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正文 第一千四百四十七章 巧合?
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≈quot;

    doterId = ≈quot;674763426≈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