Trên 600.000 thí sinh dự thi đại học môn đầu tiên
Sáng nay, gần 630.000 thí sinh sẽ dự thi đại học môn đầu tiên-môn toán, theo hình thức thi tự luận, với thời gian làm bài là 180 phút.
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