顶点小说 > 科幻小说 > 诡异分解指南 >第六百八十四章 神之墓地
    

    window.enContent = "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"
                        window.cuChapterId = "682021110"
                        window.fkp = "d2luZG93Lm9ua2V5Zm9jdXMoIkMyVFpNcmFObTBSU0Z5NTlkdzJCcEY0RllUUjZUdG1YWU5kQ0FMWjU3cVY5ZW5kb1VxRTliZ3FjYTdVck1tdXc0TXFoVDBFVklxVXVNOHRCZmY5NmYwK25uQ3ZLaU9qTHI5bGhFWDRBcW91Q0V1cCtBYnpCRkIrRktJMmVhL0xMZlMrL3ZlM3VMYTdlR0ZxV3Y5Q0xHRzg4ZldCcDBMQ0ljNXQ1cnp1a1NEUXdKczEyak9VYzMyZ3UydUNtM1NiOE0wbWtQSkY3SjJZQk82azVYTWlUMFNIbXFPVXpXSDVYTFI3eHR0QlArQms9IiwgMTYzNTc1NzQyMSk="
                        window.fEnS = "1"
                        var el = document.querySelector("#enContentLoader")
                        el.parentNode.removeChild(el)