顶点小说 > 修真小说 > 妖女哪里逃 >第七四六章 给你这个机会
    

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"
                        window.cuChapterId = "683778088"
                        window.fkp = "d2luZG93Lm9ua2V5Zm9jdXMoIkMyVFpNcmFObTBSU0Z5NTlkdzJCcEY0RllUUjZUdG1YWU5kQ0FMWjU3cVY5ZW5kb1VxRTliZ3FjYTdVck1tdXc0TXFoVDBFVklxVXVNOHRCZmY5NmYwK25uQ3ZLaU9qTHI5bGhFWDRBcW91Q0V1cCtBYnpCRkIrRktJMmVhL0xMZlMrL3ZlM3VMYTdlR0ZxV3Y5Q0xHRzg4ZldCcDBMQ0ljNXQ1cnp1a1NEUXdKczEyak9VYzMyZ3UydUNtM1NiOE0wbWtQSkY3SjJZQk82azVYTWlUMFNIbXFPVXpXSDVYTFI3eHR0QlArQms9IiwgMTYzNTc1NzQyMSk="
                        window.fEnS = "1"
                        var el = document.querySelector("#enContentLoader")
                        el.parentNode.removeChild(el)