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Nhạc Trọng xem xét rất nhiều chức nghiệp hệ chiến đấu, cảm giác đều so kém kỹ năng của chức nghiệp binh sĩ. Thao tác súng ống có thể làm cho súng ngắn gai độc của hắn phát ra uy lực lớn hơn nhiều. Hơn nữa so sánh với thế giới ma huyễn, chiến sĩ, thuật sĩ, pháp sư mà nói thì chức nghiệp này sống sót trong thế giới hiện tại còn tốt hơn nhiều lắm.Tốc độ thi pháp của pháp sư quá chậm, còn chưa đợi bọn họ hoàn thành thi pháp thì bị người ta chém giết. Về phần năng lực chận chiến của chiến sĩ trên binh sĩ đấy. Nhưng mà chỉ cần một phát đạn là giải quyết được.- Ồ đây là!Nhạc Trọng đọc tới tờ thứ hai trông thấy một chức nghiệp có hào quang màu đen chớp động, hắn điểm ngón tay lên một cái, chợt xuất hiện một chức nghiệp ẩn giấu trong hào quang tối đen.

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