Have you ever wondered what separates you from the super prize? To win the jackpot, you need a perfect start. Did you know that most lottery players lose their chances of winning by picking the wrong numbers? Such attractive headlines can be found on sites that offer to use lottery systems.
But are these promises true? And why haven't we heard of millionaires winning with these formulas? Get ready: our material will destroy many lottery myths.
Myth #1
Lottery systems with a scientific approach
Many lottery systems, according to their authors, are based on a mathematical approach. That is, specially designed formulas are used, according to which likely possible combinations are calculated. The developers claim that this way you can exclude unlikely numbers. But in fact, it is impossible to apply any mathematical formula in the lottery, since all numbers are equally probable for each draw (no matter what formula the lottery is conducted: “6 out of 35”, “7 out of 49” or any other.). Therefore, this is pure provocation and manipulation of lottery participants, since it is easier for many to believe in scientific formulas that actually do not carry any semantic load.
We will explain why you should not fall for such tricks and acquire pseudo-useful programs. On September 6, 2009, the following numbers fell out in the Bulgarian lottery: 4, 15, 23, 24, 35, 42. Exactly the same numbers fell out a few days later, in the September 10 draw. “This is the first time this has happened in the 52 years of the lottery's existence. We are stunned by this coincidence,” said a spokesman for the lottery organization. On April 5, 2015, the numbers 1, 2, 3, 4, 5, 6, 7, 8 + 4 fell out in the 17053rd Rapido draw. Then the unique combination brought a record win: the winner became the owner of 4,269,583 rubles.
It is interesting, according to which particular mathematical law did these combinations (or any others) fall out? Unfortunately, there are no such formulas and laws. The lottery does not lend itself to any calculations and predictions. Therefore, lottery systems with a scientific approach will not bring you closer to victory - this is a myth.
Myth #2
Lottery systems with warranty
On the Internet, you can buy a course - "Lotto-system" Secrets of a Guaranteed Win ". However, according to the Belarusian portal finance.tut.by, “Sergey Stanovsky (the author of the course) won nothing in Belarus. He posed as a lottery guru by photoshopping his head onto the bodies of real Super Lotto winners.”
Photo: finance.tut.by 
Photo: finance.tut.by
Above - a pseudo-winner who allegedly won 25 million rubles, below - a photo of a real lottery winner
Similar enrichment systems are suggested by Greg G. in his book Lotto Master Formula. True, the author diligently hides his real name - and it is impossible to verify the effectiveness of his promises.
Please be careful and don't be fooled.
Myth #3
Lottery systems that predict winning numbers based on statistics
There are developers who claim that their systems are based on statistical analysis, which is carried out from the first print runs. Often they provide information that can save you money by suggesting which number combinations can be accurately excluded. We hasten to assure you: today's winning numbers will not affect tomorrow's numbers in any way. And the exclusion of combinations is a false statement used as a marketing ploy. In addition, you can find all the statistics of state Russian lotteries on the official website www..
And here is the combination that brought Igor S. more than 47 million rubles in the Gosloto 5 out of 36 lottery - 5, 4, 26, 27, 19. The winner said that he sometimes uses statistics on the Stoloto website: “I have my own way which I am guided by. But I won’t reveal its secret. When I think about what numbers to mark, I follow it from time to time. I look at frequently falling numbers, for example. Why do I never make big bets? I don't see much point in this. I believe that you can win with a small bet. You either get lucky or you don't."
Of course, official lottery statistics are not a guarantee of winning. But if you are guided by this method of play, then it is better to use reliable data.
Myth #4
Lottery systems that helped a certain number of users win
Here, very often there is a falsification of facts that appeal not to reason, but to feelings. That is, information about the winners is copied from news sites, and the developers claim that people won the lottery according to their system. At the same time, the amount of winnings and the name of the lottery are not mentioned. Sites distributing lottery systems may have testimonials from pseudo-winners masquerading as actual unsubstantiated promises that you will soon be able to get richer and get everything you have always wanted. For credibility, they add a photo of the “dream”: “Just take a look at the illustration below and tell me that you have not dreamed of at least one of these cars. You can get anything you want if you choose to play the lottery wisely,” reads a caption on one such site.
