How to Win at the Casino

I have not bothered my head, I understand that it's awaited for a while, but here it is still healthyan. And I do not intend to sell you anything, I have not even come to that place, I understand that it's awaited for a while, but I prefer to let others do 15,000 euros from the blog this year. So, it's not crazy, and it's not interest. What's left then? Well, the facts. The cruel reality, as it would be. Truth, well demonstrated.

The fact is that there is a win-win method at Casino, any gamble, or any risk-setting situation that allows you to choose your stake. To always win, without exception, mathematically demonstrated.
Okay, and how is it that you do not win the world at Casino and any gambling, always and without exception? Good question. It might be because he does not know the method.

It could also be in practical difficulties, not any proven mathematical method is also available to anyone who tries to apply it. For example, it is mathematically demonstrated that in order to reach the moon in New York, it is sufficient for the resulting force applied to the center of gravity to be oriented to the moon without interruption for any time. That does not mean that Obama, having a pair of rubber boots, two good comrades, and a vet for him will be able to reach the moon.

But let's get to the point. Either the simplest game of chance, throwing the coin. The strategy is simple. Place a bet, let's say the coat is on a lion. If it comes out, you've won a dollar. If it does not come out, put a new bet, let's say the coat goes out, two dollars. If it comes out, you've earned two dollars, but with one dollar you've lost before, it's 1 dollar net. If you lose, place a new bet, let's say the coat is not on the dollars. If it does not come out, you have won 4, in fact 4-2-1 = 1 dollar, and if you go out and lose, you put one, for $ 8. And so on.

Briefly, in case of winning, put a nice banana in your pocket, and if you do not double the stake. All that can happen is that you will earn a dollar, sooner or later, but lose it. The mathematical explanation is quite simple: if in any situation, two mutual exclusive events have equal chances to update (that is, the situation is like throwing money, and the events are "face to face" and "fall backwards" then the chance that an event given consecutively by an infinite number of times is 0.

What I have said above applies to any kind of gambling, no matter what the chances it is or how it is practiced. All that matters is to be random, that is, to chance, to know your chances of winning and to set the stake. If you play dice, and as we know the dice has 6 girls, bet you will get 1 per 1 dollar. If it comes out, well, you have earned $ 6, if it does not come out, bet $ 1.16 as it comes out again. If it comes out, you have earned $ 7 (actually 6, as one already lost), if it does not come out, 1.34, then on 1.56 and so on. By the end you still earn the six dollars, plus you lost in the process, back.