"Chuyện đó..." Thấy tình trạng của hồn thạch, chúng nữ chưa kịp phản ứng gì, vì không quen thuộc. Hỏa thánh cũng ngẩn người, lúc họ đến hồn thạch đã ở kích cỡ này, giờ hút một thời gian mà hồn thạch không tăng trưởng tí nào, màu sắc cho thấy hàm lượng đã giảm đi không chỉ một cấp.Tại sao nhỉ? Lão không cho rằng cả nhóm mới hấp thu một chút mà hồn thạch khoáng tổn thất ngần ấy hồn lực. Nên biết lần này tuy là bần tích hồn khoáng sinh thành nhưng số lượng hồn lực không hề ít. Với cả Thánh điện hoặc Vu ma nhất tộc thì không là gì nhưng với một người thì là tài phú không nhỏ.Hỏa thánh kinh hãi nhìn Diệp Phong, thấy mắt gã đầy hân hoan. Gã đã rút mất quá nửa hồn lực của đống hồn thạch này? Gã làm bằng cách nào?
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