The main thing you need to know
To know about other scam options, .
If you have ever bought one or more lottery tickets (we are talking about active numerical lotteries like Sportloto) and did not win anything on them, then you probably experienced a feeling of annoyance or disappointment, and even a small win was perceived in a completely different way. But you can always be guaranteed to receive this small win.
With a filthy sheep - at least 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 prerequisite. The second condition is that the system must have guarantees. Such conditions for the game "Sportloto 5 out of 36" are satisfied by an incomplete system - it is guaranteed to catch all the deuces, but 66 combinations are too much.
Let's take a system (5 numbers per variation, 9 numbers per game, 5 combinations). It also guarantees guessing at least 2 numbers if they are among the 9 numbers selected for the game. But if the prize numbers do not fall into the system 9-ku, then such a system will not bring a win. In this case, the prize 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 and one - 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 the super prize, but the system with 66 numbers does not give such a guarantee.
We can improve our system. If we combine instead of four “5/9/5” systems, two systems and two -, then as a result we get 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 carefully look at the results of the combinatorial analysis of the obtained systems, you can see that they do not have guarantees. Yes, there is no guarantee that the systems catch all possible deuces out of 36 numbers, but we don’t need it, it is necessary that the systems catch at least one deuce out of 5 prize numbers, but 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, it is not necessary to choose numbers for them, but it is necessary to specify the substitution order. The simplest options: generate a sequence using a random number generator (RNG), or take any one by expanding its lines into one, where the first number will correspond to the first number of the system, and the last to the last. In the case of using RNG, it is necessary to ensure that the numbers in the sequence do not repeat.
| k | 2 | 3 | 4 |
|---|---|---|---|
| System | The number of combinations by k out of 36 | ||
| (2 x 5/7/3 + 2 x 5/11/7) | 152 | 188 | 100 |
| (5/10/6 + 5/11/7 + 5/15/13) | 205 | 252 | 130 |
| (2 x 5/11/20 + 5/14/43) | 201 | 694 | 406 |
| (5/11/20 + 5/12/29 + 5/13/34) | 199 | 671 | 414 |
Combining various systems in this way, you can get new systems with certain guarantees, for example: three systems will give the system "5/36/27", optimizing which, we get the system , but such a system catches triples better, and the subsystems from which it is built ( + + ), provide guarantees for guessing only 2 numbers, so it is advisable to combine three systems . The result will be a “5/36/87” system, but two system options will be more optimal: they, as can be seen from the formula, are more economical by 4 combinations. 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 triples, 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 triples well, and if they 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 triples, and a system of 83 combinations will catch at least one, provided that 3 prize numbers are gathered in one of the subsystems (it is possible that the prize numbers will be distributed among the subsystems in ratio 2+2+1).
Obviously, similar systems can be obtained for other lottery formulas:, etc. If you are playing with a "wait for the jackpot" strategy, then it would be a good idea to use such systems so that after each game you are guaranteed to return some amount of money.
Partial or drum systems
Or how they play according to the system?
There are a huge number of templates for incomplete systems, which differ only in the number of combinations that they can offer, as well as the guaranteed number of guessed numbers in any combination ... - provided that in your row, for example, of twenty numbers - all the prizes or necessary number of partial matches (depends on the chosen system). The choice of system is usually based on the willingness to donate some amount for the game. An incomplete system is a concept from the field of applied combinatorics, denoting a reduced matrix of combinations calculated on the basis of the formula for the number of combinations of n-elements by m. A complete system is all possible combinations from a given set of numbers. Systems are mainly used when playing lotteries.
Many players who are fond of numerical lotteries sooner or later start using incomplete systems, and show a particular interest in the system game. Basically, systems are resorted to when more numbers are required in the draw, and the budget is limited. It is important to note that no lottery system can guarantee effective winnings in every draw. The system can guarantee a win if certain conditions are met. In addition, no system can guarantee a jackpot if not all numbers (all possible combinations) are used in the system. Nevertheless, if the required number of prize balls matched in the selected group of numbers, the incomplete system will play effectively, so put more combinations on the next game, therefore, there will be more chances to win a super prize, or a prize of the second category, which in some lotteries is quite decent in amount .
