The most common error among horse players is to rely on intuition and logical thinking. A combination of selective memory with a think process that tries to interpret a handicapping factor most of the times is reaching a completely wrong conclusion. The good news is that any kind of a handicapping scenario that can be defined as a function of concrete data can easily be tested using a data base. This does not mean that a data base can completely substitute the human factor completely but it can certainly validate it, helping the handicapper to reach more objective and accurate conclusions.
Two logical handicapping factors
In this posting I will analyze a couple of such factors that appeared recently on Pace Advantage from a couple of handicappers that using the experience and logic concluded to the following factors:
– Bet a horse when a top jockey stays on for the second time after the horse runs out of the money. It seems reasonable that if a top jockey made the decision to stick with a horse even if he run out the money with him in his last race to assume that he has a very good reason since it would have been very easy for him to select any other mount
Horse claimed in his last race at more than 10-1
To test this factor I will compare all the horses who were claimed last time at odds of more than 10-1 against all the other who have been claimed for less. To make comparisons easier I will add as a constrain the existence of precisely one of these in a race, meaning that I will not consider races where I had two or more of each category in any race.
After creating these factors and running them through the data base I am getting the following results:
factor | winners | losers | Win% | ROI |
claimed more than 10-1 | 28 | 191 | 12.8 | 0.86 |
claimed less than 10-1 | 496 | 2279 | 17.9 | 0.85 |
Calculating Chi Square using observed results only
chi2 = 3.64
critical value = 3.84
not significant
Calculating Chi Square using observed results and expected values based on the odds
observed/expected values using percentages
28.00/ 26.14 191.00/ 192.86 totals = 219 219.0
496.00/ 520.76 2279.00/ 2254.24 totals = 2775 2775.0
chi2 = 1.60
critical value = 3.85
not significant
Note that horses fitting the factor won close to 13% while all other claims at 18% both having very close ROI.As we can see from the chi square analysis these two categories have exactly the same behavior for betting purposes so the factor is completely random.
Besides the fact that it look reasonable to assume that a trainer who is claiming a longshot knows something that no one else does, the numbers prove that this is not the case.
Top jockey stays after an out of the money race
I am using the top 10 jockeys from here comparing horses with top jockey staying for second time after an out of the money race against horses that were ridden in the last race from a top jockey who today passes the mount.
The results are as follows:
factor | winners | losers | Win% | ROI |
top_jockey_goes | 573 | 3024 | 15.9 | 0.72 |
top_jockey_stays | 123 | 592 | 17.2 | 0.79 |
Calculating Chi Square using observed results only
chi2 = 0.72
critical value = 3.841
not significant
Calculating Chi Square using observed results and expected values based on the odds
observed/expected values using percentages
573.00/ 649.29 3024.00/ 2947.71 totals = 3597 3597.0
123.00/ 131.99 592.00/ 583.01 totals = 715 715.0
chi2 = 11.69
critical value = 3.85
significant
As we can see now the factor has no value as far as winning frequency goes but for betting purposes it is indeed significant.
To simplify the results note that the ROI when the top jockey goes is 0.72 while when he stays is 0.79.
This can be interpreted in two ways:
– When jockey goes the bet is very poor
– When jockey goes the bet is very good
To address this we need another test where we are going to compare horses where the top jockey stays against all other mounts of the top jockey.
The results for this test look like this:
factor | winners | losers | Win% | ROI |
top_jockey | 1093 | 3487 | 23.9 | 0.85 |
top_jockey_stays | 123 | 592 | 17.2 | 0.79 |
Calculating Chi Square using observed results only
chi2 = 15.52
critical value = 3.85
significant
Calculating Chi Square using observed results and expected values based on the odds
observed/expected values using percentages
1093.00/ 1129.18 3487.00/ 3450.82 totals = 4580 4580.0
123.00/ 131.99 592.00/ 583.01 totals = 715 715.0
total observed=5295
total expected=5295.0
chi2 = 2.29
critical value = 3.85
not significant
Analyzing these results we can see that as far as winning frequency goes when the jockey stays we have a significantly lower winning chance than all his other mount and for betting purposes there is no significant difference at all. This means that the bet is neutral and makes no difference (for betting purposes) whether this factor is true or not.
Combining this result with the previous we conclude that the significance of the factor is to avoid horses abandoned by the top jockey rather to bet those he stays up.
Do not rely on intuition and logic when your factor can be tested
The purpose of this posting was not that much to analyze the specific factors as to prove that intuition and logic are deceiving and should not be trusted when making handicapping decisions. As a handicapper your major goal is to identify this type of factors that are used by the betting crowd an take advantage of them.