Wisconsin powerball results

How to win the us powerball 5/69 according to math - lotterycodex

Frequently Asked Questions About USA powerball at Multilotto

Where Can I Purchase Tickets And When Are Draws Held?

Powerball tickets can be bought from the authorized lottery agents like Multilotto. If you live outside the US, purchase your ticket before 10.45pm Eastern Time on the draw’s day. The draws are held on both Tuesday and Saturday. The draws are held at the Orlando Universal Studios in Florida. Players have up to a year to claim their prizes. Luckily for Multilotto players, they get a notification if their numbers won, so no chance of missing out.

Is The Powerball Lottery A Scam?

This is one of the greatest fears of players who have not made any win yet and those who have not tried. Here are the facts, the lottery is a governmental, non-profit association which is owned and operated by the member lotteries respectively. The members include the individual states in the United States. As a whole, Powerball is owned and operated by the Multi-State Lottery Association. The game is a legit one. The only problem you could face is when you play at a scam site, so it is safer to play at registered and authorised sites such as Multilotto.

All numbers and combinations in the Powerball game have the same probability

It’s very important to keep in mind that all numbers have the same probability. This is always true no matter what the frequency of each number has been. In short, there are no “hot” and “cold” numbers.

And there are no “lucky” and “unlucky” numbers.

The same mathematical rules apply to all combinations. A combination such as 1-2-3-4-5 is equally likely as any other in the universe of 292 million Powerball combinations.

Now, if all numbers and combinations have the same probability, how does Lotterycodex separate the best combinations from the worst ones?

Well, the simple answer is understanding the concept of odds.

While you may be familiar with the concept of probability, the majority of us are not familiar with the concept of odds.

Odds and probability are two different concepts. They are not mathematically equivalent.

The two equations below will describe the difference between odds and probability.

Let me translate this in plain English.

Probability refers to the measurement of a likelihood that an event will occur.

While odds refer to the ratio of success to failure.

So in short, you cannot change the underlying probability and no one has the power to change a mathematical calculation.

And similarly, you cannot beat the odds of any game because whatever you do, you the odds will never change.

BUT, here’s the thing.

As a player, you have the power to choose.

And we can use mathematics to calculate all the possible choices and then make an intelligent choice to get “the best ratio of success to failure.“

As a lotto player, your objective is to make sure that you are not mathematically wrong for the majority of the time.

For example, in a Powerball game, there are 278,256 ways you can combine numbers composed of even numbers (no odd numbers).

0-odd-5-even combination = 278,256 ways you can do this.

There are exactly 11,238,513 ways you can combine pick-5 combination from 69 numbers.

Therefore, the odds of a 0-odd-5-even combination is:

Odds of 0-odd-5-even = 278,256 / 10960257

This means that when you pick numbers based on this type of pattern 0-odd-5-even, your ratio of success is 1 in 39. In short, you get only 2 to 3 opportunities to get closer to the winning numbers for every 100 times you play the lottery.

Now, let’s talk about a more balanced type of combination such as a 3-odd-2-even.

There are 3,671,745 ways you can combine a 3-odd-2-even type of combinations.

3-odd-2-even = 3,671,745 ways you can do this combination.

Therefore, the odds for this type of pattern is:

Odds of 3-odd-2-even = 3,671,745 / 7,566,768

The odds mean that you get 32 to 33 more opportunities to match the winning numbers for every 100 attempts you play the Powerball game.

0-odd-5-even 3-odd-2-even
2 to 3 opportunities to match the winning numbers in every 100 draws 32 to 33 opportunities to match the winning numbers in every 100 draws
VERY HIGH RATIO OF FAILURE VERY HIGH RATIO OF SUCCESS

Truly, you can see the difference when you calculate the possibilities because by then you know how to make an intelligent decision.

This is how Lotterycodex works.

Knowing the composition of your combination matters to determine the exact ratio of success to failure.

And the best way to analyze the composition of combination is through combinatorial patterns.

So now, let’s discuss the importance of combinatorial patterns.

Powerball Winners

Over the entire existence of the legendary game in different countries, millions of its fans have ended up as lucky Powerball winners, which is the dream of every participant in the current draws. For example, in just the American version of the game, more than 300,000 players manage to win the lottery every week.

The number of winners of the weekly Australia Powerball draw is no worse than the number of lucky US Powerball winners. And there are just as many New Zealand and South Africa Powerball winners, because in these regional lotteries, as in the leading Australian and American lotteries, people from many other countries participate. Every week, more than 1 million lotto Powerball tickets on different continents turn out to be lucky and collect multi-million dollar wins across different categories.