The more combinations the system can generate and the guaranteed addition of a combination from a series of numbers, by any coincidence, the more expensive it is and the more chances for a super prize, or a prize of the second category. Let's imagine such a situation, you somehow know exactly 18 numbers for the 5 out of 36 lottery, in which 5 prizes are guaranteed - in fact, even in 18 numbers, it is not at all easy to "drive" all the prizes. If you expand these 18 numbers into a complete system, you get 8568 combinations. Of course, they can be put down theoretically, if the budget allows and opportunities. But if there is no budget and opportunities, then an incomplete system will come to our aid, which will at least give guarantees of the second, third, ... category of winnings. Warranty varies by system. But what about the first prize? More on that below.
What is an incomplete system pattern?
I will give a specific example, which simply clearly shows the very principle of compiling systems. Let's say we want to play in the next draw of a lottery like 6 out of 49, not 6 numbers, but 20 numbers. And the budget is enough for 10 bets ...
Our choice in this case: System "20 numbers - 10 combinations"
Guarantees at least a "three" with 6 guessed out of 20.
01 01-02-07-08-16-20
02 01-05-09-11-12-20
03 01-07-10-16-19-20
04 02-03-04-08-10-19
05 02-08-10-14-18-19
06 03-04-06-13-14-18
07 03-04-14-15-17-18
08 05-06-12-13-15-17
09 05-07-09-11-12-16
10 06-09-11-13-15-17
We choose any 20 numbers from 49 at our discretion.
For example:
2, 5, 7, 9, 10, 12, 14, 16, 24, 25, 28, 32, 34, 36, 37, 39, 42, 43, 45, 49.
We assign our own serial number to the selected numbers (from 1 to 20). You can number the selected numbers in any random order, in this case we will do it in ascending order.
Then we substitute our numbers instead of the system numbers (according to their serial numbers)
and as a result we get ready-made combinations for the game.
01 02-05-14-16-39-49
02 02-10-24-28-32-49
03 02-14-25-39-45-49
04 05-07-09-16-25-45
05 05-16-25-36-43-45
06 07-09-12-34-36-43
07 07-09-36-37-42-43
08 10-12-32-34-37-42
09 10-14-24-28-32-39
10 12-24-28-34-37-42
The above system guarantees that if in a selected row of 20 numbers (2, 5, 7, 9, 10, 12, 14, 16, 24, 25, 28, 32, 34, 36, 37, 39, 42, 43, 45 , 49) guess 6 numbers, then 100% we will have at least one winning ticket with a “three”. The advantage of systems is (if we successfully expand the series) that in most cases not one, but several lottery tickets win. Quite often, incomplete systems "catch" partial matches, even if not all prizes are in the selected group of numbers.
What can you say about Jack Pot?
Do not forget, in incomplete systems, combinations are optimized for maximum coverage of partial matches. Jackpot odds increase significantly only if you correctly guess the group of numbers(all the prize money in the group must match), which is extremely rare. Without a special program and strategy, you are unlikely to be able to drive all the prize money even in a row of 20 numbers!
The probability of "hooking" all prizes with 20 numbers out of 49 is 1: 361.
If you use one group of 20 numbers, then it will play 1 time for 361 draws (average) (6 matches). This is a very low probability. If we still managed to “drive” all the prize money into a row of 20 numbers, then the chance for a Jack Pot (in the system above) will be approximately equal to 13,983,816/ 361/ 10 = 1: 3 873
(13,983,816 total combinations in 6x49).
How to correctly compose a group of numbers for systems?
There is a lot of all kinds of information on incomplete systems on the Internet, but there is very little information about methods and strategies for picking numbers, you can say it doesn’t exist at all, ... This question, as a rule, is bypassed, since the group is subject to probabilities and chances (unlike the group itself a system that obeys combinatorics and precise algorithms). The main problem of incomplete systems is to make a group of numbers that can "probably" in a certain period of time (or a cycle of games) "hook" all the prizes, significantly increasing the chances of a super prize. At the same time, it is desirable that such a group of numbers contain as few numbers as possible. If we manage to assemble a group for all matches, consisting of an adequate number of numbers, plus an incomplete system for an adequate number of combinations, we can consider that the super prize is in our pocket!
