Why can't we use mathematical methods to accurately calculate the lottery?

Because it is impossible to buy lottery tickets without losing money in probability, the winning-losing ratio can be calculated. For example, the number to buy full 3D is 2000 yuan.

Only one bet can win the prize, because the lottery has only one set of numbers. But! It doesn't mean that half the people in the country lose and half win, because most people don't buy this set of figures. Every time you bet on 2 yuan, the profit ratio of your investment is one thousandth. After all, you must have a winning rate. However, if you switch to a two-color ball or lottery number for more combinations and more games, the chance of 2 yuan winning the first prize is only one in 46,700. Because all lottery combinations are 4285 1424 yuan.

Next, let's talk about why I can't figure it out, because lottery tickets have little to do with mathematics, but only the probability I just said. The process of winning the prize belongs only to physics. The acceleration of gravity is the fundamental factor, which is the gravity during the lottery, the lunar gravity and the external magnetic field. Just like you drop a coin from the 30th floor, the landing points may overlap, but the subsequent rolling trajectory and stopping point are definitely different. Winning a prize is like a person standing on the floor of 100 with a coin and throwing it down to all the participants. Someone will definitely win the prize, but everything is unknown. Even if the coin thrower makes friends with you and throws it to you on purpose, the difficulty and probability are slim.