**To win the lottery, you need a lottery calculator that will help you make an intelligent decision. You need a tool that will allow you to see all the possible choices and finally help you make the right choice. And unfortunately, using a simple lottery wheel just doesn’t make the cut.**

Calculators for the lottery are not created evenly .

Some calculators lone compute your chances of winning. And some account tools offer you suggestions derived from statistical analysis ( even if statistics is not the right joyride for the job ).

so what is the best calculator for the lottery ? It ’ s the calculator that is based on test principles of combinative mathematics and probability hypothesis .

To help you understand, let me show you why some calculators don ’ t work and what you should be using .

## The Wrong Application of Statistics

For centuries, the lotto playing public fumble around this impression that statistical analysis could help because they think that the past results will give them a hint on what numbers to pick. I think this belief must be corrected once and for all .

We only apply statistics when something is obscure, so we use a sample set to make some calculations. More much, the results proved to be inaccurate, specially when a sample distribution bent is not bombastic adequate to make any conclusive calculation .

truth be told, you don ’ t need statistics to determine the best lotto combinations .

Why ? Because the lottery has a “ finite structure ” that requires coherent analysis rather than statistical. When a finite measure of numbers is involved, we have adequate cognition of the composing of the unharmed population .

In other words, in the lottery, a sample dataset is not necessary. For example, we know that there are 19 even numbers and 20 leftover numbers in the 5/39 Lotto bet on. We know that a 5/70 plot is composed of 35 low-numbers and 35 high-numbers .

Based on our existing cognition of the lotto game, any doubt is, therefore, a probability and combinative trouble to solve .

That ’ s precisely what the Lotterycodex calculator does for you. It calculates all the possible choices in a lotto game and ultimately separates the best and the worst group using the principle of combinatorics and probability hypothesis. ,

now let me give you a little sting of presentation to how this mathematical duet works in the lottery .

Let ’ s begin .

## Numbers and Combinations Are Not The Same Words

Each count is evenly likely. Meaning, there are no “ hot ” or “ cold ” numbers .

If you believe that those numbers that occur more frequently are bound to happen more much in the future, then you ’ re not helping yourself .

The very reason we rely on mathematical calculations is to guide us not to make the wrong choices. In this article, I want to show you that building your playing strategy on the statistical frequency of each number is mathematically flawed .

For example, if you pick one ball from a bowl of 49 numbers, each number has 1/49 probability of getting careworn. If we do the experiment many times over, the results always accurately and precisely coincide with the calculation .

This probability concept has been proven over and over in the long history of the lottery. For case, the video below describes the behavior of all the numbers in the Canada Lotto 6/49 game from 1982 to 2018. It shows that the lottery has no bias over certain numbers as lotto draws continue to get larger and larger .

And the like probability principle applies to all lottery systems .

Whether you ’ ra playing the Mega Millions, or Powerball, or Fantasy 5, or the Set for Life game, the results are bound to follow the dictate of the probability hypothesis .

now, you ’ ll credibly ask, how does Lotterycodex separate the best combinations from the worst ones when all numbers have the same probability ?

The secret lies in the fact that numbers and combinations are two different terms. A count refers to the individual ball in the lottery, while a combination refers to how you put numbers together in a certain direction .

And combinations are not created equally .

Don ’ metric ton get me wrong. Like numbers, all combinations have adequate probability because there is entirely one way to win the jackpot .

theoretically, a square consecutive combination such as 1-2-3-4-5-6 is evenly likely. The same holds for 2-4-6-8-10-12 or 5-10-15-20-25-30 .

But if person asks you, “ will you spend your money on those combinations ? “

credibly not because you feel that it ’ s not going to make it in a lottery .

That ’ s how the intestine feel takes over coherent reasoning. But why ?

Why worry when you believe that the calculation is right ?

But for some family, they are ready to give up their mathematics when the gut feel is much stronger .

You see, the catgut find doesn ’ thymine add up. You have to put your trust in a mathematical scheme. So get ’ s discuss how you can be more convinced with your mathematical impression by knowing the deviation between odds and probability .