For incomplete systems, the STALKER LOTTO PRO program is ideal. The program implements tools for generating the most probable groups of numbers (for a cycle of games) - according to special methods and strategies for selecting numbers (more precisely, groups, not individual numbers - periodicity is used). Additionally, this program implements a combinatorial generator with the function of an "advisor"(aka STALKER LOTTO), which works with the complete system, highlighting the most probable part for the game cycle with special algorithms. If the probable area from the complete system coincides, the “accuracy of shooting” is very high, and the chance for a Jack Pot increases tens and even hundreds of times. You do not need to make groups, look for patterns. The resulting combinations will be the most likely - both for a partial match, and for prizes of the 1st and 2nd categories.
lottery system templates for lotteries
5 out of 36, 6 out of 45, 7 out of 49, 6 out of 49, and more
La Jolla Covering Repository Tables - the largest site (repository) on the Internet, containing a huge number of systems that provide the best coverage. Contains C coverage tables (v, k, t)
http://ljcr.dmgordon.org/cover/table.html
Incomplete systems, for any lotteries, with any guarantees, and for any budget - you can download to the STALKER LOTTO PRO program, which has built-in strategies for finding the most probable groups of numbers, for any length - for incomplete systems and not only. We copy the template and save it in .txt - then the prepared template can be opened in the program.
In this program, you can load a very large system, say 30,000 combinations, then filter it further to the desired number of combinations. Why such a huge system? It's simple, the larger it is, the more likely it will be a super prize.
There are eight tables in total t = 2, 3, 4, 5, 6, 7, 8. In this case, t = N means the minimum number of numbers that must match. It is worth noting that many lottery programs use systems from La Jolla, as they have the best parameters. The systems may seem oversized, but they guarantee partial group matches - the system above requires a minimum of 3 numbers to be matched - in a group of 8 numbers. In the received combinations there may be a pair of triples and several pairs. If 4 numbers in the group are guessed, then 4 matches are possible. You can filter systems in the program (reduce), for example, by the number that plays 3 draws in a row and other features.
The system is statistics.
If the system is right, you will never lose.
Jack London
Professional players know that the probability of becoming the owner of a big win in "Sportloto 5 out of 36" can be increased if you play according to the system or, as it is also called, the scheme.
The system is a set of combinations from a group of numbers selected by the player, which allows you to increase the total amount of winnings when one or more numbers from the group fall out.
In this section you can get acquainted with the most popular and interesting systems.
Please note that we do not claim that playing the system will definitely bring you a win, it can only increase your chances of getting the coveted cash prize.
How to play "Sportloto 5 out of 36" according to the system
To play according to the system, you need to go through a series of simple steps:
Step 1: Choose a few numbers that you think are more likely to come up in the upcoming draw.
Step 2: make several combinations of these numbers in accordance with the rules of the chosen system.
Step 3: make bets in "Sportloto 5 out of 36" on those combinations of numbers that were obtained during the use of the selected game system.
After you have made a bet, it remains to wait for the results of the "Sportloto 5 out of 36" drawing.
Benefits of system play
Here's what players say about the system game.
Firstly, the overall probability of winning in the system is much greater than for one ticket filling option - after all, the system contains several different, but at the same time interconnected combinations. And bets are placed on several combinations at once for one draw.
Secondly, with the same number of options, a good system provides a greater probability of winning than a random set of combinations. Judge for yourself: 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. At the same time, choosing combinations randomly, it is much more difficult to cover the possible options.
Thirdly, the use of an extended system in the game brings the possibility of winning much closer: the more numbers covered by the system, the more likely the chance of winning.
And finally, in case of success of one or several numbers, the system gives a large amount of winnings, since, as a rule, several combinations win at once.
Varieties of systems
There are a large number of classifications of systems according to a variety of criteria.
The following groups of systems are key:
BALANCED AND UNBALANCED SYSTEMS
balanced systems: in them, the number of each ball is present in the same number of options
unbalanced systems: different numbers are present in different numbers of options
If you consider some of the numbers participating in the system to be more successful and promising, it is better to use an unbalanced system that allows you to put exactly this most promising number in the place of the most frequently occurring one.
