I’ve presented several studies in this blog that reach
desirable conclusions. My latest study is not one of those. The question that I
wanted to address is how significant is having more books on your potential
results? Clearly having more books will improve your results.
Sportsbookreview.com has a table of odds from various sports books that is
updated regularly. You can glance at these to see different odds at different
books. If you have accounts at two books, then you would take the one with the
best odds. Add a third book, and there’s a chance you will get better odds. In
the long run, will these will add up to a sizable difference? The obvious
answer is yes, but I wanted to analyze.
Take Arizona -1.5 recently against the Mets. The odds range
from +150 to +160. That is a non-trivial difference. I wanted to get a sense of
how much this type of a difference this would make in the long run. I used the
run line system that I’ve discussed previously. I have data from 8-10 books. I
built a wager line for each book that met the run line system requirements and
sorted by decreasing odds. I decided to look at the top 3 lines instead of just
the top one. I was concerned with potentially bad data, hence used multiple
lines. Following are the results.
Line
|
Number
|
Bet
|
Net
|
Ret/$
|
Ret/$ 100
|
3rd Best Line
|
961
|
$122,400
|
$6,956
|
$1.057
|
$1.059
|
2nd Best Line
|
988
|
$125,700
|
$8,738
|
$1.070
|
$1.073
|
1st Best Line
|
1031
|
$130,600
|
$11,088
|
$1.085
|
$1.089
|
As the lines got better, the number of wagers increased.
That’s because more books met the minimum odds requirement (+140 and above).
Also notice that the total bet increased. That’s because I bet more when the
expected return increased. Finally, the Ret/$ increased significantly because
the increasing odds. All of this simply confirms what was intuitively obvious.
The more choices you have to pick from, the better results you will get.
But there was one bit of surprise when I was looking at the
numbers. Instead of increasing the wagers as the expected returns increased, I
looked at what would have happened with a flat $100 bet on each pick. The last
column shows the returns per dollar on these wagers. These were slightly better
than the returns when I wagered more on some of the picks. That may indicate
that increasing the wagers with higher expected return isn’t particularly
productive.
That result is disappointing to me. But unfortunately, it
mirrors similar conclusions I’ve drawn in the past. I’ve used similar
progressive betting systems in the previous years (like Kelly criteria). When
the season was over, I’ve compared the results with those I would have achieved
with flat bets, only to conclude flat bets would have been better. What does
that tell me? I don’t know exactly, but it’s time to finally get to the bottom
of this. My next project will be a more detailed analysis of these type of
wagering systems. Follow me on Twitter, @ole44bill, to know when I post this
stuff.
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