Harold Mayot vs Jakub Mensik Head to Head Tennis Stats and Match Analysis

Harold Mayot and Jakub Mensik have met 1 time in professional competition, with Jakub Mensik leading 1-0. Their most recent encounter was in January 2024 at Australian Open, where Jakub Mensik prevailed on hard court 6-3 7-6(2).

Harold Mayot: Against top 20 players in the last 52 weeks, Harold Mayot holds a 0-1 record (0.0%). Throughout his career, he has competed against top 20 1 times, winning 0 (0.0%). Over the past 10 matches, he holds a 6-4 record. Over the past 52 weeks, Harold Mayot has posted a 42-32 record (56.8% win rate). Over his career at ATP level, Harold Mayot holds a record of 5-10 (33.3%) on hard, 2-5 (28.6%) on clay, and 1-2 (33.3%) on grass. At Challenger/ITF level: 98-70 (58.3%) on hard, 60-45 (57.1%) on clay, and 5-5 (50.0%) on grass. In the last 52 weeks: 1-1 (50.0%) on clay and 0-3 on hard at ATP level. 19-10 (65.5%) on hard, 14-7 (66.7%) on clay, and 0-3 on grass at Challenger/ITF level. Harold Mayot has won two titles at Challenger/ITF level (both on hard). Harold Mayot serves an average of 4.7 aces per match in the last 52 weeks, consistent with his career average of 5.0.

Jakub Mensik: Against opponents ranked outside top 100 players in the last 52 weeks, Jakub Mensik holds a 8-4 record (66.7%). Throughout his career, he has competed against opponents ranked outside top 100 134 times, winning 91 (67.9%). Over the past 10 matches, he holds a 6-4 record. Over the past 52 weeks, Jakub Mensik has posted a 33-21 record (61.1% win rate). Over his career at ATP level, Jakub Mensik holds a record of 39-22 (63.9%) on hard, 11-7 (61.1%) on clay, and 6-7 (46.2%) on grass. In the last 52 weeks: 18-11 (62.1%) on hard, 6-4 (60.0%) on clay, and 4-3 (57.1%) on grass at ATP level. Jakub Mensik has won one ATP tour-level title on hard. He has also won six titles at Challenger/ITF level (four on hard and two on clay). Jakub Mensik is currently serving 13.2 aces per match in the last 52 weeks (54 matches), up from a career average of 9.7.