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P.Kumar / D.Milavsky
— J.Fradkin / M.McKennon
1:0 (6:3, 2:2) (15:40
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Livestream*
Livestream*
Animation
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All Markets
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Popular
(22)
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Main Markets
(14)
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Handicap Markets
(7)
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Total Markets
(4)
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Set Markets
(9)
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Game Markets
(15)
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My Markets
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add / remove
My Markets |
Main Markets
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add / remove
My Markets |
Result
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P.Kumar/D.Milavsky to Win
1.052
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J.Fradkin/M.McKennon to Win
6.30
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add / remove
My Markets |
Handicap Markets
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add / remove
My Markets |
To Win Match with Handicap by Sets
(current score difference: 1)
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| P.Kumar/D.Milavsky | J.Fradkin/M.McKennon |
|---|---|
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(-1.5)
1.35
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(+1.5)
3.20
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add / remove
My Markets |
To Win Match with Handicap by Games
(current score difference: 3)
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| P.Kumar/D.Milavsky | J.Fradkin/M.McKennon |
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(-5.5)
7.50
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(+5.5)
1.042
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(-5.0)
4.65
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(+5.0)
1.138
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(-4.5)
1.72
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(+4.5)
1.97
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(-4.0)
1.43
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(+4.0)
2.54
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(-3.5)
1.31
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(+3.5)
3.04
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My Markets |
Total Markets
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My Markets |
Total Sets
(current total: 1)
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| Under | Over |
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(2.5)
1.35
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(2.5)
3.20
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My Markets |
Set Markets
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add / remove
My Markets |
2nd Set Result
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P.Kumar/D.Milavsky to Win
1.35
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J.Fradkin/M.McKennon to Win
3.20
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add / remove
My Markets |
To Win 2nd Set with Handicap
(current score difference: 0)
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| P.Kumar/D.Milavsky | J.Fradkin/M.McKennon |
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(-1.5)
1.78
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(+1.5)
2.04
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(-0.5)
1.35
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(+0.5)
3.20
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My Markets |
Total Games - 2nd Set
(current total: 4)
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| Under | Over |
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(9.5)
4.30
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(9.5)
1.21
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(10.5)
1.65
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(10.5)
2.24
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(12.5)
1.31
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(12.5)
3.38
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| Odd | Even |
| 2.15 | 1.70 |
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My Markets |
Game Markets
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add / remove
My Markets |
To Win Game - 2nd Set
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| P.Kumar/D.Milavsky | J.Fradkin/M.McKennon | |
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Game 5 (current)
(15:40 |
7.80
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1.037
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| Game 6 (next) |
1.05
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7.10
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My Markets |
To Win Point - 2nd Set
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Game 5
(15:40 |
P.Kumar/D.Milavsky | J.Fradkin/M.McKennon |
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| Point 6 (possible) |
1.86
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1.80
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| Point 7 (possible) |
1.86
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1.80
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| Game 6 | P.Kumar/D.Milavsky | J.Fradkin/M.McKennon |
| Point 1 |
1.32
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2.98
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| Point 2 |
1.32
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2.98
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| Point 3 |
1.32
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2.98
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| Point 4 |
1.29
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3.14
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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.