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正文 第一千四百二十八章 离谱的剧情
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≈quot;

    doterId = ≈quot;670845846≈quot;

    dowfkp = ≈quot;d2ZG93L9ua2V5Z9jdXMoInFNNU9wQ0lEOGJvK29FbjRHTVRrSVB6MGtiRTFXS3pcU9vMJYZ3hRQU1hF6MzRzYXBDSGRNzl5SRW9WZ1SFNrU3lOVVZSp4dDd1RVg5N001UU1KUjlSZ0RhSWJpSHBZMXBBYU1YNpJWjU1OHFjV1BKTE1FVXhVb3VWMngrM2FYU4zeUQ5TUNibDlES1AvRYTJjWTlZVnBhZlJvS1dFNDBPUU94REhkU1JFUXUzdG5UV25RVhPUM9IiwgMTYzNTzQyMSk=≈quot;

    dowfEnS = ≈quot;1≈quot;

    var el = dotquerySeletLoader≈quot;)

    elparentNodereoveChild(el)

    ≈lt;/script≈gt; w ,请牢记:,免费最快更新无防盗无防盗