Bầu cử Australia: Công đảng vẫn được cử tri ủng hộ cao hơn liên đảng

(TTXVN/Vietnam+) 08:24 19/04/2022

Cuộc thăm dò dư luận mới nhất do nhật báo The Australian thực hiện sau 1 tuần diễn ra chiến dịch tranh cử cho cuộc bầu cử liên bang sắp tới tại Australia cho thấy Công đảng tiếp tục nhận được tỷ lệ cử tri ủng hộ cao hơn liên đảng Tư Do-Quốc gia, nhưng tỷ lệ hài lòng của cử tri đối với lãnh đạo Công đảng lại sụt giảm mạnh.

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