Place live bets on Quarter Final Doubles Vienna, Austria ATP 500 Tennis

Tennis

ATP 500. Vienna, Austria. Doubles. Quarter Final

All Events Back

J.Salisbury / N.Skupski — F.Cabral / L.Miedler

0:0 (0:0

)

+97

Match Result Match Result To Win Match with Handicap by Games Total Games			J.Salisbury/N.Skupski to Win 1.45			F.Cabral/L.Miedler to Win 2.54
J.Salisbury/N.Skupski (-1.5) 1.83			F.Cabral/L.Miedler (+1.5) 1.89			Under 20.5 1.88			Over 20.5 1.833

Main Markets

Result

J.Salisbury/N.Skupski to Win

1.45

F.Cabral/L.Miedler to Win

2.54

Match Result + Total Sets

	Yes	No
J.Salisbury/N.Skupski to Win + Total Sets Under 2.5	2.16	1.571
J.Salisbury/N.Skupski to Win + Total Sets Over 2.5	3.86	1.191
F.Cabral/L.Miedler to Win + Total Sets Under 2.5	4.65	1.132
F.Cabral/L.Miedler to Win + Total Sets Over 2.5	5.20	1.103

Match Result + Total Games

	Yes	No
J.Salisbury/N.Skupski to Win + Total Games Under 18.5	5.15	1.105
J.Salisbury/N.Skupski to Win + Total Games Under 19.5	3.92	1.184
J.Salisbury/N.Skupski to Win + Total Games Under 20.5	2.63	1.39
J.Salisbury/N.Skupski to Win + Total Games Under 21.5	2.31	1.50
J.Salisbury/N.Skupski to Win + Total Games Under 22.5	1.89	1.76
J.Salisbury/N.Skupski to Win + Total Games Over 18.5	1.85	1.79
J.Salisbury/N.Skupski to Win + Total Games Over 19.5	2.08	1.615
J.Salisbury/N.Skupski to Win + Total Games Over 20.5	2.79	1.35
J.Salisbury/N.Skupski to Win + Total Games Over 21.5	3.28	1.26
J.Salisbury/N.Skupski to Win + Total Games Over 22.5	4.85	1.119
J.Salisbury/N.Skupski to Win + Total Games Over 23.5	8.30	1.022
F.Cabral/L.Miedler to Win + Total Games Under 19.5	6.35	1.061
F.Cabral/L.Miedler to Win + Total Games Under 20.5	5.20	1.102
F.Cabral/L.Miedler to Win + Total Games Under 21.5	4.30	1.153
F.Cabral/L.Miedler to Win + Total Games Under 22.5	3.58	1.22
F.Cabral/L.Miedler to Win + Total Games Over 19.5	3.66	1.21
F.Cabral/L.Miedler to Win + Total Games Over 20.5	4.30	1.153
F.Cabral/L.Miedler to Win + Total Games Over 21.5	5.20	1.102
F.Cabral/L.Miedler to Win + Total Games Over 22.5	6.70	1.052

Set with Most Games (After 2 Sets)

1st Set	Equal Number	2nd Set
2.19	4.333	2.375

Handicap Markets

To Win Match with Handicap by Sets (current score difference: 0)

J.Salisbury/N.Skupski	F.Cabral/L.Miedler
(-1.5) 2.16	(+1.5) 1.60
(+1.5) 1.146	(-1.5) 4.65

To Win Match with Handicap by Games (current score difference: 0)

J.Salisbury/N.Skupski	F.Cabral/L.Miedler
(-3.5) 2.49	(+3.5) 1.46
(-3.0) 2.28	(+3.0) 1.54
(-2.5) 2.03	(+2.5) 1.68
(-2.0) 1.92	(+2.0) 1.77
(-1.5) 1.83	(+1.5) 1.89
(-1.0) 1.666	(+1.0) 2.05
(-0.5) 1.57	(+0.5) 2.22
(0) 1.444	(0) 2.53
(+0.5) 1.39	(-0.5) 2.72

To Win Match with Handicap by Games (3-Way) (current score difference: 0)

	J.Salisbury/N.Skupski	Draw	F.Cabral/L.Miedler
(-6.0)	11.75	7.60	1.112
(-4.0)	4.05	5.95	1.46
(-3.0)	2.49	9.30	1.68
(-1.0)	1.82	9.20	2.18

Total Markets

Total Sets (current total: 0)

Under	Over
(2.5) 1.55	(2.5) 2.26

Total Games (current total: 0)

Under	Over
(18.5) 3.84	(18.5) 1.184
(19.0) 3.42	(19.0) 1.24
(19.5) 2.60	(19.5) 1.41
(20.0) 2.26	(20.0) 1.55
(20.5) 1.88	(20.5) 1.833
(21.0) 1.72	(21.0) 1.98
(21.5) 1.59	(21.5) 2.15
(22.0) 1.38	(22.0) 2.67
(22.5) 1.285	(22.5) 3.05
Odd	Even
1.99	1.71

