Phân tích dữ liệu điểm thi 63 tỉnh thành, soi nghi can tiêu cực

Theo VIETNAM+ 10:45 20/07/2018

Tiến sỹ Lê Trường Tùng, Chủ tịch Hội đồng quản trị đại học FPT vừa công bố kết luận phân tích toàn bộ dữ liệu điểm thi Trung học phổ thông quốc gia 2018 của gần một triệu thí sinh trên cả nước. Kết quả phân tích đã cho thấy sự bất thường trong điểm thi của các địa phương.

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