Given the enormous popularity of the legendary lottery in the countries of the draws and beyond, the gigantic size of the Powerball jackpot is a familiar and exciting phenomenon for draw participants. You too, can be among the winners of the famous game and buy Powerball tickets online right now!

The odds of winning the US Powerball

The U.S. Powerball game is a 5/69 lottery format. So the rule is to pick five numbers from 1 to 69. There are 11 million ways you can do it in Powerball. So your probability of matching five numbers is 1 in 11 million chances.

However, to win the jackpot, you also need to match the extra ball called the Powerball from 1 to 26. So the odds to win the Powerball game becomes one is to 292 million.

In simple terms, you might need 292 million attempts to win the jackpot. So if you play one ticket every week, then you need 292 million weeks to win. That sounds like playing for 5.6 million years or possibly more.

The odds are so terrible that you probably have a better chance of becoming the next Governor of the State of California. So it’s not easy to win the Powerball.

In my opinion, the Powerball is one of the hardest lotteries to win in the world.

But Americans do play anyway. And if Powerball is one of your favorite lotto games, then you might as well do your best.

That said, mathematics remains the only way to get the best shot possible. And specifically, I am talking about combinatorics or combinatorial math and probability theory.

The Powerball, like any other lottery systems in the world, is a random game. So you cannot predict the next winning numbers.

Fortunately, you can increase your chances of winning if you buy more tickets.

And mathematically speaking, buying more tickets is “the only way.”

However, buying more tickets is useless if you’re making the wrong choices.  

You need a mathematical strategy.  And a mathematical strategy is all about calculating all the possibilities and making the right choice.

So what is this mathematical strategy that we are talking about?

Are we talking about statistics?  Nope!

I have explained why statistical analysis doesn’t work in the lottery in my article A Visual Analysis of a True Random Lottery with Deterministic Outcome.

For now, let me tell you right off the bat, don’t use statistics. What works?

Well, a true mathematical strategy involves understanding the finite structure of a lottery game.  In this case, we need the tools of combinatorial math and probability theory.

These two mathematical tools are essential in the study of combinatorial patterns that can help determine the best combinations and the worst ones to avoid at all costs.

Before we go to the actual calculation, let’s discuss first the important concept that matters in a random game.

South Africa Powerball

  1. South Africa Powerball was launched in 2009, with the first game of this most famous Africa lottery, which soon gained an enviable popularity in many countries around the world.
  2. Key features of SA Powerball:
  • Players have to select five numbers from 1 to 50 from the first block of numbers and a single number between 1 and 20 from an additional block of numbers;
  • The minimum National Lottery SA jackpot is ZAR 3 million, equivalent to approximately $175,000 US;
  • Powerball Lotto South Africa draws are held twice a week — on Tuesdays and Fridays;
  • The odds of winning the minimum lottery prize of the last category are 1:35.

The maximum size of the jackpot played in the entire history of the African version of the lottery was ZAR 103 million.

HOW TO MULTIPLY WINNINGS WITH POWER PLAY:

  • For an additional $1 per play per draw (total cost will be $3), Power Play will increase NON-jackpot winnings.
  • To select Power Play, mark the Power Play circle on the playslip, or ask the clerk to add Power Play when purchasing a ticket.
  • For every Powerball drawing, a Power Play multiplier is drawn to multiply certain prizes.
    • When the advertised annuity jackpot is less than or equal to the Major Jackpot Level, the multiplier will be either 2X, 3X, 4X, 5X, or 10X.
    • When the advertised annuity jackpot is greater than the Major Jackpot Level, the multiplier will be either 2X, 3X, 4X, or 5X.
    • The Major Jackpot Level will never be less than $150,000,000.
  • If your ticket wins a prize from $4 to $50,000

    Examples: If you added Power Play and your prize is $100 and the Power Play multiplier drawn was 3X, you win $300 ($100 X 3). If you added Power Play and your prize is $50,000 and the Power Play multiplier drawn was 5X, you win $250,000 ($50,000 X 5).

    and the Power Play is added, the prize amount will be multiplied by that drawing’s Power Play multiplier.

  • The $1,000,000 prize becomes $2,000,000 with Power Play. The Power Play multiplier for the $1,000,000 prize will never be greater than 2X.

Please click features and procedures for more details.

