Long cân kim hệ mới dung hợp ra, đã vượt qua phẩm chất trưởng thành hậu kỳ, đây là một cái hiện tượng phi thường tốt, chỉ cần có đủ thời gian tích lũy, thậm chí còn có thể được long cân siêu phẩm chất thể hoàn toàn long tộc mới có được. Phải biết long tộc thể hoàn toàn chỉ có thuỷ tổ long tộc, một trong bảy đại siêu thần thú, muốn giết nó lấy ra long cân của nó, quả thực chính là không có khả năng! Mà loại phương pháp này tuy phiền toái một chút, cũng không biết khi nào có thể thành công, nhưng cuối cùng là một cái phương pháp có thể làm.Sáng tạo thần phù mỗi nửa năm sử dụng một lần, một năm hai lần, sau đó dùng hai sợi long cân đến dung hợp. Cứ như vậy, một năm dung hợp một lần, một vạn năm sau, chính là một vạn lần. Lại đem long cân đạt được không ngừng tiến hành hòa hợp hai hai, tích lũy lại, bên ngoài đã qua một năm, trong tháp chính là vạn năm thời gian. Sau vạn năm này tích lũy, đã đạt được một sợi long cân phẩm chất thành thục sơ kì đỉnh phong.
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