|
|
|
|
Y.Bhambri / A.Goransson
— P.Nouza / P.Rikl
1:0 (6:3, 6:6) (3:4
)
|
Animation
| ||||||||||||||||||||||||||||
| ||||||||||||||||||||||||||||||
|
All Markets
|
Popular
(13)
|
Main Markets
(7)
|
Handicap Markets
(5)
|
|
Total Markets
(8)
|
Set Markets
(5)
|
Game Markets
(7)
|
My Markets
|
|
add / remove
My Markets |
Main Markets
|
|
add / remove
My Markets |
Result
|
|
Y.Bhambri/A.Goransson to Win
1.32
|
|
P.Nouza/P.Rikl to Win
2.875
|
|
add / remove
My Markets |
Handicap Markets
|
|
add / remove
My Markets |
To Win Match with Handicap by Sets
(current score difference: 1)
|
| Y.Bhambri/A.Goransson | P.Nouza/P.Rikl |
|---|---|
|
(-1.5)
2.88
|
(+1.5)
1.35
|
|
add / remove
My Markets |
To Win Match with Handicap by Games
(current score difference: 3)
|
| Y.Bhambri/A.Goransson | P.Nouza/P.Rikl |
|---|---|
|
(-3.5)
2.88
|
(+3.5)
1.35
|
|
(-3.0)
1.83
|
(+3.0)
1.85
|
|
(-2.5)
1.33
|
(+2.5)
2.98
|
|
add / remove
My Markets |
Total Markets
|
|
add / remove
My Markets |
Total Sets
(current total: 1)
|
| Under | Over |
|---|---|
|
(2.5)
2.88
|
(2.5)
1.35
|
|
add / remove
My Markets |
Total Games
(current total: 21)
|
| Under | Over |
|---|---|
|
(22.5)
2.88
|
(22.5)
1.35
|
| Odd | Even |
| 1.35 | 2.88 |
|
add / remove
My Markets |
Set Markets
|
|
add / remove
My Markets |
2nd Set Result
|
|
Y.Bhambri/A.Goransson to Win
2.88
|
|
P.Nouza/P.Rikl to Win
1.35
|
|
add / remove
My Markets |
To Win 2nd Set with Handicap
(current score difference: 0)
|
| Y.Bhambri/A.Goransson | P.Nouza/P.Rikl |
|---|---|
|
(-0.5)
2.88
|
(+0.5)
1.34
|
|
add / remove
My Markets |
Game Markets
|
|
add / remove
My Markets |
To Win Game - 2nd Set
|
| Y.Bhambri/A.Goransson | P.Nouza/P.Rikl | |
|---|---|---|
|
Game 13 (current)
(3:4) |
2.93
|
1.34
|
|
add / remove
My Markets |
To Win Point - 2nd Set
|
|
Game 13
(3:4) |
Y.Bhambri/A.Goransson | P.Nouza/P.Rikl |
|---|---|---|
| Point 9 (next) |
2.68
|
1.40
|
| Point 10 |
1.36
|
2.84
|
| Point 11 (possible) |
1.36
|
2.84
|
Current scores, times, statistics and animation are displayed for information purposes only and whilst every effort is taken to ensure their accuracy we accept no liability for any errors.