How to Watch Grigor Dimitrov vs. Cameron Norrie at the 2024 Moselle Open: Live Stream, TV Channel
In the Round of 16 at the Moselle Open on Wednesday, Grigor Dimitrov (ranked No. 10) faces Cameron Norrie (No. 57).
His last time out, Dimitrov lost to Frances Tiafoe 3-6, 7-6, 3-6, 1-4 in the quarterfinals at the US Open on September 3, 2024. Norrie heads into this match following a two-set loss to Rafael Nadal (4-6, 4-6) in his last match on July 18, 2024 in the Round of 16 at the Nordea Open.
Grigor Dimitrov vs. Cameron Norrie: live stream info & TV channel
- Tournament: Moselle Open
- Round: Round of 16
- Date: Wednesday, November 6
- Live Stream: Watch Tennis Channel on Fubo
- Court Surface: Hard
Grigor Dimitrov vs. Cameron Norrie matchup stats
- Dimitrov is 20-8 on hard courts this year.
- When playing on hard surfaces, Dimitrov has an 86.7% winning percentage in service games and a 22.7% winning percentage in return games (326 service games won out of 376, and 85 return games won out of 375).
- On hard courts, Dimitrov is 72-for-211 on break points (34.1%) which ranks 29th.
- In his previous tournament, the US Open, Dimitrov fell in the quarterfinals to No. 20-ranked Tiafoe, 3-6, 7-6, 3-6, 1-4 on September 3.
- Norrie hasn’t won any of his four tournaments on hard courts so far this year, putting up a 6-4 record on that surface.
- Norrie has won 24.5% of his return games on hard courts, and 81.6% of his service games.
- Norrie has converted 36 of 103 break points on hard courts (35.0%), and is 92nd in break points won.
- In his most recent tournament (the Nordea Open) on July 18, Norrie played Nadal in the Round of 16 and was defeated 4-6, 4-6.
Dimitrov vs. Norrie futures odds
Tennis odds courtesy of Tipico Sportsbook. Odds updated Monday at 9:57 PM ET.
- Dimitrov Odds to Win the 2024 Moselle Open: +400
- Norrie Odds to Win the 2024 Moselle Open: +2000
Tennis odds courtesy of BetMGM Sportsbook. Odds updated Monday at 9:57 PM ET. For a full list of sports betting odds, access USA TODAY Sports Betting Scores Odds Hub.