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Beat the Book

 

An Application of Mathematics

 

 

Here is a mathematical technique to help you convert any race into a profitable scenario by writing off the chances of the contenders which, in your opinion, cannot win.

 

At first, the technique will work best in early price races because you will have the time to make your calculations without fear of prices changing in midstream.

 

First of all, study a race and delete all the runners that you are convinced cannot win.

Next, you will need to carry out the following calculations on the prices of the live contenders you have selected - I have tabulated an example to make the explanation easier.

 

The example shows a list of selected 'live contenders' in a race, together with the best early prices available for each:

 

Early Price

*Expressed in terms of chance

Calculation

% Chance

Stake required to return £100

15/8 8 in 23 8/23 x 100 34.78 £34.78
7/2 2 in 9 2/9 x 100 22.22 £22.22
6/1 1 in 7 1/7 x 100 14.29 £14.29
15/2 2 in 17 2/17 x 100 11.76 £11.76
20/1 1 in 21 1/21 x 100 4.76 £4.76
Total stake required to return £100 provided any of the selections win £87.81

 

 

*To express in terms of chance, use the second half of the odds fraction and the total of the odds fraction.

E.g. 15/8 would be 8 chances in 23 (15+8)

 

We can see that, by staking the calculated amounts to win on each of our live contenders at the best early prices we can find, we are certain of securing a £12.19 profit (13.88% ROI) regardless of which contender wins. We are confident of the outcome because we consider the runners we have eliminated to have no chance of winning.

 

Obviously you cannot use the technique if the sum of your percentages is more than 100.

However, should you decide to eliminate a well-fancied favourite from your calculations, or your list of live contenders is very short, the potential profit can be significant.

 

The technique can be used in a live betting market once you become so familiar with the calculations that you are able to make them very quickly.

 

SteveJ

cdsystems 2002

Submitted by: Steve Jones

Visit cdsystems website

 

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