To be sure, it is impossible for advanced mathematics to improve the winning probability, because probability itself is the law in numbers, so how many numbers there are in a color variety is certain. Take 3D and Rank Three with less data, for example, there is always 1000 note. Choosing a betting number is a one-thousandth probability, and choosing two betting numbers is a two-thousandth probability. By definition, it is dead. It is impossible for a lottery player to choose only one betting number to achieve a probability of two thousandths, and improving the probability is to choose one betting number to achieve the effect of two betting numbers. Think about the possibility? If you choose one number to achieve the effect of two numbers, are the other numbers still meaningful? So it is impossible to improve the probability.
Some lottery players may say, I don't want to increase the probability. We just want to capture lottery numbers without so many numbers. Let's take 3D as an example, that is to say, we can capture lottery numbers by choosing 100 betting number, instead of achieving the effect of choosing a betting number to reach two thousandths. It is important to know that no matter how many numbers a lottery player chooses, it will not be a bet number of 1000, not to mention that even if a lottery player chooses a bet number of 500, he will choose a bet number of 100. Although there is only one lottery number, there are 1000 possibilities.
There are at least 1000 possibilities for this number before the lottery players invest. Who can guarantee which number must be opened and which number must not be opened? Simply put, just determine which number must not be opened. Since it is uncertain, there are 1000 possibilities for the lottery number. No matter how many numbers the lottery chooses, as long as it is not 1000, even if it is a 999 number, it is an absolute 999 number. Will not increase or decrease for any reason, so is it possible to prove that it is equal to 1000 with data that is always less than 1000? It's not completely impossible. It is necessary for lottery players to choose as many numbers as possible.
Speaking of winning percentage, there is one thing I don't understand. Why do lottery players have to raise the winning rate? Winning the prize is simple. For example, 3D has 65,438+0,000 notes. Choose the number of 1000, and it is definitely 100% winning. Even if there is any industry fraud, the lottery will win the prize 100%. If you want to win, why don't you do that? Because of that loss, the lottery said that winning the prize was just a rhetoric. What the lottery really wants is the income after winning the prize. If there is income, lottery players don't have to win prizes every day. If the income is considerable, the lottery players don't care whether they win the prize once every three days or once every five days. Therefore, income is the ultimate goal of lottery players, and income and winning are completely different concepts. Winning a prize is not necessarily profitable, but winning a prize is certain. On the surface, this income can be achieved by choosing the right number. The problem is that there is no shortcut in numbers, and the reward rate of return is the key to income.
The fundamental reason why lottery players lose money is not the number, but the insufficient rate of return. If we don't understand these things, then simply put, the data is 3D or 1000 or two dollars for a bet. All the rules remain unchanged, the only change is that the direct election bonus is not 1040 yuan but 2005 yuan. Will lottery players still lose money? Lottery players don't need to analyze and calculate numbers at all. As long as they use a simple all-inclusive number, they will win the prize and earn five yuan. It can be said that the industry is powerless. Therefore, the rate of return is the key to the loss of lottery players.
Since the lottery loses money because of the insufficient rate of return, and the real purpose of the lottery is to make a profit, it is just the same to make up for the insufficient rate of return. Why bother with figures? Therefore, lottery players should know what they want from participating in the lottery, and then solve the problem in a targeted manner.
Finally, remind friends that it is best not to participate in the lucky draw … participation must be rational and not blind.