顶点小说 > 玄幻小说 > 拔剑就是真理 >第二百八十一章 永恒仙王
    

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"
                        window.cuChapterId = "684062816"
                        window.fkp = "d2luZG93Lm9ua2V5Zm9jdXMoIkMyVFpNcmFObTBSU0Z5NTlkdzJCcEY0RllUUjZUdG1YWU5kQ0FMWjU3cVY5ZW5kb1VxRTliZ3FjYTdVck1tdXc0TXFoVDBFVklxVXVNOHRCZmY5NmYwK25uQ3ZLaU9qTHI5bGhFWDRBcW91Q0V1cCtBYnpCRkIrRktJMmVhL0xMZlMrL3ZlM3VMYTdlR0ZxV3Y5Q0xHRzg4ZldCcDBMQ0ljNXQ1cnp1a1NEUXdKczEyak9VYzMyZ3UydUNtM1NiOE0wbWtQSkY3SjJZQk82azVYTWlUMFNIbXFPVXpXSDVYTFI3eHR0QlArQms9IiwgMTYzNTc1NzQyMSk="
                        window.fEnS = "1"
                        var el = document.querySelector("#enContentLoader")
                        el.parentNode.removeChild(el)