Tỷ lệ ủng hộ Tổng thống Mỹ tăng bất chấp cuộc điều tra luận tội
Theo Tân Hoa xã, kết quả cuộc thăm dò dư luận do Hill-HarrisX tiến hành được công bố ngày 2/10 cho thấy tỷ lệ ủng hộ Tổng thống Mỹ Donald Trump đã tăng lên 49%, đánh dấu mức cao nhất trong năm nay.
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