Chương 3226 “Có thể dùng tu vi tiên thiên sơ kỳ phát động đòn tấn công sánh ngang với tiên thiên hậu kỳ. Ôn Thắng Nam, chỉ dựa vào điều này, cô đã có thể lấy làm kiêu ngạo trong các thiên tài ở sao Ly rồi!”. Nhưng chỉ chốc lát sau, giọng điệu của ông ta bỗng thay đổi, vẻ mặt cũng trở nên lạnh lùng hơn: “Chỉ đáng tiếc, cô vẫn còn quá yếu!”.
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