Sportloto 5 out of 36 systems. VDV - Everything for Everyone

Many lottery fans are asking a very fair question, how to win the 5 out of 36 lottery. Before we try to answer these questions, you need to familiarize yourself with the rules and calculate the probability of winning the 5 out of 36 lottery.

5 out of 36

The Gosloto 5 out of 36 lottery can be called a reasonable choice among all existing lotteries at the moment, since this lottery has the maximum chances of winning the main prize.

Of course, when talking about maximum odds, we must understand that this is a lottery and the chances of winning the main jackpot are not great.

Number of combinations in lottery 5 out of 36

It would be logical to move on to the facts and voice exact numbers. Number of lottery combinations 5 out of 36:

376992
three hundred seventy six nine hundred ninety two

and only one of them becomes winning.

We wrote above that players in 5 out of 36 act wisely - because compared to the Gosloto lottery 6 out of 45, here the chances of winning a super prize are almost 22 times greater!

Are you thinking about how to win a big prize in Gosloto - play 5 out of 36! Yes, this lottery does not accumulate a large jackpot, but the chances of winning are much greater.

Lottery odds 5 out of 36

All probabilities of matching the number of numbers drawn are given in the table below:

How to calculate a winning combination 5 out of 36

However, let's look at some hypothetical winning methods.

Deployed system - in pursuit of 100% jackpot winnings

A 100% chance of winning the lottery will only be given by a comprehensive system, which will include all 36 numbers, that is, a bet on all possible combinations. However, it will not be possible or reasonable to make such a bet for several reasons:

1. Restrictions by rules. The number of selected numbers in an expanded bet, according to the lottery rules, does not exceed 11; it is impossible to place a bet in which all the numbers will be crossed out on one ticket.

2. Let’s assume that someone manually or automatically decides to buy all possible combinations for the upcoming circulation.

With a ticket price of 80 rubles, this will require a very significant amount of 30,159,360 rubles.

Such a bet would be quite feasible if its economic component were logical. The Gosloto jackpot 5 out of 36 has never even come close to this amount, and will never come even close to this amount. Winning the jackpot with such a bet will, of course, have a 100% probability, but the winning amount will not cover the amount needed to spend on purchasing such a number of tickets.

Four deployed systems - in pursuit of winning.

All 36 lottery numbers can be divided equally into four bags.

Each bag will contain 9 numbers. In total, five numbers appear during the drawing.

Accordingly, if the first four numbers drawn end up in different bags, then the fifth number will end up in one of the bags that already contains the number drawn. That is, whatever one may say, in the worst case scenario, one of the bags will contain 2 winning numbers, that is, it will be winning.

Thus, in order to be guaranteed to win the lottery, you need to make 4 detailed systems in which all the numbers will be involved.

The cost of four such bets with a ticket amount of 80 rubles will be equal to 40,320 rubles with a guaranteed win of 80 rubles.

It would seem that the economic feasibility of such a bet is also questionable, but we must not forget that such a bet can also win a prize of a larger category, but here without any 100% guarantees.

Thus, the probability of matching three numbers in such a bet will be less than 30%, and the probability of winning the jackpot will be equal to the standard probability, as when buying 504 tickets with random combinations.

A few more game systems in Gosloto 5 of 36

Our program, called Nostradamus, tries to guess the winning combination of the nearest draw based on statistical analysis and other factors, forming only one combination.

Incomplete systems 5 out of 36 are a more cost-effective analogue of deployed systems. Many players find this system central to their gameplay.

A balanced strategy subjects the winning combinations to elementary mathematical analysis.

Conclusion

The lottery remains a lottery - a gambling hobby that brings multimillion-dollar winnings to a few winners. The article discusses some possible methods of winning and the theory of probability in the Gosloto 5 out of 36 lottery.

Read also other blog posts:

How to win the 6 out of 45 lottery? Let's make a lucky combination.

“Universal System”

Guessing Lottery Numbers

Many people are interested in whether there is a “universal system” for guessing lottery numbers with which one could regularly win?
No, such a system does not exist.

