Basketball

Dominican Republic. Men. LNB
All Events Back
Caneros del Este — Indios de San Francisco
02:30
+41
Match Winner Including All OT
Caneros del Este 1.89
Indios de San Francisco 1.79
Caneros del Este (0) 1.89
Indios de San Francisco (0) 1.79
Under 180.5 1.76
Over 180.5 1.92
add / remove
My Markets
Main Markets
add / remove
My Markets
Match Winner Including All OT
Caneros del Este
1.89
Indios de San Francisco
1.79
add / remove
My Markets
Normal Time Result
Caneros del Este to Win
1.97
Draw
13.50
Indios de San Francisco to Win
1.85
Caneros del Este to Win or Draw
1.74
Indios de San Francisco to Win or Draw
1.65
add / remove
My Markets
Handicap Markets
add / remove
My Markets
To Win Match with Handicap
Caneros del Este Indios de San Francisco
(-1.0)
1.94
(-1.0)
1.84
(0)
1.89
(0)
1.79
(+1.0)
1.82
(+1.0)
1.727
(+1.5)
1.75
(+1.5)
1.66
add / remove
My Markets
Total Markets
add / remove
My Markets
Total Points
Under Over
(179.5)
1.82
(178.0)
1.71
(180.0)
1.80
(178.5)
1.75
(180.5)
1.76
(179.0)
1.78
(181.0)
1.73
(179.5)
1.83
(181.5)
1.69
(180.0)
1.87
(182.0)
1.64
(180.5)
1.92
(182.5)
1.615
(181.0)
1.952
 
(181.5)
1.98
Odd Even
1.79 1.87
add / remove
My Markets
Total Points (Caneros del Este)
Under Over
(89.5)
1.83
(89.5)
1.83
Odd Even
1.83 1.83
add / remove
My Markets
Total Points (Indios de San Francisco)
Under Over
(90.0)
1.83
(90.0)
1.83
Odd Even
1.83 1.83
add / remove
My Markets
Quarter Markets
add / remove
My Markets
1st Quarter Result
Caneros del Este to Win
1.84
Draw
13.25
Indios de San Francisco to Win
2.01
Caneros del Este to Win or Draw
1.615
Indios de San Francisco to Win or Draw
1.75
add / remove
My Markets
To Win 1st Quarter with Handicap
Caneros del Este Indios de San Francisco
(0)
1.76
(0)
1.909
add / remove
My Markets
Total Points - 1st Quarter
Under Over
(46.0)
1.80
(46.0)
1.86
Odd Even
1.83 1.83
add / remove
My Markets
Total Points (Caneros del Este) - 1st Quarter
Under Over
(23.0)
1.84
(23.0)
1.82
Odd Even
1.83 1.83
add / remove
My Markets
Total Points (Indios de San Francisco) - 1st Quarter
Under Over
(22.5)
1.85
(22.5)
1.81
Odd Even
1.83 1.83