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Makarov-Biarritz

Makarov-Biarritz is one of the simplest roulette approaches we have seen. It is so simple that we can even say that it seems “primitive” compared toother systems and approaches. However, it doesn’t require players to take big risks and is very popular among a certain audience (usually old-school gamblers), so we decided to examine it in detail.

The name of the approach actually comes from a French casino called “Biarritz”. After playing at this casino for a long time, gamblers developed a simple approach: they noted the results of 111 spins and bet on the number that appeared the most during the next 37 spins. A gambler namedAlexander Makarov simplified the approach a little more over time and made it more practical, thus the name of the system became “Makarov-Biarritz”. As can be understood from this explanation, the system is based on physical roulette wheels, but it can also be used inonline American roulette because it focuses on winning chances, not physical flaws.

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How Makarov-Biarritz Strategy Works

The basic principles of the system consist of the following:

  • Choose a number and place a straight bet. It can be any number.
  • Continue betting on the same number for the next 36 spins.
  • If you win within 36 spins, choose another number, and do the same.
  • If you don't win after 36 spins are completed, choose another number, and do the same.
Makarov-Biarritz Strategy

Some sources state that you should complete 35 or 37 spins instead of 36, but whichever you choose, the basic principles do not change. What is being tried to be done here is simple: in single-zero roulette, the probability of a selected number not appearing 36 times in a row is 37.19%. So, the probability of the number you choose appearing within 36 spins is 62.81%. This strategy gives you a 62.81% chance of winning if you simply choose a single number and wait long enough for that number to appear.

Our Test of Makarov-Biarritz Strategy

This strategy may be a good example of “gambler's fallacy”. We will explain what this means below, but first let's test the strategy with a simulation as we always do. In the simulation we created for this system, we used 10 players, gave each of them a $50 bankroll, and had them place a $1 wager for a straight bet. As the strategy required, they completed 36 spins in total. The results were:

Spinp1p2p3p4p5p6p7p8p9p10
150505050505050505050
249494985494949494949
3484848-484848484848
4474747-474747474747
5464646-464646464646
6454545-454545454545
7444444-804444444444
8434343--4343434343
9424242--4242424242
10414141--4177414141
11404040--40-764040
12393939--39--3939
13383838--38--3838
14373737--37--3737
15363636--36--3636
16353535--35--3535
17343434--34--3434
18333333--33--3333
19323232--32--3232
20313131--67--3131
21303030-----3030
22292929-----2929
23282828-----2828
24272727-----2727
25262626-----2626
26252525-----2525
27242424-----2424
28232323-----2323
29582222-----2222
30-2157-----2121
31-20------2020
32-19------1919
33-18------1818
34-17------1717
35-16------1616
36-15------1515
  • Players 2, 9, and 10 did not win any spins.
  • Player 4 was lucky enough to win on the first spin: he made a profit of $35.
  • Players 1, 3, 5, 6, 7, and 8 were able to get a profit too. However, since they could not win as quickly as Player 4, their profits were less.

Pitfalls of Μakarov-Biarritz System

This system comes from a time when roulette was only played in real casinos and gamblers were superstitious. In roulette, all probabilities are reset with each spin. Whether an outcome has occurred (or not) before does not affect future possibilities in any way. In single zero roulette, your chance of winning a straight bet is always 2.70%, no matter how many spins you complete. Just because you have completed 36 spins before, or even 360 spins, does not mean you will get a higher or lower odds on the next spin.

The Μakarov-Biarritz system can work in card games, where each round reduces the number of cards in the deck and the odds become more calculable the longer the game goes on. For example, you start the game with a deck of 52 cards and by the second round, there will be at least 48 cards left in the deck: the odds will change.

However, there is no such thing in roulette. The odds never change because each spin is made with 37-38 numbers. This means that, barring statistical deviations, your chances of winning (and therefore, the house edge) will not change in the long run.

Conclusion

You can of course try this system, as all you have to do is choose a number, place a straight bet on it, and complete 36 spins: the strategy does not require anything more than that. For the same reason, you are not taking any risks. More precisely, you only take the risk of a straight bet, nothing more.

However, this system may make you believe that your chances of winning will gradually increase, or your chances are higher than they are as a result of incorrect use of mathematics. Don't make this mistake: if you're placing a straight bet, your chances of winning will always be the same no matter how many spins are completed and will never go above 2.70% (2.63% in double-zero roulette).

Has this strategy worked for you?
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