As in any lottery, success is determined by one of the elements of probability theory - the factor of chance. The result of the draw depends entirely on the actions of the lottery machine. By randomly mixing the balls without any human influence, the lottery machine produces such incredible combinations that it is simply impossible to imagine. Sometimes the lottery machine will throw out several numbers in a row, and sometimes, on the contrary, it will scatter numbers across the entire playing field of the ticket. Therefore, winning is possible both in a systemic game and in an unsystematic game.

However, only constant participation in the lottery from draw to draw with a small number of tickets, and not a “universal system” at all, allows you to become the owner of a prize.

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What are the advantages of playing according to a system over playing without a system?

To be sure to guess 6 numbers in the lottery “6 out of 45″, “6 out of 49″ and 5 numbers in the lottery “5 out of 36″, “5 out of 40″ you need to fill in 8,145,060, 13,983,816 and 376,992, 658,008 combinations, respectively, which is almost impossible to do for one lottery participant, or for the whole team. Playing according to the system makes it possible to cover, within reasonable limits, a certain number of combinations made up of a group of numbers.

The system brings the possibility of winning closer: the more numbers covered by the system, the more likely the chance of winning.

And finally, in case of guessing, the system gives a large amount of winnings, since, as a rule, several combinations win.

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How do they play the system?

Let's show this using the example of the “7 numbers - 7 combinations” system for the “6 out of 45”, “6 out of 49” lotteries.

7 numbers in this system are arranged in 7 combinations so that none of them is repeated:

1 combination - 1, 2, 3, 4, 5, 6
2 combination.-1, 2, 3, 4, 5, 7
3 combination - 1, 2, 3, 4, 6, 7
4 combination - 1, 2, 3, 5, 6, 7
5 combination - 1, 2, 4, 5, 6, 7
6 combination - 1, 3, 4, 5, 6, 7
7 combination - 2, 3, 4, 5, 6, 7

From 45 (49) lottery numbers, choose any 7 numbers you like

For example: No. 4, No. 11, No. 21, No. 33, No. 37, No. 40 and No. 45. And substitute their numbers instead of the system numbers:

4, 11, 21, 33, 37, 40
4, 11, 21, 33, 37, 45
4, 11, 21, 33, 40, 45
4, 11, 21, 37, 40, 45
4, 11, 33, 37, 40, 45
4, 21, 33, 37, 40, 45
11, 21, 33, 37, 40, 45

Now let's check: any 6 numbers from numbers the selected 7 numbers are necessarily included among the system combinations.

The advantage of the system is that if you guess 6 numbers, you can win not only for these 6 numbers, but also six wins for 5 numbers. Consequently, not one, but several lottery tickets win at once.

The system “7 numbers - 7 combinations” given in the example is called a complete system, since it contains all possible combinations with the given seven numbers and provides the highest performance - sixes with six numbers guessed. A feature of complete systems is that the winnings of each winning group are precisely determined and calculated using the appropriate formulas.

In addition to complete systems, there are also incomplete or reduced systems. They are compiled on the principle of the possibility of winnings in the lower winning groups (for 3 and 4 numbers for lotteries with a numerical formula of 5 numbers out of n; for 4 and 5 numbers for lotteries with a numerical formula 6 numbers out of n) when guessing a certain number of numbers, and therefore are more economical and require less numbers combinations.

For example, the incomplete system “7 numbers - 5 combinations” for the lottery “6 out of 45″, “6 out of 49″ gives winnings for 4 guessed numbers, but no longer guarantees winnings for 6 numbers, like the complete system “7 numbers - 7 combinations” :

1 combination – 1, 2, 3, 4, 6, 7
2 combination – 1, 2, 3, 5, 6, 7
3 combination - 1, 2, 4, 5, 6, 7
4 combination – 1, 3, 4, 5, 6, 7
5 combination – 2, 3, 4, 5, 6, 7

There are a large number of incomplete systems in all types of lotteries. It is advisable to use them when individually participating in the lottery, since they make it possible to combine a large number of numbers with a small number of combinations.

