Một chiêu quét rác đơn giản nhất của thần tăng Thiếu Lâm có thể móc tim của hắc hổ. Đối mặt với Lệnh Hồ Xung vừa học được Độc Cô Cửu Kiếm, ai thắng ai bại. Dường như điều này căn bản không cần thảo luận. Võ công luyện tập đến cực hạn, dù sao đi nữa cũng chỉ là quá trình trở về bản chất ngọc thực sự của mình.Ma pháp thì sao? Ma pháp có phải cũng giống như thế hay không? Nếu quả thật chính là như vậy, Mạnh Hàn hoàn toàn có thể chăm chú vào ma pháp cơ sở, tạm thời không cần cân nhắc tới ma pháp cao cấp hơn. Đương nhiên, điều này chỉ hạn chế trong thời điểm trên tay hắn không có ma pháp cao cấp hơn.
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