关于ionic中会用verflow-x:scroll失效的问题
data:image/png;base64,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外面用了ion-scroll,红框让他可以左右拖动,用了oveflow-x:scroll不管用,要怎么解决?欢迎大神们来骚扰此贴!
给ion-scroll设置宽度,里面元素的宽度大于 ion-scroll宽度就可以滑动
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