A type of incomplete systems are systems with hard (constant) numbers. They are made up of a certain number of hard (permanent) numbers. Typically, for such systems, 1, 2 or 3 permanent numbers are taken, since with a larger content of permanent numbers, the efficiency of the system decreases.

For example: the “7 numbers - 4 combinations” system with three constant (hard) numbers looks like this:

1 combination - 1, 2, 3, 4, 5, 6
2 combination - 1, 2, 3, 4, 5, 7
3 combination - 1, 2, 3, 4, 6, 7
4 combination - 1, 2, 3, 5, 6, 7

1. “4+1” system.

Four numbers are crossed out equally in all combinations of the system. The role of the fifth number is alternately played by the remaining thirty-two numbers.

There are 32 combinations in the complete system.

1, 2, 3, 4, 5
1, 2, 3, 4, 6
1, 2, 3, 4, 7

Full system features:

a) if the constant, basic part guesses 2 numbers, the winnings will be: 3 triples;

b) if the constant, basic part guesses 3 numbers, the winnings will be: 2 fours and 30 threes;

c) if the constant, basic part guesses 4 numbers, the winnings will be: 1 five and 31 fours.

2. “3+2” system.

Three numbers are selected and crossed out equally in all combinations. The remaining two numbers change in combinations. To do this, a complete system of pairs is compiled from the remaining 33 numbers.

There are 528 combinations in the complete system.

1. 1, 2, 3, 4, 5

2. 1, 2, 3,4, 6

3. - – - – –

4. - – - – –

527. 1, 2, 3, 34, 36

528. 1, 2, 3, 35, 36

Full system features:

a) if 1 number is guessed with the constant, basic part, the winnings will be: 6 triplets;

b) if the constant, basic part guesses 2 numbers, the winnings will be: 3 fours and 90 threes;

c) if the constant, basic part guesses 3 numbers, the winnings will be: 1 five, 62 fours and 465 threes.

An incomplete system of seventeen combinations makes it possible to use all the additional thirty-three numbers.

To create pairs of numbers, you can use the “Statistics of pairwise number drops” (the most frequently played pairs), where each number corresponds to a pair of numbers.

3. “8+X” system.

The basic part of the system consists of eight permanent numbers. The additional variable number "X" within one single system is also a constant number.

It is assumed that several such systems will be used in one circulation, differing only in the “X” number.

In one system, two winning options are possible.

Option I. The winning numbers are completely included in the eight base numbers. The system will provide:

If 3 numbers are guessed - 1 triple;

With 4 guessed numbers - 4 threes or 1 four;

With 5 numbers guessed - 1 four and 6 threes.

Option II. One of the winning numbers is an additional one, and the rest are part of the eight basic numbers. The system will provide:

With 3 correctly guessed numbers - 3 triplets;

With 4 numbers guessed - 1 four and 6 threes;

With 5 numbers guessed - 4 fours and 6 threes or 1 five and 12 threes.

– 1, 2, 3, 7, X
– 1, 2, 4, 6, X
– 1, 2, 5, 8, X
– 1, 3, 4, 8, X
– 1, 3, 5, 6, X
– 1, 4, 5, 7, X
– 1, 6, 7, 8, X
– 2, 3, 4, 5, X
– 2, 3, 6, 8, X
– 2, 4, 7, 8, X
– 2, 5, 6, 7, X
– 3, 4, 6, 7, X
– 3, 5, 7, 8, X
– 4, 5, 6, 8, X

This system is ideal for playing with increasing bets.

A full bet equal to twenty-eight systems gives winnings:

with two numbers guessed by the base part - 9 triplets;

with three - 2 fours and 38 threes;

with four - from 4 fours and 114 threes to 1 five, 27 fours, and 12 threes;

with five numbers guessed by the base part - 28 fours and 168 threes.

The option of playing with the “8+X” system is allowed, where “X” are arbitrary numbers in all combinations.
SYSTEMS FOR LOTTERY “6 numbers out of N”

1. “5+1” system.

Five numbers are crossed out equally in all combinations of the system. The role of the sixth number is alternately played by the remaining forty numbers.