Thus, the most promising number will participate in the largest number of bets, and when guessing in this case, the unbalanced system will bring you the maximum win!
COMPLETE AND INCOMPLETE SYSTEMS
complete systems: systems that include all possible options from a selected group of numbers
incomplete (reduced) systems: systems that include some options from a selected group of numbers
An interesting variety of incomplete systems are systems with hard numbers. Their main difference is the use of several (usually from 1 to 3) constant numbers in all combinations of the system. This option should be used if you can determine the constant numbers that, in your opinion, have the maximum probability of falling out in the next draw.
It is believed that incomplete systems are more economical, require fewer combinations and are designed mainly for a large cumulative win in the lower winning groups (2, 3 and 4 numbers out of 5), while complete systems are aimed at winning not quantitatively, but qualitatively - using all kinds of combinations from the selected group of numbers, they increase the player's chances of owning the game's jackpot.
The main advantage of incomplete systems is the ability to combine a large number of numbers with a small number of combinations. Therefore, which system to choose - it's up to you!
STRUCTURED SYSTEMS
The peculiarity of these systems is that the player chooses the numbers for making combinations not from one, but from several groups of numbers at once, the number of which is free. At the same time, some numbers can be included in several groups at the same time.
*Note: for example, first you selected a group of numbers that, in your opinion, may fall out first during the next draw, another group of numbers that may fall second, and so on, and then, choosing the favorite number in accordance with a certain system, For each group, you form the final combination, on which you place a bet on the Sports Betting terminal.
FAVORITE SYSTEMS
Systems based on the background of the game: or, as they are also called, favorite systems. The essence of these systems is the analysis of the results of all past draws of the game "Sportloto 5 out of 36" (by the way, you can download the results of the game draws here), on the basis of which all numbers can be arranged in ascending order of the number of times they became happy and fell out on the lottery machine.
*Note: There are 2 opposite tactics associated with these types of systems - betting on the most or least frequently drawn numbers. Some players confidently state that certain balls fall out more often than others, so you need to bet on “lucky” numbers, which are chosen by the lottery machine more often than others. But their opponents, who believe that you need to bet on those numbers that have not yet fallen out, have no doubt that each number should have approximately the same number of total losses, so you need to bet on those numbers that have fallen out the least.
General rules of the system game
Out of 36 numbers, you choose any n that you decide to play, and assign a system number to each number.
Example: 6 number system - 4 combinations
1. 1 - 2 - 3 - 4 - 5
2. 1 - 2 - 3 - 5 - 6
3. 1 - 2 - 3 - 4 - 6
4. 1 - 3 - 4 - 5 - 6
Let's say the numbers you have chosen are: 04 -10 - 17 - 24 - 35 - 36. Now, instead of numbers, you should substitute the corresponding numbers into the system. In our example, the combinations will look like this:
1. 04 - 10 - 17 - 24 - 35
2. 04 - 10 - 17 - 35 - 36
3. 04 - 10 - 17 - 24 - 36
4. 04 - 17 - 24 - 35 - 36
In this system, winnings are possible:
With 5 guessed numbers - 1 five (Jackpot "Sportloto 5 out of 36") and 3 fours (winning category - 4 numbers out of 5);
With 4 guessed numbers - 4 fours and 2 triples (winning category - 3 numbers out of 5);
With 3 guessed numbers - from 1 to 3 triples.