## Odds And Probability Are Not Mathematically Equivalent

so if you want to play the lottery with the best shot possible, you have to understand that odds and probability are two different terms, and they are not mathematically equivalent .

While probability is a measurement of likelihood, odds refer to the ratio of success to failure .

In other words, when we talk about our probability of winning, the fundamental probability never changes. But that doesn ’ deoxythymidine monophosphate entail that you have no control over your scheme because that ’ s precisely where odds come in handy .

As a lotto player, you want to make sure that you have a better advantage by choosing a better ratio of success to failure .

**probability = chance ** ( you can not control this )

**odds = advantage** ( you can choose a better ratio of achiever to failure )

This is how we use mathematics to make intelligent decisions .

Always remember, that a dependable mathematical strategy helps you calculate all the possibilities and then make the justly option. And rest assured that you are not mathematically wrong for the majority of the time .

Let me reinforce my degree by explaining odds and probability from the context of combinatorial groups or patterns .

A combination carries certain characteristics depending on its composition .

so while all combinations may have the same probability, you besides have to look at the concept of combinative groups., Combinations that share the same musical composition can be put together into combinative groups. And combinatorial groups don ’ t have equal probability .

The table below shows examples of how combinations may differ in characteristics .

Composition | Characteristic |
---|---|

2-3-4-34-35-36 | Two sets of consecutive numbers.
Numbers are picked from merely two groups ( 1 ’ sulfur group and 30 ’ second group ) . |

5-6-39-40-46-47 | Three sets of consecutive numbers.
10 ’ second group and 20 ’ randomness group are not represented . |

7-12-23-38-41-46 | No consecutive numbers.
All number groups are represented . |

You pick the wrong composition, and you already fail even before the hook begins .

For example, in a lotto 6/49 game, these combinative patterns have the follow probabilities :

**P(6-even-0-odd) = 0.0096251266464032**

**P(3-odds-3-evens) = 0.33289911709365**

The difference is thus dim-witted .

A 6-even combination will give you the odds of 1 to 134,595 in party favor of winning the pot, but this friendly advantage comes only once every 100 draws .

so if you play 2-4-6-8-10-12, then expect that your advantage of winning the pot comes every 100 draws. That expectation is way besides long and expensive .

In comparison, there are 4,655,200 ways to combine numbers with a 3-odd-3-even practice. If you play this pattern, 33 of 100 draws will put you in 1 to 4.6 million odds rather than 1 to 14 million. That ’ s the kind of advantage you might be will to take since you have the opportunity to hit the jackpot every three draws .

Putting this in perspective, if you play 2-4-6-8-10-12, you are 99 % incorrect for the majority of the draw. Hence, you are wasting money for the majority of the fourth dimension you play lotto .

so based on the account possibilities, here ’ s how you make an healthy choice :

6-even-0-odd |
3-odds-3-evens |

A ratio of 1:100 | A ratio of 33:100 |

This means that out of 100 attempts you play the lotto, you get only 1 opportunity to match the winning numbers. | This means that out of 100 attempts you play the lotto, you get 33 opportunities to match the winning numbers. |

WORST RATIO OF SUCCESS | BEST RATIO OF SUCCESS |

THE WORST CHOICE | THE BEST CHOICE |

That ’ s the basic theme of a numerical strategy .

You can not change the implicit in probability .

You can not beat the odds .

BUT, you have the power to choose your odds .

While you can not predict the future fetching combinations, you can use mathematics to make an intelligent decision for the majority of the draw .

RememberYour goal is to win the lottery, and the first thing you should know before you play is to know the proportion of success to failure and choose the best one. You can not change the underlying probability and you can not beat the lottery ’ mho odds, but as a lotto player, you have the might to know and make the right option. even choosing not to play is a strategy by itself .

thus Lotterycodex exists to help you calculate all the possible choices in your game and then based on those possibilities, you make healthy choices .

A lottery calculator is such an essential tool for every lotto player .

