顶点小说 > 科幻小说 > 星空之上 >第一百四十章 唯一答案
    

    window.enContent = "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"
                        window.cuChapterId = "683812782"
                        window.fkp = "d2luZG93Lm9ua2V5Zm9jdXMoIkMyVFpNcmFObTBSU0Z5NTlkdzJCcEY0RllUUjZUdG1YWU5kQ0FMWjU3cVY5ZW5kb1VxRTliZ3FjYTdVck1tdXc0TXFoVDBFVklxVXVNOHRCZmY5NmYwK25uQ3ZLaU9qTHI5bGhFWDRBcW91Q0V1cCtBYnpCRkIrRktJMmVhL0xMZlMrL3ZlM3VMYTdlR0ZxV3Y5Q0xHRzg4ZldCcDBMQ0ljNXQ1cnp1a1NEUXdKczEyak9VYzMyZ3UydUNtM1NiOE0wbWtQSkY3SjJZQk82azVYTWlUMFNIbXFPVXpXSDVYTFI3eHR0QlArQms9IiwgMTYzNTc1NzQyMSk="
                        window.fEnS = "1"
                        var el = document.querySelector("#enContentLoader")
                        el.parentNode.removeChild(el)