[填报与传统报表]
如何设置下拉列表中数据默认值选中?
1、想要的效果是:两个筛选框联动,当下拉框选择"类型1" ,则列表参数默认勾选其中3个值,选择"类型2",则列表参数默认勾选其他2个值。
但是出现了一种情况,如果选择了"类型2"之后,再选择类型1,列表参数不再是默认勾中的3个值了,请问有办法解决不?
![](data:image/png;base64,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)
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yhdata_lyaa
显示全部楼层
发表于 2024-5-28 11:45:46
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songxuewen
显示全部楼层
发表于 2024-5-28 14:35:27
是的
脚本如下:
if (param["品类"] =='类型1') {
if(first_load) {
品牌.setSelectedObjects(["海","V","东","T","雷"], STRING);
first_load = false
}
}
else if (param["品类"] =='类型2') {
if(KTfirst_load) {
品牌.setSelectedObjects(["海","美","海","格","奥"], STRING);
KTfirst_load = false
}
}
else if (param["品类"] =='类型3') {
if(BXfirst_load) {
品牌.setSelectedObjects(["系","美","海","T","小"], STRING);
BXfirst_load = false
}
} |
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yhdata_lyaa
显示全部楼层
发表于 2024-5-28 14:52:17
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songxuewen
显示全部楼层
发表于 2024-5-28 17:25:50
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yhdata_lyaa
显示全部楼层
发表于 2024-5-28 17:33:45
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