架合同','单价合同') ,k3=0,b3=总价合同,K3>0,检验提示信息:框架合同、单价合同的总金额为0,总价合同的金额大于0,怎么写
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sqlserver,我设置了参数b.FPeriodNumber='${月}',出来的参数值是7、5、6,我想要的效果是1、2、3......12

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