The Martingale System
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We're not sure what you already know about this betting system
or how it applies to roulette, but our plan is to make this page
a comprehensive resource for people wanting to know the truth
about the Martingale.
Below is a list of questions about the Martingale system and
roulette that we answer in the article. See how many you know
the correct answer to before scrolling to the end and reading
the answers.
- What is the purpose of the Martingale system?
- Can the Martingale system help me win at roulette?
- How does the Martingale system work in practice?
- What is the gambler's fallacy, and how does it apply to
the Martingale system?
- Who came up with the Martingale system?
- Is the Martingale system good for anything?
What is the purpose of the Martingale system?
The
Martingale system is a betting system where you change the
amounts of your bets based on what happened on the previous bet.
The system's goal is to help a player beat the house edge and
win. It's normally used on gambling games with even money bets,
like roulette, but some people use it at blackjack, craps, or
even baccarat.
Can the Martingale system help me win at roulette?
Unlike some gambling writers, we don't tell people not to use
the Martingale system. It's as fun a way to bet at a negative
expectation game as any other betting system. But like other
betting systems, it doesn't change the expectation of the game
from negative to positive.
Can you win at roulette using the Martingale? Sure. Are your
chances of winning at roulette better using the Martingale than
any other betting system? Hell, no.
As long as you understand that, use any betting system you
want.
How does the Martingale system work in practice?
You place a bet. If you win, you pocket your winnings. If you
lose, you bet again, but you double the size of your bet. This
time if you win, you win back your original loss, AND your up by
one unit. If you lose twice in a row, you double your bet again,
and again, if you win, you're up one unit.
For example, you bet $1 on black at the roulette table. You
lose, so now you're down $1. On your next bet, you bet $2 on
black. You lose again, so now you're down $3 total. On your next
bet, you bet $4 on black. You lose again, so now you're down $7
total. Then you bet $8 on black. This time you win $8. Since
you've lost $7 at this point, you're up $1 (one unit).
In theory, this betting system is infallible, but you have to
meet two conditions for it to be foolproof:
- You need an infinite bankroll.
- You need unlimited betting limits.
No one has an infinite bankroll, and no casino offers
unlimited betting limits. And since the betting increases
exponentially, you will assuredly eventually have a huge loss
which will eat up the minor one unit wins you've accumulated.
Most online casinos have a $500 betting limit at roulette. If
you start at $1, it doesn't take very money consecutive losses
in a row to reach that limit:
| Number of
losses in a row |
Bet size
using the Martingale |
| 1 |
$2 |
| 2 |
$4 |
| 3 |
$8 |
| 4 |
$16 |
| 5 |
$32 |
| 6 |
$64 |
| 7 |
$128 |
| 8 |
$256 |
| 9 |
$512 |
It might seem impossible to bet on black 9
times in a row and never hit. If it does, then you need to
read the next section about the gambler's fallacy.
What is the gambler's fallacy, and how does
it apply to the Martingale system?
The gambler's fallacy is the myth that a
certain result becomes "due" if it hasn't happened in a long
time. In almost all betting situations, just because
something has happened several times in a row does not mean
that the alternative has a greater chance of happening next.
For example, a roulette ball lands on red a
little over 47% of the time on an American roulette wheel.
If the ball has landed on red 8 times in a row, what is the
chance of it landing on red on the 9th spin of the roulette
wheel?
If you answered anything other than "a
little over 47%", then you're committing the gambler's
fallacy.
Who came up with the Martingale system?
We don't know, but according to the
Wikipedia, the Martingale system became popular at roulette
tables in 18th century France. The French do love roulette,
so we're not surprised that the most popular roulette
betting system had its origins in France.
Is the Martingale system good for anything?
Sure it is. The Martingale system will
usually result in quite a few small wins eventually followed
by a devastating loss. That's as entertaining a way to play
a negative expectation as any, we suppose. As long as you
don't have the foolish notion that the Martingale system is
actually going to put the odds in your favor, it's as good a
strategy as any. Where else can I read about
the Martingale system on the Internet?
This page covers the basics of why the
Martingale system doesn't work and never has worked pretty
well, but if you want to read more confirmation of how the
Martingale system of betting doesn't work, check out some of
the following pages:
-
The Martingale system as it applies to craps - The
article explains how to use the Martingale system while
playing craps, and it also explains why it's not a good
long term strategy. Their answer to "does the Martingale
system work?" is "No, not really. Maybe in the short
run."
-
The Martingale System as it applies to blackjack -
Blackjack Tactics explains the Martingale system as it
applies to blackjack, and it also includes links to
several
other betting systems that people apply to blackjack.
Their answer to the question, "does the Martingale
system work?" is also short and simple; it's "No."
-
The Martingale System and other roulette betting systems
- Another look at various betting systems that people
try to apply to roulette games, including the Martingale
and the d'Alembert betting system. Roulette Hero answers
the question about whether or not the Martingale system
works is a resounding "no".
-
Is Using the Martingale System For Roulette Illegal?
- This is a page from Yahoo Questions about whether or
not it's illegal to use the Martingale system when
playing roulette. It's a seemingly naive question, and
the "best answer" explains in some detail why he thinks
that the Martingale system is the worst possible betting
strategy for roulette. Yahoo Answers best answer to the
question, "does the Martingale system work?" is "No."
-
Would the Martingale system work if you had an infinite
bankroll and no upper betting limit? - This is a
discussion at the Two Plus Two poker forums. They're
pretty mathematical over there at Two Plus Two, and they
don't mind tackling theoretical and hypothetical
questions like this one. Two Plus Two's answer to "does
the Martingale system work?" is "Yes, but only if you
have an infinite bankroll and no upper betting limit,
both of which are never going to happen."
-
The Martingale System at Michael Bluejay's VegasClick
- Michael Bluejay explains subjects like the Martingale
system in a really clear and entertaining manner. The
thesis of his entire article is that the Martingale
system does improve your chances of winning in the
short term. It's an interesting perspective, and I
wouldn't dream of arguing with someone as smart as
Bluejay about it. Bluejay's short answer to "does the
Martingale system work?" is "Sorta, but not really."
-
The Martingale System and Other Betting Systems from the
Wizard of Odds - Michael Shackleford, the Wizard of
Odds, has plenty of opinions about gambling and betting
systems, including the Martingale system. He's
interested in long-term mathematical expectation, so his
perspective on the subject is a little bit different
from Michael Bluejay's perspective. It's still well
worth reading though. (Shackleford also writes about
this specific betting system here:
Ask the Wizard - The Martingale system. His short
answer to "does the Martingale system work?" is "No."
-
The Martingale Betting System article in the Wikipedia
- All of the Wikipedia articles are written by
volunteers, and the only vetting process for any
information that gets added is done by the community at
large. The information at the Wikipedia usually winds up
pretty solid, but sometimes a crackpot or two will slip
in there and add something crazy, and it will stay.
Anyway, take what the Wikipedia has to say about the
Martingale system with a grain of salt.
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