Total Games (3-Way) (current total: 0)

Under	Exactly	Over
(19.0) 3.84	(19.0) 6.85	(19.0) 1.41
(20.0) 2.60	(20.0) 5.55	(20.0) 1.83
(22.0) 1.59	(22.0) 6.15	(22.0) 3.05
(23.0) 1.285	(23.0) 6.20	(23.0) 5.30

Total Games to Win (J.Salisbury/N.Skupski) (current total: 0)

Under	Over
(11.0) 2.40	(11.0) 1.48
(11.5) 2.15	(11.5) 1.61
(12.0) 1.56	(12.0) 2.21

Total Games to Win (F.Cabral/L.Miedler) (current total: 0)

Under	Over
(9.5) 2.05	(9.5) 1.65
(10.0) 1.81	(10.0) 1.87
(10.5) 1.61	(10.5) 2.12

Set Markets

1st Set Result

J.Salisbury/N.Skupski to Win

1.53

F.Cabral/L.Miedler to Win

2.31

To Win 1st Set with Handicap (current score difference: 0)

J.Salisbury/N.Skupski	F.Cabral/L.Miedler
(-2.5) 4.70	(+2.5) 1.145
(-1.5) 1.909	(+1.5) 1.78
(-0.5) 1.53	(+0.5) 2.31

Total Games - 1st Set (current total: 0)

Under	Over
(8.5) 4.85	(8.5) 1.128
(9.5) 2.33	(9.5) 1.52
(10.5) 1.37	(10.5) 2.75
(12.5) 1.21	(12.5) 3.66
Odd	Even
1.89	1.79

1st Set Correct Score

J.Salisbury/N.Skupski	F.Cabral/L.Miedler
(6 - 0) 51.00	(0 - 6) 51.00
(6 - 1) 41.00	(1 - 6) 27.00
(6 - 2) 7.70	(2 - 6) 27.00
(6 - 3) 12.25	(3 - 6) 5.05
(6 - 4) 3.18	(4 - 6) 15.00
(7 - 5) 13.00	(5 - 7) 18.75
(7 - 6) 5.90	(6 - 7) 7.60

Total Games to Win (J.Salisbury/N.Skupski) - 1st Set

Under	Over
(4.5) 3.42	(4.5) 1.25
(5.5) 3.04	(5.5) 1.32
(6.5) 1.146	(6.5) 4.55

Total Games to Win (F.Cabral/L.Miedler) - 1st Set

Under	Over
(4.5) 2.14	(4.5) 1.60
(5.5) 1.909	(5.5) 1.78
(6.5) 1.084	(6.5) 5.85

2nd Set Result

J.Salisbury/N.Skupski to Win

1.49

F.Cabral/L.Miedler to Win

2.40

To Win 2nd Set with Handicap

J.Salisbury/N.Skupski	F.Cabral/L.Miedler
(-1.5) 1.83	(+1.5) 1.83

Total Games - 2nd Set

Under	Over
(9.5) 2.14	(9.5) 1.60
Odd	Even
1.81	1.87

Total Games to Win (J.Salisbury/N.Skupski) - 2nd Set

Under	Over
(5.5) 3.14	(5.5) 1.30

Total Games to Win (F.Cabral/L.Miedler) - 2nd Set

Under	Over
(5.5) 1.84	(5.5) 1.84

Game Markets

To Win Game - 1st Set

	J.Salisbury/N.Skupski	F.Cabral/L.Miedler
Game 1 (current) (0:0)	4.25	1.176

To Win Point - 1st Set

Game 1 (0:0)	J.Salisbury/N.Skupski	F.Cabral/L.Miedler
Point 2 (next)	2.55	1.44
Point 3	2.55	1.44
Point 4	2.61	1.42

Number of Points in Game - 1st Set

	4	5	6
Game 1 (current)	4.30	2.97	3.32

Game to End After Score - 1st Set

	40 - 0	40 - 15	40 - 30	30 - 40	15 - 40	0 - 40
Game 1 (current)	33.00	16.50	12.25	4.05	3.28	4.40

Game Score to Reach 40-40 - 1st Set

	Yes	No
Game (Set 1, Game 1) to Reach 40-40	3.90	1.196

Total Points in Game - 1st Set

	Under	Over
Game 1 (current)	(4.5) 4.30	(4.5) 1.163
	(5.5) 1.82	(5.5) 1.84
	(6.5) 1.196	(6.5) 3.90
	Odd	Even
	1.75	1.94

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.

All Markets	Popular (37)	Main Markets (27)	Handicap Markets (15)
Total Markets (22)	Set Markets (22)	Game Markets (11)	My Markets

(2 - 0) 2.16	(0 - 2) 4.65
(2 - 1) 3.86	(1 - 2) 5.20