Cái này là kết quả sau khi hắn mua một vài bản nghiên cứu chép tay của các Luyện Đan Sư, nếu là ở trước đây, hắn đoán chừng mình phân biệt không ra Linh Dược tài liệu sẽ đạt tới nhiều hơn phân nửa. Hơn nữa theo hắn cảm giác được muốn luyện chế viên Thái Hư Chân Đan này, đan mạch cần vận dụng đến cũng sẽ rất nhiều, trong đó đại bộ phận đan mạch là phải cần tự mình hợp thành.Vượt qua Tần Phàm đoán trước nhất chính là, người luyện chế Thái Hư Chân Đan này, kỹ thuật luyện đan còn muốn vượt xa Tần Phàm hiện tại, trong đó tựa hồ ẩn ẩn sử dụng một ít đan mạch đơn thuần mà không sử dụng thủ pháp luyện chế tài liệu, loại thủ pháp này, chính là tiếp cận cảnh giới Luyện Đan thuật cao nhất của Tân Thế Giới!Dùng Thiên Địa Vi Lô, đó chính là cảnh giới cao nhất của Luyện Đan Sư trong điển tịch miêu tả rồi!
Chương này chỉ có thể đọc trên ứng dụng di động
Để có trải nghiệm đọc truyện tốt nhất, vui lòng tải xuống ứng dụng của
chúng tôi để tiếp tục đọc chương này cùng với nhiều tính năng độc quyền khác.
Chương này chỉ có thể đọc trên ứng dụng di động
Để có trải nghiệm đọc truyện tốt nhất, vui lòng tải xuống ứng dụng của
chúng tôi để tiếp tục đọc chương này cùng với nhiều tính năng độc quyền khác.
Tải ứng dụng ngay
Tải xuống trên App Store
Tải xuống cho Android
* Ứng dụng miễn phí, nhiều tính năng hấp dẫn
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