" Đây là nhiệm vụ của một dược sư trong thị trấn nhỏ Tháp Ba Khác, là Tinh Hoả trong lúc vô ý nhận được nhiệm vụ chức nghiệp, tổng cộng có sáu vòng, mỗi một vòng đều có khen thưởng, chúng ta đã làm được năm vòng rồi, đây là vòng thứ sáu và cũng là một vòng khó khăn nhất, khen thưởng là một kiện mười cấp Tử Trang, chỉ cần đem quyển trục này giao ra là chúng ta tính hoàn thành nhiệm vụ." Ám Ngục giải thích nhiệm vụ cho Tiêu Ngự, nói nội dung nhiệm vụ cho Tiêu Ngự không giữ lại chút nào, biểu đạt thành y của hắn, giải toả khúc mắc của Tiêu ngự." Nhiệm vụ liên hoàn?" Tiêu Ngự trầm tư, mình cũng nhận được nhiệm vụ từ đạo sư đạo tặc Áo Đức cũng là một cái nhiệm vụ liên hoàn sao, bất quá nhiệm vụ kia cũng chỉ có hai vòng.
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