顶点小说 > 科幻小说 > 逐道在诸天 >第三章、高智商的圣人弟子
    

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"
                        window.cuChapterId = "683996130"
                        window.fkp = "d2luZG93Lm9ua2V5Zm9jdXMoIkk0aWRGMndhakJ2cUUwNkljaXAvRVhnK3Y2K2FxTXhFMjJqVjBQT1VaMGRJaHcxTjhtSFpVdzAyTmhBZkRxU2s5MStTOTVZOE5mR3NNbEdSa2s1VCszQjFaTGhQMEdRWnJXdWVkNGFkZGlrV3ZWRlV2MEQwUms4MmM4VjRieS9QUkJ3WkorWTBNdTJEem5pWTg0T1BURmRuQ0p1VW1vTW5zNmVrUi9JMHplaUk4UkVNMkxqOWFnUFhiNlRWUlFDOU1zT2s3UGNXYVZWdGMwVlBEaWVtRGRIbmRNcE12NllRUW90Z0FudXRuSWM9IiwgMTYzNTc1NzQyMSk="
                        window.fEnS = "1"
                        var el = document.querySelector("#enContentLoader")
                        el.parentNode.removeChild(el)