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