HOW TO WIN MORE WITH POWER PLAY:

MULTIPLIER LEVEL ODDS AT OR BELOW Major Jackpot Level ODDS ABOVE Major Jackpot Level
10 times (10X) the prize won 1:43 **
5 times (5X) the prize won 1:22 1:21
4 times (4X) the prize won 1:15 1:14
3 times (3X) the prize won 1:3.4 1:3.3
2 times (2X) the prize won 1:1.8 1:1.75

Predicting the future of Powerball game

Now that you know that Powerball is subordinate to the principle of probability, you can then predict the outcome of the game in the future.

Here’s the possible outcome of Powerball in 1000 draws using the odd-even patterns.

Patterns Probability Expected Frequency
3-odd-2-even 0.326710926970499 327
2-odd-3-even 0.31681059585018 317
4-odd-1-even 0.15840529792509 158
1-odd-4-even 0.144428359872876 144
5-odd-0-even 0.0288856719745753 29
0-odd-5-even 0.0247591474067788 25

And here’s the possible outcome of Powerball in 1000 draws using the low-high patterns.

Patterns Probability Expected Frequency
3-low-2-high 0.326710926970499 327
2-low-3-high 0.31681059585018 317
4-low-1-high 0.15840529792509 158
1-low-4-high 0.144428359872876 144
5-low-0-high 0.0288856719745753 29
0-low-5-high 0.0247591474067788 25

The key takeaway here is simple. You don’t want to waste your money on patterns like 5-low-numbers, 5-high-numbers, 5-odd-numbers, or the 5-even-numbers.

So to get the best shot possible, you follow the 3-odd-2-even, 2-odd-3-even, 3-low-2-high, and 2-low-3-high patterns.

However, with odd-even and low-high patterns having two separate analyses have an unacceptable disadvantage.

Let me explain.

We already know that the combination 1-2-3-4-5 is one of the worst combinations under low-high patterns. However, our odd-even analysis doesn’t agree with this analysis.

Combination According to low-high analysis According to odd-even analysis
1-2-3-4-5 WORST BEST

As you can see when we deal with two separate analyses, we get contradicting results.

To solve this contradiction mathematically, we have to combine the two analyses into one probability analysis to arrive at a very conclusive result.

And here’s how Lotterycodex patterns are invented.

You see, the Powerball lotto is not about just odd-even patterns or low-high patterns. Within the 69 balls of the Powerball game lies complex patterns, which are the key to your lottery success.

Lotterycodex patterns are the results of an advanced combinatorial design that puts all the four factors (odds, even, low, and high numbers) together in one equation.

Let’s discuss how these advanced Lotterycodex patterns may help you get the best shot possible in the game of Powerball with 292 million combinations.

US Powerball Hot and Cold Numbers

Number of Draws:

3

10

100

1000

all

Hot Numbers

Regular Balls

36

14 Times

18

11 Times

27

11 Times

21

11 Times

2

11 Times

12

10 Times

23

10 Times

59

10 Times

62

10 Times

47

10 Times

40

10 Times

53

10 Times

68

10 Times

42

10 Times

33

10 Times

15

9 Times

56

9 Times

44

9 Times

39

9 Times

35

9 Times

58

9 Times

10

8 Times

60

8 Times

31

8 Times

8

8 Times

14

8 Times

67

8 Times

16

8 Times

63

8 Times

50

8 Times

49

8 Times

Powerball

18

13 Times

14

8 Times

24

8 Times

19

6 Times

13

5 Times

5

5 Times

2

5 Times

20

5 Times

Power Play

2

52 Times

3

30 Times

Cold Numbers

Regular Balls

28

2 Times

38

3 Times

34

3 Times

26

4 Times

24

4 Times

51

4 Times

25

4 Times

66

4 Times

22

4 Times

5

5 Times

4

5 Times

52

5 Times

69

5 Times

65

5 Times

19

5 Times

9

5 Times

46

5 Times

64

6 Times

43

6 Times

30

6 Times

54

6 Times

29

6 Times

13

6 Times

20

6 Times

45

6 Times

6

6 Times

48

6 Times

11

6 Times

3

7 Times

55

7 Times

17

7 Times

57

7 Times

1

7 Times

7

7 Times

37

7 Times

61

7 Times

32

7 Times

41

7 Times

Powerball

22

1 Times

1

2 Times

25

2 Times

17

2 Times

7

2 Times

11

3 Times

16

3 Times

9

3 Times

3

3 Times

10

3 Times

21

3 Times

26

3 Times

6

3 Times

23

4 Times

4

4 Times

8

4 Times

Power Play

10

3 Times

5

5 Times

4

10 Times

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