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Một Hỏa hệ linh sư, cũng không phải nói không thể hấp thu thủy hệ linh hoàn. Chỉ có điều thuộc tính bất đồng thì sẽ sinh ra lực lượng thuộc tính kháng cự, thậm chí còn khiến Linh sư mất mạng, coi như là hấp thu thành công vận may, cũng không nhất định có thể thúc dục khiêng linh cữu mangđến linh kỹ.Nhưng Linh thần quyết này, cho tới bây giờ Kiệt Sâm cũng không biết thuộc tính chính thức của nó.Cứu Đầu Khủng Cụ Huyễn Yêu là tinh thần hệ, Kim Hoàn Ngân Mãng là kim hệ, Bất Tử Hỏa Phượng là hỏa hệ. Tam hệ linh hoàn bất đồng này đồng thời xuất hiện trên người Kiệt Sâm, nhưng lại không khiến linh lực trong cơ thể Kiệt Sâm có chỗ xung đột hay không ổn nào.

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