Từ Rome Masters đến Roland Garros: Tham vọng của Djokovic
Cập nhật: 05:46 22/05/2014 GMT+7
(SGGP) - Chiến thắng ngược dòng với điểm số 4/6, 6/3, 6/3 ở trong trận chung kết Rome Masters chính là trận thắng thứ 4 liên tiếp của Novak Djokovic trước Rafael Nadal, nhưng cũng mới chỉ là trận thắng thứ 4 trên mặt sân đất nện của tay vợt người Serbia trước tay vợt số 1 thế giới.
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