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The Disappearing
Bank Mystery
By Matt Elliott
Countless times now, punters
have asked me why just about always they lose more in a betting
session than they theoretically should. For example they lose
more than the 16% takeout in the win tote pool, or they lose
more than the 0.6% (roughly) on turnover one would
expect to lose betting blackjack basic strategy.
So if you make 10 x $10 bets,
then your turnover is $100 and you can expect to lose 0.6%
of that which amounts to 60 cents. Why is it then that a punter
will more times than not lose all their bankroll when playing
such a game? Obviously we are referring to social gamblers
here and not professionals such as Andrew Scott.
We will ignore the most obvious
(but practically incorrect), answer to this dilemma,
being the punter backed many more losers than winners.
Why
does this happen?
The reason is simple. These punters
are playing a game that is too big for their bankroll. Bankroll
fluctuations, or if you like the standard deviation, steps
in to ensure you lose your initial bank if you are betting
too big. Now if you are a punter who sets aside a bank and
bets conservatively in proportion to the bank, then this article
may serve as nothing more than a refresher.
You may even wonder why we are
always talking about managing bankroll fluctuations and not
concentrating more on the form. The answer is simple. If you
don't truly understand bankroll fluctuations, you don't
have a chance of staying in the game long term. Managing
bankroll fluctuations is just that important.
I do hope you have downloaded
a copy of our simulation program which is available for free
through the 'Betting
Downloads' section of the website. Not only that,
but I hope you have had a good play around with it and gained
something worthwhile.
Let us run through an example.
You back racing favourites and your strike rate is 27% and
your average dividend is 3.7. These are fair assumptions and
would put you very close to a long-run, break even situation.
What would happen if you started with a $200.00 bank and you
bet $20.00 per selection which is a typical scenario for many
punters? Well if we simulate 50 bets using the calculator,
you will find that you have a stagging 40% chance of losing
all of your bankroll. This is of course betting what should
be a break even scenario. Even if you bet a smaller percentage
of your 'roll' a bankroll fluctuation can wipe you out. The
bank is constantly fluctuating. There will be a point where
the bank will dip to a level where you would 'tap out'. You
might have hit the next five winners however you can't do
that if you don't have a bankroll!
| "You
can be the best tipster in the world, but if you bet too
big for you bankroll you will go broke." |
For many punters, this article
may be nothing more than a refresher, however judging by the
questions that Jess and I receive, many punters still can't
understand why they keep losing their bankroll. They immediately
look towards their selection strategy or blame their staking
plan rather than conceding that recent results are only a
natural fluctuation. You can be the best tipster in the world,
but if you bet too big for you bankroll you will go broke.
The question isn't 'if' but 'when' you go broke.
There is an excellent publication
titled 'Flutters' by a John Robson which describes this 'random
walk' concept clearly.
For those punters who grasp the
ideas above, you may not have considered just what these bankroll
fluctuations mean to the skilled punter who bets within his
means.
Always
remember that highly fluctuating banks are a good thing.
It means that social punters
can walk away as a winner over a particular night or even
week. In the short-run, it is the bankroll fluctuations (or
if you like, the standard deviation), that dictate the
short term results. It is these occasional wins which bring
the social punter back time and time again. This is good for
us, if there were fewer social punters, then the ratio of
'sharp' money against 'social' money would rise, thus making
it tougher to get an edge over the more informed and skilled
punters.
Beware of the random walk!
This article is protected
by international Copyright © Elk Publications Pty Ltd
May 2005 Please contact
if you wish to reproduce this article elsewhere.
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