Winning the lottery (on a platform like https://188loto.com/lo-
Let's face it, if there was even the slightest chance of predicting lottery numbers, then everyone, if not most people from around the world, would be swimming in oodles of moolah right now. But the fact that lottery numbers are randomly drawn, there's no clear-cut way of predicting whatever our numbers are going to be.
However, a Brazilian mathematician by the name of Renato Gianella says that it is possible to be able to predict whatever lottery numbers you're going to draw out through complex mathematical formulas and probability theories. In this article, we're going to do the best we can to explain several probability theories without rupturing your brain cells (hopefully).
Advice on How to Pick Lottery Numbers
To know how to determine lottery numbers, Gianella uses a study called “Geometry of Chance: Lotto Numbers Follow a Predicted Pattern.” In the study, Gianella learned that each number comes with a different chance of getting drawn. Another way of viewing this is that some combination of numbers has a higher possibility of getting drawn than others. But what's more interesting is that we can know whatever those patterns are.
There is a pattern in the study that allows us to apply it to any of the world's lotteries using a complex colored template. Mr. Gianella says that the lottery should not be considered as any kind of gambling anymore, but rather a true symbol of the Law of Large Numbers as well as the probabilistic theory.
However, it isn't as simple as choosing the six most likely numbers to help us bag the National Lottery prize. But we can select various number combinations that have better chances of getting drawn via probability.
Gianella's website helps viewers understand the possibility of different lottery numbers drawn in over 20 different lotteries worldwide. Of course, you have to have some type of math degree to be able to decipher whatever is on that website.
The idea about the mathematical theory that Gianella speaks of is based on previous lottery draws and patterns. These draws help us understand the chances of particular numbers being drawn.
How to Avoid Low Figures
Dr. John Haigh, a Sussex University emeritus reader, has a different perspective on predicting lottery numbers, though it still follows the probabilities concept.
He believes that if we pick any combinations of numbers that total to 200, our chances of winning will increase considerably. Although it sounds like a typical door-to-door salesman's pitch, there is indeed logic behind it.
Dr. Haigh, unlike Gianella, thinks that any combination of numbers has an equal chance of getting drawn. But to do this, he suggests we figure out the type of number combinations that people have a greater chance of picking – while also choosing something completely different.
Although this approach doesn't necessarily guarantee, it does allow you to win more once your numbers end up getting drawn. And because you chose the most unobvious numbers, it's highly possible that you won't split your winnings with other participants.
Dr. Haigh advises that we pick numbers that don't end up forming an obvious pattern. This means not choosing lucky numbers, birthday numbers, or any other type of combinations that most people usually opt for. He even advises us not to pick numbers in a row, such as 1-6, or previous week's numbers.
Math Formulas Used for Probability Analysis
To determine the total possible combinations in a lottery ticket, there are two math formulas that you should use.
1. The Combination Formula
The combination formula, also known as the binomial coefficient formula can be used to calculate the number of likely combinations in a given set. The formula is typically written as follows:
Over here, ‘n' depicts the size of the number field, while ‘r' depicts the pick size. This means that a lot of 6/49 system, the total number of possible combinations are:
n = 49
r = 6
Total combinations = 13,983,816
With that in mind, it'll be easier to determine the odds like it is separating the number of ways we can win and lose.
Odds regarding us winning the grand prize = the number of ways we win/ the number of ways we lose Hence, the odds of us winning the grand prize can be expressed as:
Odds of winning the grand prize = 1 / (13983816 – 1)
What this means is that you have one way of winning over 13,983,815 ways of losing.
The Probability Formula
Probability in mathematics is the possibility of one or more events taking place divided by the total number of likely outcomes. The formula for this is expressed as follows:
This formula allows us to calculate the possibility of a set of numbers occurrence.
Let's assume that we have only 5 black marbles out of at 45 white marbles. If we were to wager $100, we would realistically put our money on the white color as it offers us a higher chance of winning.
Using the probability formula, the chances of drawing a white marble are 45 in 50, while getting a black marble is 5 in 50.
By expressing those chances in percentages, will get:
P(white) = (45/50) x 100 = 90% possibility of getting drawn
P(black) = (5/50) x 100 = 10% possibility of getting drawn
In other words, we could say that marbles in white will be picked 90 times every hunred draws and that marbles in black will only get picked 10 times in each of those draws. And if we were to hold about 10 draws, then the probability would be expressed as:
P(white) = 9 times every 10 draws
P (black) = once every 10 draws
This might upset you a little bit, but this example doesn't have anything to do with winning lottery tickets. It's only an example to help you understand how to use probability to increase your odds of winning a lottery. Once you understand the logic behind it, only then will the results finally reveal themselves.
Conclusion
You might have to pull a little extra brain muscle to know how everything we've explained can enhance your chances of winning a lottery. But if you are that persistent, then our advice on how to pick lottery numbers is something that you'll be reflecting back on sooner than you expect.
