Hai nguyên tố thể càng đánh càng hăng, bọn chúng sử dụng âm dương dung hợp nên tiêu hao ma lực ít hơn Ám Diễm Hỏa Ma lãnh chủ rất nhiều, hơn nữa hai bên đều được tăng phúc bởi môi trường hỏa nguyên tố xung quanh. Trừ phi chịu một kích mà bại, nếu không hai nguyên tố thể này vẫn có thể tiếp tục chiến đấu.Rốt cuộc, Ám Diễm Hỏa Ma lãnh chủ cũng đã không nhịn được nữa, nó biết nếu tiếp tục như thế, sợ rằng mình còn chưa tìm được Cơ Động thì đã phải chịu cảnh tiêu hao ma lực mà thất bại.
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