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正文 第一千四百一十二章 特纳尔的算计?
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≈quot;

    doterId = ≈quot;667305133≈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