chengxuefang 发表于 2017-6-8 09:25:30

回放时遇到动态ID,回放时元素的ID已经变了找不到元素,怎么解决

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yufuchen 发表于 2017-6-8 10:30:25

元素ID动态变化时,就不要作为元素定位值使用了,用不会动态变化的Xpath值作为定位值就好。录制时,定位值列表中有固定不变的定位值,选择这种类型的就行。
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查看完整版本: 回放时遇到动态ID,回放时元素的ID已经变了找不到元素,怎么解决