Statistiques d'euromillions | stats d'euro lottery | euro-millions.com


Игра появилось в 2004 году. На момент создания в лотереи участвовали всего три страны, но некоторое время спустя к лотереи присоединились и другие страны Европы, а затем и весь мир. Сейчас лотерея позволяет разбогатеть жителям более 200 стран.

Первые результаты лотереи EuroMillions

«EuroMillions» является общеевропейской лотереей. Лотерея Евромиллионы была создана 7 февраля 2004 года. Первые результаты Евромилионз были объявлены 13.02.2004, а розыгрыш джекпота прошел во Франции. С момента появления лотереи Великобритания, Франция и Испания были ее организаторами и участниками, но несколько лет спустя Австрия, Бельгия, Ирландия, Люксембург, Португалия и Швейцария присоединились к лотерее «EuroMillions».

Predicting the Outcome of the EuroMillions Draw

You have to understand that probability theory is simply a reliable guide.  Naturally, the expected frequency and the actual frequency will not always match exactly.

You use probability to predict the future outcome of the game to guide you on how to play your game.

For example, if we want to know in advance the outcome of EuroMillions after 2000 draws, we use the same formula for expected frequency:

If we are to predict the outcome of all the odd-even patterns, we will come up with the following prediction table below:

Pattern Probability Estimated Occurrence in 2000 draws
3-odd-2-even 0.3256621797655230 651 times
2-odd-3-even 0.3256621797655230 651 times
4-odd-1-even 0.1492618323925310 299 times
4-even-1-odd 0.1492618323925310 299 times
All-odd 0.0250759878419453 50 times
All-even 0.0250759878419453 50 times

As a smart EuroMillions player, you don’t want to waste your money on patterns with low probability. That is the power of probability calculation as we apply it in EuroMillions.

As a lotto player, you want to win the jackpot. Therefore, you should stick with either 3-odd-2-even or 2-odd-3-even and forget about the rest of the patterns.

You get the same idea when it comes to low-high patterns.  You don’t want to pick a combination whose composition is purely low numbers or strictly high numbers.

However, EuroMillions is not only about low-high or odd-even patterns.

We discuss low-high and odd-even patterns to show that the lottery can be predicted to an extent.  But the low-high and odd-even patterns don’t provide the whole picture of the EuroMillions game.

You must understand the EuroMillions game as a whole if you want to win the game.  For you to achieve that, you have to understand intricate combinatorial patterns, which is the real key to EuroMillions’ success.

Let’s proceed to discuss what advanced patterns can do to level up your lotto playing strategy.

How to Beat the Odds of the EuroMillions Game

Of course, you cannot beat the odds of EuroMillions.  But thankfully, math can help. There’s a way to increase your chances of winning the game.

The only way to increase your chances of winning is to buy more tickets.

But buying more tickets is useless if you’re making the wrong choices.  It’s not OK to choose 1-2-3-4-5, and 2-3-4-5-6, and 46-47-48-49-50.

I will explain why.

But first of all, I must ask you to forget about hot or cold numbers. For the longest time, people mistakenly believe that if a number frequently occurs in the past, the same number is bound to be drawn more often in the future.  This belief must be corrected.

Now, let’s proceed.

All combinations in EuroMillions 5/50 have the same probability.

It means that 1-2-3-4-5 is equally likely.

Play 2-4-6-8-10, and that is equally likely too.

Perhaps your combination is 5-10-15-20-25, this combination has the same probability as any other in the universe of Euromillions’ possible combinations.

The truth, all combinations have equal chances.

But think about this.  Consider more tickets where all numbers are picked in the form of straight combinations:

  • 1-2-3-4-5
  • 2-3-4-5-6
  • 3-4-5-6-7
  • 46-47-48-49-50

If I ask lotto players to spend their money on the above combinations, the surest response I will get is “no way.”

And why not?

That’s because people don’t trust their understanding of probability.

“Gut feeling” dominates the logic

You see, if you are confident that all combinations have the same probability, why be afraid to play all those combinations.

In other words, while you believe that all combinations have the same probability, there’s part of you that says buying “multiple tickets where all combinations are straight numbers” cannot be right.

But gut feeling shouldn’t be superior to mathematics.

If you want to win the EuroMillions game, you have to have a strong mathematical foundation.

And mathematics says:

There’s a big difference between having lots of wrong combinations and having the right combinations.

But how do we explain this mathematically?

The Huge Difference Between Odds and Probability

Odds and probability are two different terms with two different equations.  The difference between the two can be best describe when we study the composition of combinations. 

