顶点小说 > 网游小说 > 次元法典 >第三千零九十三章 最终奥义!(木头椅子坐的本喵屁股疼)

第三千零九十三章 最终奥义!(木头椅子坐的本喵屁股疼)

    

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"
                        window.cuChapterId = "683931823"
                        window.fkp = "d2luZG93Lm9ua2V5Zm9jdXMoIkk0aWRGMndhakJ2cUUwNkljaXAvRVhnK3Y2K2FxTXhFMjJqVjBQT1VaMGRJaHcxTjhtSFpVdzAyTmhBZkRxU2s5MStTOTVZOE5mR3NNbEdSa2s1VCszQjFaTGhQMEdRWnJXdWVkNGFkZGlrV3ZWRlV2MEQwUms4MmM4VjRieS9QUkJ3WkorWTBNdTJEem5pWTg0T1BURmRuQ0p1VW1vTW5zNmVrUi9JMHplaUk4UkVNMkxqOWFnUFhiNlRWUlFDOU1zT2s3UGNXYVZWdGMwVlBEaWVtRGRIbmRNcE12NllRUW90Z0FudXRuSWM9IiwgMTYzNTc1NzQyMSk="
                        window.fEnS = "1"
                        var el = document.querySelector("#enContentLoader")
                        el.parentNode.removeChild(el)