Tennis

ATP Challenger Tour. Pozoblanco, Spain. Singles. Semi Final
All Events Back
Crawford, Oliver — Merida Aguilar, Daniel
0:1 (3:6, 5:6) (40:0)
Animation
+70
Match Result
Crawford, Oliver to Win 4.60
Merida Aguilar, Daniel to Win 1.141
Crawford, Oliver (+3.5) 4.15
Merida Aguilar, Daniel (-3.5) 1.186
Under 22.5 1.42
Over 22.5 2.63
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Main Markets
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Result
Crawford, Oliver to Win
4.60
Merida Aguilar, Daniel to Win
1.141
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Handicap Markets
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To Win Match with Handicap by Sets (current score difference: 1)
Crawford, Oliver Merida Aguilar, Daniel
(+1.5)
2.72
(-1.5)
1.46
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To Win Match with Handicap by Games (current score difference: 4)
Crawford, Oliver Merida Aguilar, Daniel
(-0.5)
7.10
(+0.5)
1.057
(0)
6.85
(0)
1.062
(+0.5)
5.55
(-0.5)
1.102
(+1.0)
5.40
(-1.0)
1.108
(+2.5)
4.75
(-2.5)
1.141
(+3.0)
4.65
(-3.0)
1.148
(+3.5)
4.15
(-3.5)
1.186
(+4.0)
1.32
(-4.0)
3.04
(+4.5)
1.027
(-4.5)
8.80
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Total Markets
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Total Sets (current total: 1)
Under Over
(2.5)
1.46
(2.5)
2.72
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Total Games (current total: 20)
Under Over
(22.0)
10.75
(22.0)
1.005
(22.5)
1.42
(22.5)
2.63
(28.0)
1.41
(28.0)
2.67
(28.5)
1.39
(28.5)
2.68
(29.0)
1.35
(29.0)
2.79
(29.5)
1.32
(29.5)
2.875
(30.0)
1.26
(30.0)
3.20
(30.5)
1.23
(30.5)
3.42
(31.0)
1.132
(31.0)
4.50
(31.5)
1.112
(31.5)
4.85
(32.0)
1.028
(32.0)
7.50
Odd Even
4.40 1.164
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Set Markets
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2nd Set Result
Crawford, Oliver to Win
2.66
Merida Aguilar, Daniel to Win
1.45
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To Win 2nd Set with Handicap (current score difference: 1)
Crawford, Oliver Merida Aguilar, Daniel
(-0.5)
2.72
(+0.5)
1.46
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Game Markets
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To Win Game - 2nd Set
Crawford, Oliver Merida Aguilar, Daniel
Game 13 (current)
 
2.58
 
1.43
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To Win Point - 2nd Set
Game 12 (40:0) Crawford, Oliver Merida Aguilar, Daniel
Point 5 (possible)
1.50
 
2.375
Point 6 (possible)
1.63
 
2.11
Point 7 (possible)
1.63
 
2.11
Game 13 Crawford, Oliver Merida Aguilar, Daniel
Point 1
 
2.68
1.40
Point 2
1.63
 
2.11
Point 3
1.63
 
2.11
Point 4
 
2.68
1.40

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.