As a lotto player, you don’t have the power to change the underlying probability and you cannot beat the odds of the Euromillions game.  But you have the power to know all the possible choices and make the right decision based on those choices.

And making the right choice is possible when you know the difference between odds and probability.

What is the difference?

Probability refers to the measurement that an event will likely occur.  And we measure the likelihood by using the formula:

We normally expressed the results of this formula in percentage.

Now, to get the odds, we use this formula instead:

What you get from this formula is a ratio.

So the difference is that the probability is the measurement of chance while the odds are the ratio of success to failure.

In layman’s term, the difference between odds and probability can be described in the following way:

Probability = Chance

Odds = Advantage

That is, you cannot control the probability and you cannot beat the odds, but at least you can choose the best odds and get the best ratio of success to failure.

Let’s consider the combination 2-4-6-8-10. This combination is composed of 5 even numbers with no odd numbers. This combination belongs to the 0-odd-5-even group.

In the Euromillions game, there are 53,130 ways you can combine 5 numbers that are all even numbers and no odd numbers.

Therefore we calculate the odds of a 0-odd-5-even in the following way:

Odds of 5-even-0-odd = 53,130 / 2,065,630

This means that 2-4-6-8-10 and all similar combinations under the group of 0-odd-5-even will give you 2 or 3 opportunities to match the winning combinations for every 100 attempts that you play the Euromillions game.

As you can see, a combination such as 2-4-6-8-10 offers a very low ratio of success.

In comparison, you will have a better ratio of success when you pick a more balanced odd and even numbers.

Let’s prove that.

There are 690,000 ways you can combine numbers of type 3-odd-2-even. If we calculate the odds, we get:

Odds of 3-odd-2-even = 690,000 / 1,428,760

In simple terms, a 3-odd-2-even combination will give you the opportunity to match the winning numbers 32 to 33 times in every 100 attempts that you play the Euromillions game.

If we compare the two classes of combinations, we can see a big difference:

0-odd-5-even VS 3-odd-2-even

0-odd-5-even 3-odd-2-even
2 to 3 opportunities to match the winning numbers in every 100 draws 32 to 33 opportunities to match the winning numbers in every 100 draws
The worst ratio of success The best ratio of success
The worst choice An intelligent choice

In a random event like the Euromillions game, making an intelligent choice requires mathematical strategy.  We calculate all the possible choices and finally make an intelligent choice.

Remember this: As a EuroMillions player, your objective is to get a better ratio of success to failure. Know all the possible choices and make an intelligent choice.

I explained the details of this mathematical strategy in my article The Lottery and the Winning Formula of Combinatorial Math and Probability Theory.

But to give you a gist of how to make an intelligent choice, let’s dig deeper through these combinatorial patterns below.

How To Win The EuroMillions Game

To play the EuroMillions with the best shot possible, pick your numbers based on pattern #1 or #2.  Please check the free guide and discover how Lotterycodex Patterns work for EuroMillions and other lottery games.

It’s not easy to win the EuroMillions.  But you can do something to make sure your bet is a good one.  With lots of superstitions going around the lottery today, a lot of EuroMillions players are doing it all wrong. Don’t be one of them.  Be ahead of them.  Please read my post on how to win the lottery mathematically.

If you hate math, then you can use the Lotterycodex calculator to avoid manual calculation.  The calculator is a superior type of lotto number generator that is based on combinatorics and probability principle.

But remember, the lottery is just entertainment. Please understand that lottery addiction can affect your life negatively in many ways.  You have to play with the proper attitude and with a lottery game plan. Please play the lottery responsibly.,

Don’t forget to check the free guide: The Lottery and the Winning Formula According to Math.

The Odd-Even Patterns In the EuroMillions

Odd-even patterns do have an impact on your number selection strategy.  You fail to choose the right composition of odd-even numbers, and you fail to win even before you play.

