Kerber và Bartoli vào chung kết GDF Suez mở rộng
(VnExpress) - Hạt giống số hai Marion Bartoli và “ngựa ô” Angelique Kerber đều chiến thắng trong loạt đánh sáng chủ nhật và giành quyền tranh chức vô địch.
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