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正文 第一千四百三十六章 多出来的弟弟?
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≈quot;

    doterId = ≈quot;672501753≈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