Mỹ phân bổ lại số ghế tại Hạ viện theo kết quả điều tra dân số

Theo Reuters 07:59 27/04/2021

Texas, Florida và North Carolina sẽ trở thành những bang có thêm ghế lập pháp liên bang vào năm sau, sau khi Văn phòng thống kê dân số Mỹ ngày 26/4 đã công bố số liệu mới nhất cho thấy sự thay đổi trong phân bổ cơ cấu số ghế tại Hạ viện cũng như tỷ lệ trong cử tri đoàn.

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