juebao 发表于 2017-9-20 14:51:40

Html5 的多值选择,有没有全选的All

如题:
Html5 的多值选择有个“Reset all” ,取消选择的,但是没看到全选的“All”,这个怎么增加?

KearneyKang 发表于 2017-9-20 16:12:21

您好!
你的意思是多值选择可以,可以同时全部取消,但是没有全选按钮是吧。
这个我现在也不确定可不可以添加这个按钮,要不您把demo发过来,我研究下

juebao 发表于 2017-9-20 18:01:56

本帖最后由 juebao 于 2017-9-20 18:27 编辑

KearneyKang 发表于 2017-9-20 16:12
您好!
你的意思是多值选择可以,可以同时全部取消,但是没有全选按钮是吧。
这个我现在也不确定可不可以 ...
demo不用了吧,就是html5的多选功能,只有全部取消,没有全部选择
直接设个多值的参数就可以看到

还要我看到js里面是有这几个设置的
selectAll: "(select all)",
enterValue: "Enter value",
clearAllOptions: "Reset all",

目前只发现有Reset all,前面两个功能都不知道怎么实现
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

KearneyKang 发表于 2017-9-20 18:46:45

好的,问题知道了。
如果有解决的办法,我会在帖子下把实现思路告诉您

juebao 发表于 2017-9-21 14:03:49

KearneyKang 发表于 2017-9-20 18:46
好的,问题知道了。
如果有解决的办法,我会在帖子下把实现思路告诉您

亲,我已经加了一段js实现了全选的,但是还是不能实现输入搜索的功能,比如,输入1,就过滤1,11出来,然后再选择

麻烦帮忙看下

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

KearneyKang 发表于 2017-9-21 14:39:27

juebao 发表于 2017-9-21 14:03
亲,我已经加了一段js实现了全选的,但是还是不能实现输入搜索的功能,比如,输入1,就过滤1,11出来,然 ...

您好
您的意思是,查询的时候如果您输入一个1他会在所以多值中进行一个筛选把具有关联的都给显示出来,然后供您选择是吧!这个需求,我还没遇到过,具体怎么实现或者能不能实现我这需要研究。

juebao 发表于 2017-9-21 15:18:31

KearneyKang 发表于 2017-9-21 14:39
您好
您的意思是,查询的时候如果您输入一个1他会在所以多值中进行一个筛选把具有关联的都给显示出来, ...

好的,希望尽快,谢谢

KearneyKang 发表于 2017-9-21 17:38:09

好的:)

KearneyKang 发表于 2017-9-21 17:38:15

好的:)
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