But, using the wrong calculator will not do any aid. As I am explaining, you need the correct calculator .

Let me show you what a lottery calculator must do to help you win the lottery :

## A Lottery Calculator Must Generate a Balanced Low and High Numbers

As I have explained earlier, in a world of random chance, hot or cold numbers are nothing but myths .

In the lapp context, the lottery doesn ’ thymine wish whether your numbers are golden or doomed. You don ’ t get the pot pry by matching a number. It ’ s only by matching all the numbers that you win the big pry .

so if we talk about strategizing your game, it ’ s how you combine the numbers that matter. Whether you love or hate specific numbers, it doesn ’ t matter. What matters is whether those numbers are combined in a way that will give you a better advantage .

again, you should focus on choosing the group with the best ratio of success to failure .

When numbers are put together, they form a combination. So the question is barely a matter of whether or not your combination possesses the characteristics of a gain combination. That is the question. Are you using a traffic pattern with a better proportion of success to failure ?

To illustrate, let ’ s take a spirit at low and high combinative patterns for the U.S. Powerball 5/69 game .

We can divide the numbers into broken and high sets :

Low = { 1, 2, 3, 4, 5, 6 ,. .. 35 }

Read more: Pennsylvania Pick 2 Evening Numbers 2021

gamey = { 36, 37, 38, 39, 40, 41 ,. .. 69 }

Based on those low-high sets, we can produce six combinative patterns for a Powerball game :

### The U.S. Powerball 5/69 Game

Low and High Combinatorial Patterns

**Total combinatorial patterns:** 6

**Total playable combinations:** 11,238,513

**Best combinations:** 3-low-2-high, 2-low-3-high

**Worst combinations:** 0-low-5-high, 5-low-0-high

The postpone above shows that a combinative blueprint of 5-low numbers with no high numbers occurs 2 to 3 times in 100 draws .

In comparison, a radiation pattern which consists of balanced low and high numbers occurs 63 to 65 times in 100 draws combined .

Imagine all the 11 million combinations are put into six boxes. Where will you pick your combination ?

I don ’ deoxythymidine monophosphate know about you, but for me, I will pick the best ones .

RememberChoosing a 3-low-2-high combination alternatively of a 5-low combination ( for example, 1-2-3-4-5 ) WILL NOT increase your chances of winning because all combinations are equally probably. You should avoid 1-2-3-4-5 because a 5-low-0-high blueprint has fewer ways to win and more ways to fail. I recommend choosing 3-low-2-high because it offers the best proportion of success to failure .

As you see from the illustrations above, even though numbers have an equal likelihood of getting absorb, the probability varies when you consider combinative patterns .

## A Lottery Calculator Should Generate a Balanced Odd and Even Numbers

similarly, like low-high numbers, odd-even combinative patterns don ’ t have adequate probability. You pick the improper mix of odd and even combination, and the following pot winner is more likely not you .

Let ’ s use the U.S. Mega Millions 5/70 game .

We begin by separating numbers 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, 51, 53, 55, 57, 59, 61, 63, 65, 67, 69 }

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, 52, 54, 56, 58, 60, 62, 64, 66, 68, 70 }

From the above act sets, we produce the following odd-even patterns for the Mega Millions below :

### The U.S. Mega Millions 5/70 Game

Odd and Even Combinatorial Patterns

**Total combinatorial patterns:** 6

**Total playable combinations:** 12,103,014

**Best combinations:** 3-odd-2-even and 2-odd-3-even

**Worst combinations:** 5-odd-0-even, 0-odd-5-even

The board above shows that you should mix leftover and even numbers in a balanced means as these types of combinations occur more or less 64 times in 100 draws combined .

RememberChoosing a 3-odd-2-even combination alternatively of 5-even ( for example, 2-4-6-8-10 ) WILL NOT increase your chances of winning because all combinations have the same probability. The reason you shouldn ’ thymine choose 2-4-6-8-10 is that the 0-odd-5-even pattern has fewer ways to win and have more ways to fail. You should choose 3-odd-2-even because it gives you the best proportion of achiever to failure .

