Ba môn cơ sở Thần thông thuật, tuy không quá phức tạp nhưng Diệp Phong không luyện bí pháp về Vu võ, sau mấy ngày nghiền ngẫm mới từ cơ sở tuần hoàn nguyên nguyên lực của bản thân nắm được sơ sơ.Hiện tại gã là tam giai võ sư, nếu dung hợp thể kỹ với nguyên lực sẽ ngang với ngũ giai, lục giai võ sư, còn khi thi triển Thần thông thuật thì dù thất giai điên phong võ sư cũng không phải đối thủ. Hiện tại gã dù không ỷ trượng vào Tru Thần cung, từ võ tông trở xuống hiếm có địch thủ.Còn về võ tông, tuy gã hiểu rất ít nhưng tình cảnh Thương Ẩn dùng khí thế áp bức Bạch Thủy Nham còn rờ rỡ trước mắt khiến gã rùng mình. Gã tự nhận dù mình dốc toàn lực thì đối phương cũng dễ dàng đánh thành trọng thương.
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