Is it possible to predict lottery

For the laymen, we also use the fractional presentation with numbers rounded off for simplicity. Covering is such a powerful mathematical method in combinatorics that can dramatically improve your chances of winning. On the other hand, if you play all the 13,, unique combinations, the probability of winning the lottery is a sure thing. Of course, buying all the tickets is something that is not achievable. Remember, the lottery is a random game.

Their objective was quite simple. Now, probability analysis differs for each lottery format. Compare that EV at the time when the U. We can see a huge improvement in EV. In short, a positive EV in the lottery rarely happens. Realistically, the lottery always yields a negative expected value. Therefore, playing the lottery can never substitute for a real job to earn a full-time income. The lottery is truly a gambling activity and must be considered only for fun and excitement.

The positive expected value only works when a lottery has a roll-down clause. See the lottery guide on how this roll-down clause works in your favor. When you fail to count the odd and even numbers in your combination, it hurts your chances of winning. To understand the probability of a combination based on odd and even numbers, we need to take it from the context of number patterns. In this case, we need to find the many different ways odd and even numbers are combined to form a combination.

And the way to find out the answer is through the use of probability theory and combinatorial math. To find the probability, we need to find the number of favorable combinations we can produce out of each pattern.

Again, we use the binomial coefficient formula to determine the number of favorable combinations for each pattern. To get the probability of each pattern, we use the same probability formula described earlier. Therefore, the probability of these odd-even patterns are as follows:. The probability table means that the 6-oddeven combinatorial group only has a 1. It would be best to focus on the 3-oddeven pattern. Of course, we already know, all combinations have the same probability. So a combination such as carries the same probability as any balanced 3-oddeven lines.

We have explained that probability is the measurement of the likelihood that an event will occur. Mathematically this measurement can be obtained by dividing the number of favorable events by all possible combinations.

In the case of the 0-oddeven versus 3-oddeven pattern, we can clearly see a huge difference in the odds. A purely 6-even combination will give you the odds of 1 to ,, but be aware that this advantage will happen only once in draws. In other words, your chance to win the jackpot only occurs every attempts. Do you? In comparison, a 3-oddeven combination will put you closer to winning the jackpot prize every 3 draws. Meaning, for every draws, you have the chance to match all the winning numbers approximately 33 times instead of only once.

To win the lottery, you have to keep your combination as close as possible to the type of combination that gets drawn more frequently. Choosing a 3-oddeven combination instead of 6-even e. It would be best to choose 3-oddeven because it gives you the best ratio of success to failure.

It provides a reliable guide on how to pick lotto numbers with the best shot possible. You only win when you match all the numbers. What you want to do is use these odd-even patterns to get the best ratio of success to failure and guide you closer to the winning combination.

But it does give you a hint of what the outcome will most likely be in the future. The comparison graph below shows you the probability prediction compared to the actual draws of the Australian TattsLotto game. This comparison graph proves that a probability estimation is an excellent tool for guiding lottery players. As you can see, the probability estimation matches exceptionally close to the actual TattsLotto draws.

As I have said, the probability calculation is different for each lottery system. Based on that probability value, it tells that a 3-oddeven pattern is expected to occur about in draws of the TattsLotto. The actual results of the Tattslotto from January 07, , to February 1, , show that 3-oddeven occurred times, and we estimated about times. Looking at the comparison graph above, the agreement between prediction and actual observed frequency is clear with one quick look.

I mean by lottery prediction that you can determine what types of composition are most likely going to occur more frequently and how many times they are more likely to occur at a given number of draws. For example, we use the probability value to estimate the likely outcome of certain lotto number patterns at a given number of draws.

We then compare our estimation from the actual lottery results. To prove that our calculation is correct, it must follow this one simple rule:. The expected frequency should closely match the observed frequency with a sufficiently large sample of draws. The study shows a close match between the expected frequency and the actual frequency. But the study is not just coincidental. The truth is that probability theory applies to all kinds of lottery systems.

Below are more proofs from other lottery systems:. Like odd and even numbers, you have to make sure that you have balanced low and high numbers in your combinations. Again, to calculate the probability, we have to take everything from the context of number patterns. Some lottery systems require no extra ball, but some games, such as the U. Powerball, need an extra ball to win the jackpot. In both cases, we will only use the primary balls, which are the 69 balls from the first drum.

Based on the probability table, we can predict the likely outcome of the U. Based on our probability estimation, we now know that two patterns in the U. Powerball come out better than the rest of the patterns.

In this case, the best low-high number patterns in any pick-5 lottery games are the 3-lowhigh and the 2-lowhigh number patterns. Choosing a 3-lowhigh combination instead of a 5-low combination e.

But based on the calculation of odds, you should avoid because a 5-lowhigh pattern has fewer ways to win and more ways to fail. I recommend choosing 3-lowhigh because it offers the best ratio of success to failure.

It pays to know the probability of your combinations through combinatorial patterns. In the next section, I will introduce the most powerful combinatorial patterns that will serve as your guide.

However, the majority of the lottery players are not paying attention to combinatorial patterns. Now, I have explained the odd-even and low-high patterns. But these basic types of combinations barely scratch the surface. For example, a combination such as falls under the 3-oddeven pattern. So evidently, when you deal with two separate analyses, you will be presented with two contradicting viewpoints.

