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第123章 年份下的真相

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";window.cuChapterId="52573979575557670";window.fkp="d2luZG93Lm9ua2V5Zm9jdXMoIkRRQWNwR3VJSTdMb1lYSlNnR3NQZVMxN2R0VUh0MVJoOTh5R1B3ZThaWXBKMDJ1K3ZPbzNpd1FYSjZPdFVFUUpWN01Edks4VWFRRHAvS29hWnF1UUpNdkhEWVlPNmFLQWVhNHRkUURiVFY4cmNqWjZ4Sy9vYTl4a1hiRjZ6czN3IiwgMTYzMjI3OTEyMyk=";varel=document.querySelector("#enContentLoader");el.parentNode.removeChild(el);