Trầm ngâm một lát, Diệc Nguyệt Qua lại quét nhìn những ngôi mộ xung quanh một vòng rồi nói: "Có lẽ chỉ có một cách!""Cách nào?" Trong lòng Ninh Hoàn Chân vừa động, chỉ cần có hi vọng là tốt rồi."Khó khăn là Bát Môn chính thập phương của Kiếm Trận này. Bát Môn gồm hưu, sinh, thương, đỗ, cảnh, tử, kinh, khai; thập phương gồm thiên, địa, đông, tây, nam, bắc, sinh, tử, quá khứ, vi lai. Ta suy tính một chút thì phát hiện trong Bát Môn thì tử môn cùng với tử vị của thập phương lại trùng hợp nhau. Phương pháp phá giải Kiếm Trận có ghi: tử đến cực chí thì đến sinh. Nếu không sai thì hướng tới tử môn là có thể tới chỗ truyền thừa."Nói tới đây, trên mặt Diệc Nguyệt Qua lại lộ ra thần sắc chần chờ, trầm giọng nói: "Nhưng nếu là sai lầm, phương vị hỗn loạn, rốt cục sẽ không bao giờ tìm thấy đường ra."Tiếng nói vừa dứt, nàng đã thấy Ninh Hoàn Chân ngẩng đầu lên, ánh mắt yên lặng nhìn chính mình. Sắc mặt Diệc Nguyệt Qua có chút đỏ lên. Cho dù là ý chí nhiều năm được trui rèn cũng không thể ức chế được.
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
Bình luận
Sắp xếp