The Whole Truth About The Lottery Predictions
Selection of Lottery – Exposure of Truth
Lottery Predictions Nonsense, bullshit. That’s what some people say. Others believe that using statistical analysis lottery and make lotto predictions is absolutely legitimate thing. Who is right? Many players simply stayed on the fence with no clear way to track the lottery numbers. If you do not know where you are, then maybe this article will reveal the truth and give you a better idea of who to believe.
Controversy over the performance of a forecast draw
The argument is usually adopted by the lottery forecasters. Their argument goes something like this:
Predicting lottery numbers is a futile effort. Why do a statistical analysis of the lottery and make predictions? After all, this is a game of random opportunities. Patterns or trends in lottery numbers do not exist. Everyone knows that any lottery number is equally likely to hit and out in the end, all numbers came out the same number of times.
The best defense is logic and reason
At first, the arguments seem sound and based on a solid mathematical basis. But, you are about to discover that mathematics is used to support their position is not properly understood. I think Alexander Pope said it best in The Essay on Criticism in 1709: “A little knowledge is a dangerous thing, a drink, or a taste not a spring: there are shallow drafts to be rented to the mind, and especially drink and sober again.
In the mathematical field of probability, there is a sentence called the law of numbers, which simply means that as the number of experiments increases, the results are estimated as expected or expected value. , It means that in the end all lottery numbers are going to go out the same number of times, by the way, I totally agree with that.
The first misunderstanding is derived from the words “as many samples or increasing experiments.” 50 How much? 50 Lotteries are enough? 100? 1000? 50000? The name itself, “the law of numbers is large,” should give you an idea. “If we want to” get close to the expected average, “you need to get before they meet?
Second, let’s talk about the distortion of a basic lack of understanding of the consequences of the trial in its exploitation. I’ll show you what I mean by questions that skeptics will forget to ask. How many sweepstakes are supposed to pass before the results are close to the expected average? And, what is the expected average?
To demonstrate the application of the law of large numbers, we will take a two-sided coin and throw it several times and record the results, either wood or pea, recorded. The intention is to prove that in fair play, the number of heads and tails, for all intents and purposes, will be the same.
As for the draw, the skeptic continues to apply this sentence, but never indicates what the expected value should be and the number of sweepstakes required. The effect of answering these questions is very telling. To illustrate, let’s see some real numbers. For the purpose of the discussion, I will use the lottery.