## 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.

## 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.

## How To Win The Powerball 5/69 Game

I always recommend Powerball players to play with a lotto strategy. Focus on the best patterns and avoid the worst ones.

To make your game much simpler, use our lottery calculator.

This Powerball calculator will open your eyes to what works and whatnot.

One of the best features of this calculator is the number generator, so you don’t have to go into the trouble of complex calculations.

But the concept of combinatorial pattern is just one of the many lottery tips you will learn here. Of course, the advanced strategy is discussed in the free guide section where I reveal the winning formula of combinatorics and probability theory.

Take time to enrich your knowledge of a mathematical lotto strategy. Please check out more articles in the blog section that will be helpful for you:

See my post about how a lottery wheel and number patterns work together.

Get to know the many unscientific lotto strategies that don’t work.

And learn how to use math to play lotto with the best shot possible.

Let me know your thoughts. Please join the conversation by adding your comments below. Thank you for reading.