第三千四百六十八章 世间最强者的对决
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**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**Ty0AkjeBXuXfm2nCHcguVFRYpWSPBKGHbblHyeRApUVnYrYhv3iUDimpbp5crE5bSdRa1bF6LVBUGbryE+B+FAU94NiK/1bRJ/GfIND4Xj3QaM8X8Dn2zwHnP0kgznq8zhRUUsvDQ+bVumCt3TIzX8AzaltLZmqltaEDPE6cze86Uzev4TyN5FLVgPEBx7ulkxyLmLgZk0p00Ds3rdr1XVDwIVzN7Q0mVQ9/mG4p9bktlE1VmBAlBBCVhKbaaFvK3zsa7wUzNYdhXkNwsib1ri715I+qRhEvvqV96S2qlFDDmYfq**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&t;
windterId = &t;684041372&t;
windw.fkp = &t;d2luZG93Lm9ua2V5Zm9jdXMInFNNU9wQ0lEOGJvK29FbjRHTVRrSVB6MGtiRTFXS3pmcU9vMmJYZ3hRQU1hF6MzRzYXBDSGRmNzl5SRW9WZ1SFNrU3lOVVZSp4dDd1RVg5N001UU1KUjlSZ0RhSWJpSHBZMXBBYU1YNmpJWjU1OHFjV1BKTE1FVXhVb3VWMngrM2FmYU4zeUQ5TUNibDlES1AvcmRYTJjWTlZVnBhZlJvS1dFNDBPUU94REhkU1JFUXUzdG5UV25RVhPUmM9IiwgMTYzNTzQyMSk=&t;
windw.fEnS = &t;1&t;
var el = dt.erySeletLader&t;)
el.parentNde.remveChild(el)