The Euromillions number field can be divided into two sets:

Odd = {1,3,5,7,9,11,13,15,17,19,21,23,25,27,29,31,33,35,37,39,41,43,45,47,49}

Even = {2,4,6,8,10,12,14,16,18,20,22,24,26,28,30,32,34,36,38,40,42,44,46,48,50}

The table below shows the complete odd-even patterns in EuroMillions with their corresponding probability:

Patterns Probability Calculus
3-odd-2-even 0.3256621797655230 32.5662179766%
3-even-2-odd 0.3256621797655230 32.5662179766%
1-odd-4-even 0.1492618323925310 14.9261832393%
1-even-4-odd 0.1492618323925310 14.9261832393%
5-odd-0-even 0.0250759878419453 2.5075987842%
5-even-0-odd 0.0250759878419453 2.5075987842%
1 100%

The table shows that the first two are the best ones to play in EuroMillions.  To help you figure out the best and the worst ones, I further divide the patterns into three groups:

Best Patterns Fair Patterns Worst Patterns
3-odd-2-even 1-odd-4-even All-even-numbers
2-odd-3-even 1-even-4-odd All-odd-numbers

As a EuroMillions player, you should either play the 3-odd-2-even or the 2-odd-3-even patterns.

Do you want proof?

Let’s peek at the past EuroMillions results and see how the game follows the dictate of probability.


Для любого жителя России правила зарубежной лотереи на первый взгляд расцениваются как непонятные, замысловатые и сложные для восприятия. Это только поначалу. Стоит единожды принять участие и все сразу станет на свои места.

Следует заметить, что перед игрой многие участники предпочитают ознакомиться со статистикой выпадения чисел. Эти данные находятся в свободном доступе на страницах официального сайта лотереи. Если сделать ставку на те номера, которые выпадают чаще всего, то можно заметно повысить шансы на победу в тираже.

Вероятность раздобыть приз в игре ЕвроМиллионс составляет 1 к 13. Такие шансы для крупной лотереи – редкость, в остальных популярных играх они в разы ниже.

Сочетание угаданных номеров и вероятность получения призов разного номинала указана в таблице ниже.

Угаданные числа

Вероятность выигрыша

Приблизительная сумма выигрыша

5 + 2

1 к 116 531 800

37 828 849 евро

5 + 1

1 к 6 473 989

313 890 евро


1 к 3 236 995

54 946 евро

4 + 2

1 к 517 920

3 285 евро

4 + 1

1 к 28 774

147 евро


1 к 14 487

72 евро

3 + 2

1 к 11 771

46 евро

2 + 2

1 к 882

14 евро

3 + 1

1 к 654

10 евро


1 к 327

8 евро

1 + 2

1 к 157

7 евро

2 + 1

1 к 46

5 евро


1 к 23

2 евро

В среднем вероятность получить один из призов равна 1 к 13.

Рассмотрим более подробно правила игры.

Участник должен выбрать 5 номеров в диапазоне 1-50. Кроме того, он должен определить 2 дополнительных числа из матрицы 1-11.  Дополнительные номера называют Lucky Stars или просто «звезды». Для определения величины выигрыша именно они являются ключевыми.

Пять основных номеров позволяют заполучить выигрыши средней категории. А вот Lucky Stars дают шанс на получение джекпота.

Если верить математической статистике и теории вероятности, то правильно определить такое количество номеров комбинации практически невозможно. Вот только статистика побед лотереи ЕвроМиллионс доказывает обратное. Европейцы достаточно часто становятся обладателями главного приза лотереи. Все потому, что лотерейная игра ориентирована сугубо на Удачу, а не на научные теории.

Минимальный фиксированный главный приз игры составляет 15 000 000 евро. Кроме того, иногда проводятся супер-розыгрыши. В них джекпот начинается с отметки в сто миллионов.

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Euromillions winner statistics

Why Prizes Differ Between Currencies

The Euro is the base currency for EuroMillions as it is used by seven of the nine participating countries. When a jackpot is won in the UK the equivalent figure in pounds is paid out, based on the exchange rate on the day of the draw.

For non-jackpot prizes, the amount you receive in the UK is not worked out purely on the basis of the exchange rate. Instead, a formula is in place to take into account each country’s contribution to the game.

Each country that participates in EuroMillions contributes €1.10 into the Common Prize Fund, which is used to pay out prizes to all winners. Camelot’s contribution to the Common Prize Fund is the 50% of £1.74 from every EuroMillions ticket sold.

If, using the exchange rates on the day of a draw, Camelot’s contribution to the Common Prize Fund works out at less than €1.10, prizes paid out to UK players will be reduced to compensate for the shortfall. If, on the other hand, Camelot’s contribution amounts to more than €1.10, UK winners will receive comparatively bigger prizes than winners in other countries.

To put it simply, if £1.74 is worth less than €2.20, UK winners will receive smaller prizes than those in other countries. If £1.74 is worth more than €2.20, UK players will receive more. These rules ensure that prizes are always in line with how much each participating country contributes to the Common Prize Fund.

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