There are 40 combinations in the complete system.

1, 2, 3, 4, 5, 6
1, 2, 3, 4, 5, 7
1, 2, 3, 4, 5, 8

Full system features:

a) if the constant part guesses 3 numbers: 3 fours and 37 threes;

b) if the constant part guesses 4 numbers: 2 fives and 38 fours;

c) if the constant part guesses 5 numbers: 1 six and 39 fives

2. “4+2” system.

Four numbers are selected, which are crossed out equally in all combinations of the system. The remaining two numbers change in combinations. To do this, a complete system of pairs is compiled from the remaining 41 numbers.

There are 820 combinations in the complete system.

1. 1, 2, 3, 4, 5, 6

2. 1, 2, 3, 4, 5, 7

3. - – - – –

4. - – - – –

819. 1, 2, 3, 4, 43, 45

820. 1, 2, 3, 4, 44, 45

Full system features:

a) if the constant part guesses 2 numbers, guesses: 6 fours;

b) if the constant part guesses 3 numbers, guesses: 3 fives and 114 fours;

c) if the constant part guesses 4 numbers, guesses: 1 six, 78 fives and 741 fours.

Total: the system allows you to receive one or another win in 44.98% of cases.

3. System “8+X+U”.

The basic part of the system consists of eight permanent numbers. Variable numbers “X” and “Y” within one particular system are also permanent numbers.

It is assumed that several such systems will be used in one circulation, differing only in the numbers “X” and “Y”.

In one system, three winning options are possible.

Option I. The winning numbers were completely included in the eight base numbers. The system provides:

If 4 numbers are guessed - 1 four or no win;

With 5 guessed numbers - 1 four;

With 6 guessed numbers - 3 fours.

Option II. One of the winning numbers is among the additional ones, and the rest are included in the base numbers. The system provides:

With 4 guessed numbers - 1 four;

With 5 guessed numbers - 4 fours or 1 five;

With 6 numbers guessed - 1 five and 6 fours.

Option III. The two winning numbers are additional numbers, and the rest are part of the base numbers. The system provides:

With 4 guessed numbers - 3 fours;

With 5 numbers guessed - 1 five, 6 fours;

With 6 numbers guessed - 4 fives and 6 fours or 1 six and 12 fours.

– 1, 2, 3, 7, X, Y
– 1, 2, 4, 6, X, Y
– 1, 2, 5, 8, X, U
– 1, 3, 4, 8, X, U
– 1, 3, 5, 6, X, Y
– 1, 4, 5, 7, X, U
– 1, 6, 7, 8, X, U
– 2, 3, 4, 5, X, Y
– 2, 3, 6, 8, X, U
– 2, 4, 7, 8, X, U
– 2, 5, 6, 7, X, Y
– 3, 4, 6, 7, X, Y
– 3, 5, 7, 8, X, U
– 4, 5, 6, 8, X, U

This system is ideal for playing with increasing bets. Full bet in “6 out of 45” (Gosloto, etc.); is equal to 666, in “6 out of 49″ - 820, and in “6 out of 56″ - 1176 systems.

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". Believe it or not, it's up to you! I’m not forcing you, let everyone have their own opinion. One of them imagines himself to be a supergenius, but in reality he doesn’t know how much 6x9 is. Another... I am writing an article for those who have not yet figured out this wonderful program, but are making every effort to win. But there is a lot to learn from practice. People think that they will press a button and millions will fall from the sky. No. This program is an analyzer. If you process the data ineptly, nothing will happen. But, since there is a reference point, so to speak, the forecast of numbers is based on it. That’s why there is an analysis of previous circulations, where, strictly speaking, . But I'll look at another real win at 5 out of 36:

Remember one statement for now: numbers may transfer to a new circulation from the last five, but the entire circulation does not! If you, of course, paid attention to this (if you didn’t pay attention, then sorry, THIS PROGRAM IS NOT FOR YOU), in particular in “Gosloto 6 out of 45” - this often happens. That the numbers are repeated 2-3 times, the same. And there is an “increase” or “decrease” of +/- 1 sign. There is such a thing. Let's assume that the number "6" has passed. This means that there will probably be “6”, but perhaps there will be either “5” or “7”!? Yes. Thanks to the program and one of the game methods, this option can be calculated, minimizing the headache with calculations. We considered one of the options, the so-called “growth-decline”. The method in the program is called “ in trend". (We'll get the numbers to generate later)

But there are still numbers that need to be excluded? Right. Let’s put “in trend” on the shelf for now and look at the exceptions. In the program, one of the game techniques is called “ exclude". Everything is simple here. We take (I won’t say exactly how much, you need to look at the numbers, old and not repeated. In old editions, as soon as a “complete replacement” occurs, then up to this point, if there were no such numbers. Usually it is 3,4,5,6, 7 circulations.) We copy them, the numbers of ALL THESE circulations and paste them into the field for calculation. We generate. We get numbers that theoretically cannot exist. And yet Gosloto deliberately rigs them so that (someone as smart as you won’t win, knowing this). Remember what I wrote in bold: numbers can change... but now we have excluded them with you. We got a certain result and copied it “to notepad” - right in the program, before switching to a new method.

Let's return to the method " in trend". We take the last 5 draws. Paste it into the field. We generate. We get the growth and decline of numbers. The so-called "side numbers". Why do we need them? These are the very numbers - exceptions of exceptions. But in total, your result in this case will be equal to 10%! (2.3 numbers in total) Why? Because numbers that are repeated too often or are rare are deleted by the program on purpose. In the method, “exclude” all paired or more numbers, and then “side” numbers are built for them if there is growth. For example: there are numbers 1,2,2,4. 2ka rises, and 4ka falls - that means the number will be 3! Do you know what I mean!? This is the essence of the calculation of this method. After all, here we are looking for growth and decline - and nothing more. Copy to notepad in the program.

Next, we copy from the notepad into the calculation field what we got in the first “exclude” method and the second “in trend” method into a pile. We generate. We get a set for generation: 25 5 7 26 27 10 11 1 3 2 4 9 6 Just in case, we copy them “to notepad” in the program. And we switch to a new method of play. (Taken from my logs in the program).

Now that we have numbers to generate, we can use one or the other method. The first is the “selection +/-”, which allows you to set which sign and how much to “move”. If it is +2 (in the first digit, where the number is 25) then we get: 23, 24, 25, 26, 27! We don't need this. After all our task is to reduce the calculated numbers for combinations. And so the easiest way to choose in this case is: "-1/+1" method. For example: If the number 25 is in the first sign, then we get: 24, 25, 26. What we need so as not to be “scattered”, because we excluded some numbers ourselves in the literal sense of the word. On the right there is a self-control field “Super Prize Test” to check matches. And here is the result:

Analyzed numbers from circulation archives: 13
Approximate amount for bets: 19 (There may be more, so you need to minimize the numbers for the combinations - in the right way)
Number of bets spent: 19 (Expenses: 19×300 rubles = 5700 approximately, possibly more)
Numbers for combinations: 2 26 8 3 9 4 24 0 5 12 11 25 28 7 10 27 1 6 (why did “0” appear by +1/-1 1-1=0, this is what we get after “filtering” and “processing” using various methods)
Successful numbers, taking into account the processed numbers, became (in one of the generations):

2 4 6 10 26

We generate. The numbers “5 out of 36” came out in draw N1938 dated July 28, 2014: 2 4 6 10 26 the winnings were: 1 105 140 rubles!!! Congratulations to the winner! Thank you for having this program! You've done the numbers correctly.

Learn! Unfortunately, more and more people began to use the program and note that they began to win 1-2 million in state lotto several times a month. We won the largest super prize so far - 10 million! (We played with extended bets, but it justified itself completely, since all the calculations were made using this program. We spent about 300,000 rubles. There was an “investor” in the project!) I am sure that you yourself will be able to pick up and discover your own secrets of state lotto , use various methods and their combinations for filtering and analysis. It’s not stupid to hit the button and then scream. I wish you good luck!

