Nadal kết thúc năm ở ngôi số 1 cùng khoản tiền “khủng”
Giành chiến thắng 7-6, 7-6 trước Stanislas Wawrinka ở lượt trận thứ 2 giải ATP World Tour Finals, Rafael Nadal đã kết thúc năm 2013 ở ngôi vị số 1 thế giới...
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