6 number system - 6 combinations (complete system)
This operation is performed by replacing the numbers in the standard system with selected numbers. Numbers of the standard system: 1, 2, 3, 4, 5, 6. Favorite numbers are numbers that the player chooses on his own. The following combinations are possible in this system:
1. - 1, 2, 3, 4, 5
2. - 1, 2, 3, 4, 6
3. - 1, 2, 3, 5, 6
4. - 1, 2, 4, 5, 6
5. - 1, 3, 4, 5, 6
6. - 2, 3, 4, 5, 6
We will show how this system works with an example. To begin with, randomly select any six numbers from 1 to 36. For example, we will take 12-16-19-27-32-36 - these are our favorite numbers. Substitute these numbers into the system and get the following combinations:
1. - 12 - 16 - 19 - 27 - 32
2. - 12 - 16 - 19 - 27 - 36
3. - 12 - 16 - 19 - 32 - 36
4. - 12 - 16 - 27 - 32 - 36
5. - 12 - 19 - 27 - 32 - 36
6. - 16 - 19 - 27 - 32 - 36
We make six bets with these combinations for one draw of "Sportloto 5 out of 36" with a total value of 15,000 rubles. It is believed that winnings are possible in this system: with 5 guessed numbers - 1 five (jackpot) and 5 fours (i.e. 5 times 4 matches each), with 4 guessed numbers - 2 fours (i.e. 2 times 4 matches) and 4 triples (i.e. 4 times 3 matches), with 3 guessed numbers - 3 triples (3 times 3 matches).
8 number system - 8 combinations (incomplete system)
1. 1 - 2 - 3 - 5 - 7
2. 1 - 2 - 4 - 6 - 8
3. 1 - 3 - 4 - 5 - 7
4. 1 - 3 - 5 - 6 - 7
5. 1 - 3 - 5 - 7 - 8
6. 2 - 3 - 4 - 6 - 8
7. 2 - 4 - 5 - 6 - 8
8. 2 - 4 - 6 - 7 - 8
It increases the chances of becoming a lottery winner and makes your bets systemic, thus allowing you to get several winning options in one draw.
It has established itself as an effective means of obtaining a steady income.
It shows the most positive results in lotteries with a small range of numbers, such as Gosloto 5 out of 36, for example. The ability to choose numbers to generate variants (by frequency of occurrence or other criteria) is one of the advantages of this online program.
The "Fifteener" generator creates 12 variants of 5 numbers each, from any 15 non-repeating numbers in the range of the lottery you have chosen.
It is 5 numbers that is the most popular combination of world lotteries.
Remember! The larger the jackpot in the lottery, the more difficult it is to guess the winning option. A constant small income is much more profitable than unfulfilled dreams of a multi-million dollar win.
Information about lottery systems -
There are two large groups of numerical systems: complete and incomplete.
They are divided into systems with or without a key number.
Full system (Full wheel) - all possible combinations of numbers given in the lottery. All combinations that can be added from lottery numbers will be a complete system. This system has a significant drawback - it is very expensive.
with key number- a system in which one number or several are repeated in each of the options. It can be either complete or incomplete. Gives great guarantees of winning, provided that the player guesses the key number.
The Steiner system is a mathematical model in which the number of matches (L) is always equal to one. It is interesting from the point of view of combinatorics, but it is not recommended to use such systems in games.
incomplete system(Abbreviated wheel) - these are several combinations of numbers that together provide a guaranteed win in a certain category of prizes under given conditions.
An incomplete system is designated by the letter "C", from the English word "Covering", which means "covering".
Covering (coverage) - the coincidence of a certain number of numbers provided by the system under certain conditions.
Coverage is the guarantees that the system has. It is one of the main properties of the system.
Such systems are also called coating systems.
Example:
Cover system consisting of 10 options for a 6 out of N lottery and guaranteeing a "triple" with 3 guessed numbers out of 10,
has the following form: С(10,6,3,3,10 ).
The coverage in such a system is a guaranteed “three” with 3 guessed numbers out of 10 in one of 10 options.
Traditionally, the following symbols are used in systems: C, S, v, k, t, m, L, b.
Each character stands for a number, which in turn represents a specific system parameter.
The symbols mean the following parameters:
C - Covering. Coating system;
S - Steiner. Steiner system;
V is the number of numbers included in the system;
K - the number of numbers in the combination;
T - guaranteed number of numbers, which must match during the draw;
M is the required match among the selected numbers;
L is the guaranteed number of combinations that have a match;
B is the number of combinations in the system;
In symbolic form, the system looks like this: C(v,k,t,m,L,b).
Example:
C(31,6,2,2,1,31) means:
The system includes v = 31 numbers,
Each combination of the system consists of k = 6 numbers,
In L = 1 combinations, at least t = 2 numbers are guaranteed to match if any m = 2 numbers are guessed;
The system consists of b = 31 combinations.
