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Head to head
Two players' matches against each other and together, and their chances if they met now.
Winning margins
Over their 4 matches against each other with a score (not walkovers), all disciplines.
| Measure | Bjørnar Stenersen Haugland | David Molina-Heimlund |
|---|---|---|
| Matches won | 0 | 4 |
| Sets won | 1 | 8 |
| Points won | 11037.7% | 18262.3% |
| Average winning margin | – | 18.0 points |
| Biggest win | – | 21-10, 21-8+24 points · 3 Dec 2022 · men's singles |
1 of 4 matches went to a deciding set. Closest: David Molina-Heimlund won 21-13, 21-19 (by 10 points) on 19 Mar 2022.
If they met now
Current ratings in each discipline both play, and Bjørnar Stenersen Haugland's chance of winning against David Molina-Heimlund. In doubles, the chance is with equally rated partners: a pair's rating is the sum of its players'.
Men's singles
- Bjørnar Stenersen Haugland
- 1018 ±379
- Not ranked · peak 1050
- David Molina-Heimlund
- 884 ±292
- Not ranked · peak 1124
74% Bjørnar Stenersen HauglandDavid Molina-Heimlund 26%
Met 3 times in men's singles: Bjørnar Stenersen Haugland won 0, lost 3.
Winning margins in men's singles
| Measure | Bjørnar Stenersen Haugland | David Molina-Heimlund |
|---|---|---|
| Matches won | 0 | 3 |
| Sets won | 0 | 6 |
| Points won |
Matches against each other
From Bjørnar Stenersen Haugland's side, newest first
| Date | Opponent | Result | Win chance | Rating |
|---|---|---|---|---|
| 3 Dec 2022 | David Molina-Heimlund 1067Kristiansand Pizzabaker-cup (U11 B)T6620 46679 vs 47296 | Lost −2410-21, 8-21 | 43% | 1018−10.2 |
| 19 Mar 2022 | David Molina-Heimlund 1019Imås IL Mcdonals Cup 2022 (U11 B)T6529 46679 vs 47296 | Lost −1013-21, 19-21 | 50% | 1013−4.0 |
| 19 Mar 2022 | David Molina-Heimlund 1242 / Kasper Abusdal 1193with Vilma Abusdal Malm 1232Imås IL Mcdonals Cup 2022 (U11 B)T6529 46679+46175 vs 46956+47296 | Lost −1421-14, 13-21, 8-21 | 51% | 1204−2.1 |
| 4 Dec 2021 | David Molina-Heimlund 1036Kristiansand Pizzabaker-cup (U11 B)T6500 46679 vs 47296 | Lost −248-21, 10-21 | 51% | 1027−12.1 |