Lời tiên tri về nhiệm kỳ của Tổng thống Mỹ Trump sắp ứng nghiệm?
Việc các chuyên gia đang phân tích khả năng ông Trump có thể bị luận tội làm nhiều người nhớ đến tiên đoán của giáo sư Allan Lichtman về việc này.
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
Theo VOV