Liverpool lại thua tan nát
(VnExpress) - Javier Mascherano dính thẻ đỏ và thất bại 0-2 là kết cục Liverpool phải hứng chịu trong chuyến làm khách đến sân của đội bét bảng Portsmouth.
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