Bầu cử Mỹ 2024: Bà Harris có lợi thế tại các bang “chiến địa”

06:12 06/09/2024

Bà Harris được dự đoán sẽ chiến thắng tại các bang Pennsylvania, Wisconsin và Michigan, nơi sẽ giúp bà hội đủ tối thiểu 270 phiếu đại cử tri cần thiết để giành chiến thắng sít sao trước ông Trump.

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