Therefore, we must find a way to integrate the two analyses and provide only one solid recommendation. Thankfully, there is a solution. The solution is to use advanced combinatorial and probability analysis. The method is to put all factors together into one combinatorial equation.

The results of this combinatorial integration are called Lotterycodex patterns. Using these advanced patterns, we can determine the best, the bad, and the worst types of combinations in any lottery game. Keep in mind that these patterns will help you get closer to the winning combination. Remember, no one can claim the best strategy to win the lottery; all we can do is get our best shot.

And mathematics remains the best tool for the job. So in our case, we use combinatorics and probability theory to guide us. For example, in the U. Mega Millions, pattern 52 is calculated 3 times in every 1, draws. But lottery players keep wasting their money on this number pattern.

But lotto players blindly fall on this bad pattern when they pick numbers at random. Why waste your money on a number pattern that only appears once in 10, draws? Remember that your goal is to get the best ratio of success to failure.

I can almost guarantee, the majority of the players are wasting their money on many of these lousy number combinations. There are many kinds of lottery wheeling systems.

The most popular are the full-wheel, the abbreviated-wheel, and the filtered-wheel. Several lottery operators provide an option for players to play the full-wheeling system. In Australia, they call it system play. The full-wheeling system allows you to pick more numbers. If you choose to play system-7, then you pick seven numbers.

For instance, in a pick-5 lottery game, if you pick seven numbers: 8, 16, 17, 21, 24, 25, 36, then the system will produce a total of 21 possible combinations for you based on these seven numbers. Suppose the numbers 8, 17, 24, and 36 are drawn, then the system provided you with two 4-matches and nine 3-matches. The disadvantage of the full-wheeling system is that it tends to become expensive when selecting more numbers.

The more numbers you choose, the more combinations you need to buy for maximum win coverage. For instance, if you select ten numbers, then it will produce possible combinations. If you pick 12 numbers, then the possible combinations will increase quickly to The abbreviated and the filtered wheel allows you to reduce the combinations for budgetary reason.

So, I created a calculator that will not spoon-feed you with a list of combinations to play. I want to discuss how the calculation works in a separate free guide. Lotterycodex is the only lottery wheel online that uses combinatorial math and probability theory in one system to separate the best group of combinations from the worst ones. It will allow you to see all the possible choices in your game and guides you to make intelligent choices.

Do you know that probability theory also provides information as to when you should skip the lottery? Now, take note that probability cannot provide information as to the perfect timing. Each drawing in the lottery always provides random results that are independent of the past draws. And no matter how improbable, it is still possible that the same number pattern may reoccur in 5 draws in a row. This belief crippled a lot of lotto players for centuries. But we will shed light on this later on.

Try to understand how the lottery works as a whole to see the larger picture. So what is this law in mathematics that governs the lottery? We are speaking of the law of large numbers. The law of large numbers states that given enough trials, the actual outcomes always converge on the expected theoretical outcomes.

As draws continue to take place in the lottery, the lottery follows a particular path as dictated by theoretical probability. As we have demonstrated already, we have shown that we can predict the best type of combination in the lottery.

The actual results will take place as predicted by probability. The graph below is a probability study I have conducted for the UK Lotto. The data were collected from October 10, , to February 5, We have proven it over and over. The graph shows an agreement between the estimated frequency and the actual frequency. From the table above, the pattern 3-oddeven has a probability value of 0.

If you look at the other patterns, you will see that all probability predictions match the actual results. It proves that given a large number of draws, the lottery must follow the dictate of probability.

A predictable trend that even lottery officials cannot change or control. No matter how random and independent its draw may seem to be, the lottery as a whole follows a definite path as dictated by the principle of probability. Following the principle of the law of large numbers, as the lottery draw takes place to infinity, the convergence of expected frequency and actual frequency becomes more and more apparent. So when we have to study the lottery how it works as a whole, we enter into the realm of the law of large numbers.

And therefore, the issue that each draw in the lottery being independent becomes irrelevant. This big concept in the lottery is essential because when you see the whole picture, you know how to play and be smart for the majority of the time. It just helps you understand why probability theory and the law of large numbers is so relevant for lotto players. So aside from determining the best type of combinations, probability theory can provide useful information on when not to play your chosen combination.

What this means is that this pattern occurs seven times in draws. Every lottery player has had the same thought: is it possible to predict the next winning numbers? Common sense says no. Wishful thinking says yes.

And if you really do believe that you've found that possibility, here are some great sites to play the lottery online. After all, if it were possible, everybody would already be swimming in piles of money, and lotteries would probably cease to exist altogether. Hold on. If you're a math wiz trying to come up with your own prediction system, read on.

In case you want to pick one off the shelf, we have also compiled a list of the best lottery prediction software to help increase your odds of winning. Two mathematicians have studied this and both have come to two different conclusions.

Meet Renato Gianella and Dr. John Haigh. That is, some combinations are more likely to be drawn than others—and that it is entirely possible to see what those patterns are. This is huge. Comments Share what you think. View all. Bing Site Web Enter search term: Search. Download our iPhone app Download our Android app. Today's headlines Most Read Visit Olympia as it stood more than 2, years ago! Microsoft uses AI to digitally recreate the site of the Mass grave with more than 25 skeletons of men, women and children dating back to the 15th century is found Catch of a lifetime!

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