PS: You can test the program using the Mozilla Firefox browser. Testing time and some functionality are limited. ADVICE: Use first one, then the other, then the first method again - process the numbers “in the right way” and apply your head to everything, of course. If something is not clear, re-read this article again. And until you learn, my advice is not to play for money. We also have such comrades.

If you have ever bought one or more lottery tickets (we are talking about active numerical lotteries like Sportloto) and did not win anything with them, you probably experienced a feeling of annoyance or disappointment, and even a small win was perceived completely differently. But you can always be guaranteed to receive this small win.

From a rotten sheep - even a tuft of wool

What does that require? It is necessary that the system by which we play includes all the numbers. This is a must. The second condition is that the system must have guarantees. Such conditions for the game “Sportloto 5 out of 36” are met by an incomplete system - it is guaranteed to catch all the twos, but 66 combinations are too much.

Let's take a system (5 numbers per option, 9 numbers per game, 5 combinations). It also guarantees that at least 2 numbers will be guessed if they are among the 9 numbers selected for the game. But if the prize numbers do not fall into the system 9, then such a system will not bring any winnings. In this case, the winning numbers will be among the remaining 27 numbers (36 - 9). If we divide the playing field into 4 parts and apply the “5/9/5” system to each of these parts, we will get one “5/36/20” system for 20 combinations. With this approach, one of the 4 subsystems will always be guaranteed to catch 2 numbers: in the worst case, 3 subsystems will catch 1 number each and one will catch 2 numbers, in the best case, 3 subsystems will not catch a single number and all 5 prize numbers will be collected in 4 oh subsystem, although this does not guarantee winning a super prize, but a system with 66 numbers does not provide such a guarantee.

We can improve our system. If we combine instead of four systems “5/9/5”, two systems and two -, then the result will be a similar system, but with a large number of unique twos, threes and fours (we omit the calculations, those who doubt can check for themselves).

If you look closely at the results of the combinatorial analysis of the resulting systems, you can see that they have no guarantees. Yes, there is no guarantee that the systems will catch all possible deuces out of 36 numbers, but we don’t need that, it is necessary that the systems catch at least one deuce out of 5 prize numbers, and there is such a guarantee! Of course, we are not talking about the profitability of these systems; they simply guarantee a consolation prize in the worst case scenario and do not exclude a super prize.

Since the systems cover the entire playing field, you do not need to select numbers for them, but you need to specify the order of substitution. The simplest options: generate a sequence using a random number generator (RNG), or take any one, expanding its lines into one, where the first number will correspond to the first number of the system, and the last to the last. When using RNG, it is necessary to ensure that the numbers in the sequence are not repeated.

By combining different systems in this way, it is possible to obtain new systems with certain guarantees, for example: three systems will give a system “5/36/27”, optimizing which, we get a system, but such a system is better at catching triples, and the subsystems from which it is built ( + + ), provide guarantees of guessing only two numbers, so it is advisable to combine three systems. The result will be a “5/36/87” system, but two variants of the system will be more optimal: as can be seen from the formula, they are 4 combinations more economical. With the same system formula, these are different systems and they are obtained by combining different systems: (2× +) and ( + +) - the first catches more unique twos and threes, and the second - more fours. These are already systems for a more serious game, for example, in a syndicate of 3-5 players, they will catch threes quite well, and if you are lucky, they will catch 4 or 5 numbers (Jackpot). It should be noted that the currently known combinatorial system with the same number of numbers, guaranteeing 3 numbers, contains 821 combinations. 83 and 821 - is there a difference? Of course, miracles do not happen: a system of 821 combinations will catch all possible triplets, and a system of 83 combinations will catch at least one, provided that 3 prize numbers are collected in one of the subsystems (a situation is possible when the prize numbers are distributed among subsystems in ratio 2+2+1).

Obviously, similar systems can be obtained for other lottery formulas: , etc. If you play according to the “waiting for the jackpot” strategy, then it would be a good idea to use similar systems in order to be guaranteed to return a certain amount of money after each game.