TODAY YESTERDAY
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Today   Sides   Full
Opener
Thursday, June 20, 2013
 
 
 
 
 
 
 
 
 
 
 
 
 
00
00
713
714
9:00p
San Antonio
Miami
ABC
+6 -110
-6 -110
59.8%
40.2%
+6 -110
-6 -110
+6 -107
-6 -103
+6 -110
-6 -110
+6 -104
-6 -106
+6 -110
-6 -110
+6 -115
-6 -105
+6 -110
-6 -110
+6 +100
-6 -102
+6 -110
-6 -110
+6 -110
-6 -110
Opener
Thursday, June 20, 2013
 
 
 
 
 
 
 
 
 
 
 
 
00
00
901
902
12:35p
PIT - Cumpton (R)
CIN - Bailey (R)
ROOT
 +170
 -180
46.4%
53.6%
 +175
 -190
 +176
 -183
 +170
 -190
 +171
 -186
 +175
 -185
 +170
 -200
 +165
 -185
 +170
 -188
 +174
 -188
 +170
 -190
 
00
00
903
904
7:05p
COL - Oswalt (R)
WAS - Zimmermann (R)
MASN
ROOT
 +165
 -175
41.0%
59.0%
 +160
 -175
 +161
 -168
 +155
 -175
 +160
 -174
 +160
 -170
 +160
 -180
 +155
 -175
 +159
 -176
 +157
 -169
 +155
 -175
 
00
00
905
906
7:10p
NYM - Niese (L)
ATL - Minor (L)
SPSO
SNY
 +185
 -200
37.2%
62.8%
 +180
 -200
 +189
 -198
 +175
 -200
 +182
 -199
 +182
 -192
 +170
 -200
 +170
 -200
 +181
 -202
 +179
 -194
 +175
 -200
 
00
00
907
908
8:15p
CHC - Feldman (R)
STL - Lynn (R)
WGN
FSMW
 +165
 -175
40.0%
60.0%
 +165
 -180
 +168
 -175
 +160
 -180
 +167
 -182
 +170
 -180
 +160
 -180
 +160
 -180
 +166
 -184
 +168
 -181
 +160
 -180
 
00
00
909
910
10:10p
LA - Fife (R)
SD - Marquis (R)
KCAL
FSSD
 +125
 -135
46.8%
53.2%
 +124
 -134
 +125
 -130
 +120
 -140
 +121
 -131
 +122
 -132
 +120
 -140
 +120
 -140
 +116
 -132
 +124
 -133
 +120
 -140
 
00
00
911
912
10:15p
MIA - Koehler (R)
SF - Gaudin (R)
CSBy
FSFL
 +163
 -173
31.7%
68.3%
 +160
 -175
 +164
 -171
 +155
 -175
 +158
 -172
 +160
 -170
 +160
 -180
 +155
 -175
 +157
 -174
 +161
 -174
 +155
 -175
 
00
00
913
914
1:10p
CHW - Danks (L)
MIN - Diamond (L)
CSN
FSN
 +100
 -110
41.9%
58.1%
 +100
 -110
 +107
 -112
 -105
 -115
 -101
 -107
 +100
 -110
 -105
 -115
 -105
 -115
 -105
 -114
 +102
 -110
 -105
 -115
 
00
00
915
916
2:05p
OAK - Griffin (R)
TEX - Lindblom (R)
CSCA
FSSW
 -109
 -101
59.0%
41.0%
 -107
 -103
 -102
 -103
 -115
 -105
 -104
 -104
 -105
 -105
 -115
 -105
 -115
 -105
 -105
 -105
 -105
 -103
 -115
 -105
 
00
00
917
918
7:08p
BOS - Lackey (R)
DET - Alvarez (L)
NESN
FSDT
 +117
 -127
33.2%
66.8%
 +117
 -127
 +123
 -128
 +110
 -130
 +114
 -123
 +116
 -126
 +110
 -130
 +110
 -130
 +113
 -124
 +117
 -126
 +110
 -130
 
