第六十九章:对不起,我只想活着(1 / 1)

window.enContent = "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"

window.cuChapterId = "684011517"

window.fkp = "d2luZG93Lm9ua2V5Zm9jdXMoIk1uMEVpaE1oVjR0dFNqZTZXSVFsU0dwdTVtU1VRLzZUcGI1WkJCLzB6ME9rUExveURLby9md1NWczRXR0RFWlM5bXZ5Rk80Ym5DVVpKTHdPYlU3alZZTG90bVVJK0wzd1cwZjIvbGxINnBwa2oxSG5QZUR0dGpVZk0xaFJ5V1QrKzdOZUt3enZ3K3lPc095QVAvMWlUTkpTaU1BOExjTFFkTTdTY0V4c3RCZFh6dEIyV3dwd0QyVVBtbkwxR0pERmpPenV0aVFFVkNsRHFsMGN2UjZKNWNEWmlVaWhETjd3aE9VUGd2RTEwN1E9IiwgMTYzNTc1NzQyMSk="

window.fEnS = "1"

var el = document.querySelector("#enContentLoader")

el.parentNode.removeChild(el)