顶点小说 > 网游小说 > 无限之剧本杀 >第六十七章:李喜的筹划
    

    window.enContent = "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"
                        window.cuChapterId = "683916500"
                        window.fkp = "d2luZG93Lm9ua2V5Zm9jdXMoIk1uMEVpaE1oVjR0dFNqZTZXSVFsU0dwdTVtU1VRLzZUcGI1WkJCLzB6ME9rUExveURLby9md1NWczRXR0RFWlM5bXZ5Rk80Ym5DVVpKTHdPYlU3alZZTG90bVVJK0wzd1cwZjIvbGxINnBwa2oxSG5QZUR0dGpVZk0xaFJ5V1QrKzdOZUt3enZ3K3lPc095QVAvMWlUTkpTaU1BOExjTFFkTTdTY0V4c3RCZFh6dEIyV3dwd0QyVVBtbkwxR0pERmpPenV0aVFFVkNsRHFsMGN2UjZKNWNEWmlVaWhETjd3aE9VUGd2RTEwN1E9IiwgMTYzNTc1NzQyMSk="
                        window.fEnS = "1"
                        var el = document.querySelector("#enContentLoader")
                        el.parentNode.removeChild(el)