00
00
919
920
7:05p
TB - Moore (L)
NYY - Pettitte (L)
YES
SUN
 +107
 -117
58.7%
41.3%
 +102
 -112
 +100
 -105
 +100
 -120
 +100
 -108
 +100
 -110
 +100
 -120
 -101
 -119
 -101
 -109
 +102
 -110
 +100
 -120
 
00
00
921
922
10:05p
SEA - Hernandez (R)
LAA - Hanson (R)
ROOT
FSW
 -105
 -105
67.6%
32.4%
 -109
 -101
 -108
 +103
 -115
 -105
 -110
 +102
 -112
 +102
 -115
 -105
 -115
 -105
 -111
 +105
 -110
 +102
 -115
 -105
 
00
00
923
924
2:10p
MIL - Gallardo (R)
HOU - Harrell (R)
CSN
FSWI
 -130
 +120
57.2%
42.8%
 -132
 +122
 -132
 +127
 -135
 +115
 -133
 +123
 -129
 +119
 -140
 +120
 -135
 +115
 -134
 +122
 -132
 +123
 -135
 +115
Opener
Thursday, June 20, 2013
 
 
 
 
 
 
 
 
 
 
 
 
 
00
00
651
652
12:30p
Chicago
Tulsa
-4½ -110
+4½ -110
96.4%
3.6%
-5 -110
+5 -110
-5 -110
+5 -110
-5½ -110
+5½ -110
-5 -106
+5 -104
-5½ -110
+5½ -110
   
   
   
   
   
   
-5 -110
+5 -110
-5½ -110
+5½ -110

Betting Odds Tutorial

Betting Odds

What are odds?

Betting Odds in their most simple terms are a way of expressing the probability of an event. They provide us with a quantifiable means to look at how likely it is that an event will or will not happen. Once we know this then we can look at ways to assign price to these events based upon our position as a bookmaker, handicapper or regular sports bettor.

Calculating betting odds and handicapping

To calculate sports betting odds, we must have an idea of all possible outcomes in a particular sporting event in order to determine frequency at which they occur. Using this frequency we are then able to predict a probability for the specific outcome of say, NFL Football game. This is essential in the world of sports betting and this assigning of probability to the event is known as handicapping. Once the event is 'handicapped' then a price and betting odds can be assigned.

How does this relate to sports betting?

Calculating betting odds is essential to sports betting; for a sportsbook to make money they must set what is known as the "over-round". This, in a perfect world, increases the bookmakers chances of making a profit no matter what odd "cashes" in for the bettors. While most of the world thinks in relation to 100%, bookies need to offer odds often adding up to 120% and higher, so if the betting public bets in direct correlation with the odds provided, the books still profit. A smart bettor will know that the lines listed are not the true odds for the game. If the bookies released the true betting odds, the chances of breaking even are increased and they cannot profit. With this knowledge, a bettor can choose to look for the aid of an odds handicapper to see which side of the odds listed at the books is most profitable.

Different expressions of the same odds (decimal, fractional, US)

Fractional odds are most common in Europe, largely the UK and Ireland. Fractional odds are used to express how much the bettor would win in comparison to how much they wagered.

A simple example would be taking a bet with the odds set at 2/1. In this situation it is shown that for every "1" risked, they have the chance to win "2", offering a 200% profit on a win, plus the return of your initial stake (the 1). A $100 bet would win $200 along with the return of the initial $100, for a total of $300. With a loss, the bettor receives nothing.

A more common example would be a 1/5 option where the bettor is siding with a more probable option that has a greater chance of cashing, and therefore offers a smaller return. Here, a $100 wager would return 1/5 of the bet plus the origional amount as well, so $100+$20. Decimal odds are the most common form of odds, and in contrast to fractional odds, show the amount that would be paid out to a winning bettor. The number represented in the decimal relates to how much you would win in relation to 1 single unit. An odd listed as 1.70 will win you $1.70 for every $1 played, where as betting on something listed at .40 will only win you $0.40 for every $1 risked. Of course you would get your wager back as well. In America the odds are expressed in terms of + or – with the positive integer showing the amount you will win for every $100 bet and the negative integer showing how much you will need to lay to win $100.