Dương Thiên Vấn xem xem yêu đan cùng đan phương trên quầy hàng, làm tính toán, thời đại khác nhau, Dương Thiên Vấn so với bất luận kẻ nào hiểu biết chỗ tốt cùng chỗ xấu của thời đại tiến bộ ơn, có thể khẳng định là, lời nữ chủ nói không sai, trên Đan Khí Mật Giải ghi lại một ít đan phương khẳng định có không thích hợp, phải đổi mới, chẳng qua cũng may, trong Đan Đạo Thiên Đan Khí Mật Giải ghi lại, một ít đan phương trong đó đều là một ít mật phương cùng phương pháp luyện chế tiên đan thần đan cấp tuyệt thế, chỉ để cho hậu nhân tham khảo, nó thật sự lợi hại vẫn là đan lí!
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