To get the best shot possible at winning the Mega Millions, you should pick your combinations from the best group .

If you want to win the lottery, where do you want to pick your combinations ? I think you know the answer .

**But how can we know all these combinatorial patterns work?**

well then, let ’ s prove it using the actual lottery results .

Let me introduce to you now the concept of the law of large numbers. In the adjacent section, I will demonstrate to you how the lottery draw obey the dictate of probability .

## The Probability Prediction and the Law of Large Numbers

The lottery is rightfully random .

In simple terms, it ’ s not easy to win the lottery. Sorry but I don ’ deoxythymidine monophosphate want to give you assumed hope .

But despite its randomness, it follows the dictate of probability. indeed, this sum randomness is a necessity to make all probability calculations correct. If something is disturbing the randomness of the lottery, any probability calculation won ’ t make any sense .

The police of large numbers or LLN shows the proofread that the results of the actual lottery draw are subordinate to the principle of probability .

Wikipedia defines LLN this manner :

In probability theory, the law of big numbers ( LLN ) is a theorem that describes the consequence of performing the same experiment a bombastic count of times. According to the law, the median of the results obtained from a big count of trials should be close to the expected value and will tend to become closer as more trials are performed .

In layman ’ second terms, this only means that each combinative form will occur more or less close to the frequency dictated by its probability. And the stuffiness in value will tend to become apparent as the datum gets larger and larger .

Lotterycodex studies show undeniable agreement between actual lotto results and probability prediction. The agreement between the actual draw and theoretical prediction proves that the lottery follows the dictate of probability from the position of the law of bombastic numbers .

### The US Powerball 5/69

from October 7, 2015, to November 13, 2021

(Total of 646 draws)

**Note:** Our analysis of the US Powerball must start on October 7, 2015, because this was the date when lottery officials began to implement the 5/69 format .

### The Mega Millions 5/70

from October 31, 2017, to November 12, 2021

(Total of 409 draws)

**Note:** Our analysis of the Mega Millions must start on October 31, 2017, because this is the date when lottery officials change the format to the stream 5/70 game .

The bar graph above express that the numerical prediction closely matches that of the actual lotto results. It ’ randomness solid proof that the lottery follows the dictate of probability no matter how random the lottery is .

## Probability Calculation Applies to All Lottery Systems

Yes, all lottery systems follow the dictate of probability regardless of the format. Lotterycodex has conducted probability studies for some of the most popular lottery systems in the world, and below are some of the storm results that should change the way you look at the lottery :

### The Euro Jackpot 5/50

from March 23, 2012, to November 12, 2021

(Total of 503 draws)

### The Euro Millions 5/50

from April 16, 2004, to November 12, 2021

(Total of 1,461 draws)

### The Irish Lotto 6/47

from September 5, 2015, to November 13, 2021

(Total of 646 draws)

### The Tattslotto 6/45 Game

from January 7, 2006, to November 13, 2021

(Total of 827 draws)

### The UK Lotto 6/59 Game

from October 10, 2015, to November 13, 2021

(Total of 632 draws)

The lottery is random, but just because it ’ second random does not mean it has no bias. The bar graph above are solid pieces of testify that the lottery follows the dictate of probability .

As a lotto player who wants to win, you have to pick your combination from the right group that possesses the fetching patterns that closely all winning combinations have in common .

But wait, if you think that odd-even and low-high numbers are the answer to the lottery hack that you have been waiting for, well, wait until you see the concept of advance combinatorial design .

## Lotterycodex Calculator and the Advanced Combinatorial Design

Odd-even and low-high as two branch probability analyses can be debatable. They provide opposing viewpoints .

For exercise, a combination such as 1-2-3-4-5 is considered one of the best ones according to odd/even analysis .

But it ’ s not true because conversely, a combination that is strictly made up of broken numbers possesses an inferior probability according to low-high analysis .

consequently, there should be a better method by which we can determine the types of combinations that will give you the best shoot possible .

