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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