Entries Tagged as 'cycle'

Lottery Predictions - Cycles Improve Your Chances of Winning the Lottery

Lottery Predictions - Cycles Improve Your Chances of Winning the Lottery

Lottery Number AdvisorIf you’ve been following this series, you’ve been anxiously awaiting this post. But, if you’re picking up this Lottery Predictions thread for the first time you may feel like you’ve walked into the middle of a conversation; wondering, what are they talking about. If that’s the case, you need to go back and read the previous 4 posts. Their links are listed below.

  1. Lottery Predictions, Ghostly Patterns and Chaos Theory
  2. Lottery Predictions - So Close and Yet Not Very Far Away
  3. Lottery Predictions - Cycles Prove There Is Something Going On
  4. Lottery Preditions - Cycles and Chaos Theory

In the example I used in the last post, we discovered that we could take into account the possible chaotic behavior of a lottery by including the Cycles adjacent to our Cycle of interest. In this example, Cycle 15 was the best performer so, we included Cycles 14 and 16 as well. Of course, I didn’t expect that you would take this at face value; you’d want to see some proof. So, here it is.

Below, I’ve included performance graphs of Cycles 14, 15 and 16. The blue x’s identify which Cycle produced the most winning numbers for that drawing. It is not a surprise that Cycle 15 produced more winning numbers that the other two; after all, it was the top producer overall. But, notice that on the occasions when it didn’t perform well, Cycles 14 and 16 came through.

Cycles and Chaos

Cycles and Chaos

In the last five posts, I’ve shown why Cycles are the most powerful lottery trend analysis system available. No other technique has been shown to outperform Cycles. So, if you want to improve your chances of winning the lottery, Cycles can’t be beat.

Lottery Predictions - So Close and Yet Not Very Far Away

Lottery Predictions - So Close and Yet Not Very Far Away

Lottery Number AdvisorIn my last post, Lottery Predictions, Ghostly Patterns and Chaos Theory, I raised the possibility that lottery number patterns may be exhibiting performance described by Chaos Theory. This would explain a phenomenon that all serious lottery players have experienced. You know what I mean; You discover patterns or trends that give you an advantage, only to see them disappear like fog in the early morning after only a few drawings.

Lottery Number Patterns With a Twist

But, they may not have faded very far away at all. In fact, they could still be there, a very short distance away, slightly hidden from view. The lottery number patterns that you discovered may actually be continuing their repetitious behavior but with slight variations.

This description of events parallels closely with the performance of complex systems that scientists, engineers and mathematicians refer to as Chaotic. Chaos Theory is changing the entire notion of a random process. In fact, the entire idea that anything is random is being questioned. Chaos Theory is challenging old beliefs by demonstrating that systems, previously believed to be random and unpredictable, were, in fact, periodic with slight differences between each cycle.

A classic example of this is the Lorenz Attractor shown below.

Lorenz Attractor

Lorenz Attractor

The Lorenz Attractor is a strangely beautiful artistic version of a figure eight. Picture for a moment a regular figure eight. Each cycle through a figure eight is identical to the previous cycle and, therefore, is predictable and periodic. But, in the picture above, each cycle is slightly different than the previous cycle; similar, but not exactly the same.

It was Chaos Theory that forced me to look at those strange, elusive and ghost like trends that I discovered in all lotteries. What if lottery number patterns and trends didn’t fade away and disappear, but only changed slightly; disguising themselves, hidden from view? If this was true, I needed to take a closer look at one of my first breakthroughs in lottery number analysis; Cycles.

In the next post, I’ll describe Cycles in more detail.