To determine the probability of winning when playing with several options,
it is necessary to divide the total number of combinations in a particular lottery by the number of selected options.
Example:
- Option 1 - the probability is: 1 to 20.358.520
- Option 2 - the probability is: 2 to 20.358.520 or 1 to 10.179.260
- Option 3 - the probability is: 3 to 20.358.520 or 1 to 6.786.173
- Option 4 - the probability is: 4 to 20.358.520 or 1 to 5.089.630
- Option 5 - the probability is: 5 to 20.358.520 or 1 to 4.071.704
That is, when buying a second ticket (option), the probability of winning increases by 50%.
Further, with an increase in the number of combinations, the probability of winning increases, but not so seriously.
In the lottery 5 out of 36
PROBABLE NUMBER OF WINS of each class, of all possible combinations,is determined taking into account the probability coefficient of each win:
Winning for 5 matching numbers: (5x4x3x2x1) / (1x2x3x4x5) = 1 win
Winnings for matching 4 numbers: [(5x4x3x2) / (1x2x3x4)] x (31/1) = 155 wins
Winnings for matching 3 numbers: [(5x4x3) / (1x2x3)] x [(31x30)/(1x2)] = 4.650 wins
Winnings for 2 matching numbers: [(5x4) / (1x2)] x [(31x30x29)/(1x2x3)] = 44.950 wins
PROBABILITY OF WIN each class
is determined by the ratio of the probable number of wins to the total number of combinations:
Winning for 5 matching numbers: 376.992 / 1 = 1 out of 376.992 combinations
Winning for 4 correct numbers: 376.992 / 155 = 1 in 2.432 combinations
Winning for 3 guessed numbers: 376.992 / 4650 = 1 out of 81 combinations
Winning for 2 guessed numbers: 376.992 / 44950 = 1 for 8 combinations
Note:
No system can guarantee a win in every draw, but it can reduce financial costs by increasing the chances of winning when several conditions are met.
Each system has a certain guarantee, which depends on the number of numbers included in the system, as well as on the number of combinations of the system itself.
The more numbers in the lottery range are included in the system and the number of combinations in such a system is less and the minimum winning guarantees are higher, the better it is.
Controversial issues.
Some lottery participants claim:
If you purchase 10 lottery options, with a probability of winning 1 to 10.000.000
then the chance of winning will be 10/10.000.000 or 1 to 1.000.000.
However, their opponents claim that the chance will be 10.000.000 - 10 or 10 to 9.999.990.
The difference in error between the statements, some players are talking about the probability of winning, while others are talking about the chance of winning it.
But it should be noted that "chance" and "probability" are not the same thing and mathematically they are not equal to each other.
Chance is the ratio of the probability that an event will occur to the probability that the event will not occur.
Probability is the probability that one or more events will occur divided by the number of possible outcomes.
Example:
The game cube (dice) has six sides, each of which has its own number from 1 to 6.
Probability dropout of any face will be 1/6.
Chance that the selected face will fall out will be 1/5, that is, 1 chance "for" and 5 "against" the loss.
Game die contains 3 even and 3 odd numbers (2,4,6 and 1,3,5)
Probability that an even number 3/6 or 0.5 will fall out.
Chance this event will be 3/3 or 1/1, in other words 1 chance "for" and 1 "against".
In relation to the described controversial statement,
Probability win by ten options will be 10:10.000.000
Chances there will be only 10 wins and 9.999.990 chances not to win. Those. 10 for and 9.999.990 against.
CHANCES can be translated into PROBABILITY.
If the chance is 10:9.999.990 then the probability of this event will be:
10 + 9.999.990 = 10.000.000
10/10.000.000 = 0,000001
The percentage probability will be: 100 0.000001= 0.0001%
Therefore:
The probability of winning when playing with 10 options will be 0.0001% versus 0.00001% when playing with one option.
If the probability is denoted as X, then the chance will be equal to X / (1-X).
Example:
If the probability of winning is 0.7, then the chance of this happening is 0.7/(1-0.7) = 2.33.