And hera is where an advanced application of combinatorics comes to the rescue. That is, Lotterycodex put all factors together into one combinatorial equality .

Wait a minute. I hear person ’ mho asking. “ Edvin, what do you mean by putting all factors in concert in one combinative equation ?

Let me introduce you to a unique combinative design that will guide you along the way .

I need to explain the initial setup, so we get things right the beginning clock .

**The first step**, we divide the total number of balls into two groups : Low and High numbers. For model, if your lottery has 40 balls, then your low half must be from 1 to 20. then your high half must be from 21 to 40 .

**The second step**, we divide the broken numbers into odd and even numbers .

**The third step**, we do the same thing with high numbers .

To make things much easier visually, we designate a color for each group .

In a lottery with 49 balls, the part of numbers should look like the one downstairs :

The table below should apply to a plot with 35 balls :

And here is how it looks like for a game with 34 balls .

Those four sets represented by four colors are all we need to determine all the combinative patterns available for a particular lottery game .

In the process of calculation, we separate the best groups using the rationale of probability theory. The singular sets are crucial if we want to predict the best writing with preciseness and accuracy—something that standard deviation and variation meter will not provide .

Lotterycodex is the lone program of its kind that balances both low-high and odd-even combinations in one combinatorial calculator .

Below are examples of how Lotterycodex separates the best group of combinations from the worst ones. Each lottery format will have different calculations .

### 4/30 Lottery Format

### 5/69 Lottery Format

### 6/49 Lottery Format

As you can see, knowledge is baron. When you know the group where to pick probably winners, you get this particular advantage. You have removed the blind spot that debilitates 99 % of the lotto players .

Of course, you use a lottery calculator to save you from the complexity of calculation. specially if you hate math, you will be glad to have one for yourself .

## Why Use the Lotterycodex Calculator in the First Place?

It very important to understand the bang-up concept of a mathematical strategy .

however, flush if you know the mathematical methodologies involved, calculation tends to become an exhaustive and boring tax even for mathematics prodigies out there. Even engineers and scientists need calculators excessively .

In the earth of the lottery, there ’ s no one-size-fits-all calculation. The calculation of combinatorics and probability differs from one lottery to another .

consequently, beginning and foremost, you need to determine the format of your darling lotto game and then choose the proper lottery calculator that works best for that format .

With the right lottery calculator, you will never waste your money on useless combinations anymore. You will get this singular assurance that separates you from the 99 % of lotto players who keep losing money on useless tickets .

If you are interested in getting access to the Lotterycodex calculator, you should start with this free Guide : The Winning Lottery Formula Based on Combinatorics and Probability Theory

Knowledge is world power. If you know how mathematics works in the lottery, you have the best advantage to make your game a lot more fun .

however, like Uncle Ben said, with exponent comes bang-up province. so please consumption that exponent to play the lottery responsibly .

Spending money on a useless combination is an expensive exert over time .

You in truth can ’ t yield not to invest in a probability calculator .

Spending your time and money on a combination that will not likely occur in one million draw is not fun .

If your finish is to win the lottery, you need the right joyride that will allow you to see what group of combinations will give you the best advantage of winning .

You need a instrument that is based on mathematical logic, which has been tested and proven over and over since probability formula was discovered in 1654 by Blaise Pascal and Pierre de Fermat .

All the calculators designed by Lotterycodex give you the power to know the best combinations in your choose lottery, so you get the best changeable potential. These calculators can benefit lotto syndicates enormously. Each calculator comes with a broadcast that allows you to generate a number of combinations based on your chosen numbers. It ’ s an extraordinary number generator as it separates the worst type of combinations from the best ones .

Of path, take some prison term to learn the complexity of computing the probability to enrich your beware. Enrich your cognition of probability and combinatorics and how they work in tandem.

Read more: Oregon (OR) Lottery Results

But aside from using a lottery calculator, you should besides steer clear of the many lotto strategy myths that have been going around for centuries. ,

Learn more lottery tip off ampere a lot as potential and take action with a proper lotto plot plan and do it systematically .