Thời trang của bạn gái Hoàng tử William
Cập nhật: 10:47 10/11/2009 GMT+7
(TPO) - Lọt vào danh sách những ngôi sao mặc đẹp nhất năm 2008 do tạp chí danh tiếng Vanity Fair bình chọn, phong cách thời trang của bạn gái Hoàng tử Anh William, Kate Middleton, đang được giới trẻ xứ sở sương mù đặc biệt quan tâm.
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