PARIS, Nov. 23 -- French tennis captain Yannick Noah has surprisingly chosen Richard Gasquet to partner with Pierre-Hugues Herbert for the Davis Cup final against Belgium this weekend.
Herbert won the 2017 US Open and the 2016 Wimbledon doubles title with Nicolas Mahut, but the pair was not preferred by Noah this time. Instead, Herbert and Gasquet will make their debut as doubles partners in the final.
Noah, for his part, says "there is a first time for everything."
Noah also recruited singles players Jo-Wilfried Tsonga and Lucas Pouille for the squad, with veteran Julien Benneteau as a reserve.
Following Thursday's drawing ceremony, the two sides will kick off the finale on Friday as Pouille is set to face top-ranked Belgian David Goffin.
Goffin, world No. 7 and last week's finalist at the ATP Finals in London, has never beaten Pouille in their three previous meetings.
Their opening match will be followed by the contest between Tsonga and Belgium's Steve Darcis.
Up against Gasquet and Herbert in Saturday's doubles will be Ruben Bemelmans and Joris de Loore.
On Sunday, Tsonga will take on Goffin, while Pouille's opponent will be Darcis.
Nine-time winner France will host Belgium at the Stade Pierre-Mauroy in the northern city of Lille, seeking its first title since 2001, after falling short in the 2002, 2010 and 2017 finals.
Clinching its first title is the mission for Belgium after making its second final appearance for the past three years.
GRE argument写作题目提纲(11-20)
GRE写作范文:呼吁孩纸阅读
GRE issue写作范文:选择少之又少
GRE与SAT写作对比分析
GRE满分作文六大备考经验
GRE作文分类模板:调查类
GRE issue和argument字数要求
准备多久GRE作文才能得高分?
GRE issue写作经典论据总结(6)
GRE写作备考辅导及全面介绍
GRE写作Issue和Argument哪个更难?
GRE写作精华句型+模板
GRE作文备考资料:内在驱动和外在刺激
如何根本性质地提高提高GRE写作水平?
做到四点你的GRE作文不再雷同
GRE issue写作经典论据总结(3)
如何使用GRE写作模板?
GRE作文备考资料:教育的三大目的
GRE issue写作经典论据总结(5)
GRE issue写作范文:政治和生活
GRE写作两大高分建议
GRE写作经典50句(1-25)
GRE argument写作难题破解示例
GRE作文备考资料(7)
GRE issue写作经典论据总结(1)
GRE写作高分句式+黄金句式
GRE写作三大技巧详细解析
GRE写作高频话题:社会类
GRE argument写作题目提纲(8)
GRE写作技巧:issue和argument怎么写?
| 不限 |
| 英语教案 |
| 英语课件 |
| 英语试题 |
| 不限 |
| 不限 |
| 上册 |
| 下册 |
| 不限 |