What is the 3D ten digit killing method, what is the calculation formula of 3d killing number?

For the operation of killing the number, friends who are already familiar with it are not surprised. Because it is necessary to select a few numbers from 000-999 as the basis for the chosen one, so in order to increase the probability of being selected, we will naturally try to reduce the probability of being selected, so that the probability of winning the lottery will be greatly increased, but this thing is not a random choice of numbers, which also has a certain amount of attention, the more common is the four-digit killing method, today is going to talk about the ten killing numbers, many people may not have heard of it, today I will explain this.

Details:

First of all, there is a diagram to illustrate here. Each of the different numbers on the tenth, all correspond to a number of hundreds to kill, they all correspond to each other, friends with good memory can be remembered directly in the mind, if you are not confident in your memory, it is best to copy a place that you can see, so that it will be very easy when choosing a number. When ten is time, the corresponding number of the next hundred to be killed, respectively, it seems very simple, but this is also our previous lottery friends, they based on their own experience and lessons, so as to summarize a set of tried and tested methods, to some extent for the benefit of future generations, but also give people a hope.

When it is ten, the next single digit that needs to be killed is , this is easier to remember, and after ten is the single digit, as long as it corresponds to one by one. When the ten digits are , the corresponding span of the next period is ,1,9,2,7, so it is clear at a glance, and I believe it will be more convenient when remembering.

To sum up, the methods of 3D ten-digit killing numbers are basically these, which is also an active exploration made by people hoping that they can win the lottery.

The most accurate calculation formula for 3D:

1. The sum value is multiplied by the hundred digit 1 divided by 3, and then 3, and the sum value (80%) with the remainder as the end is killed.

2. Multiply the sum by the remainder of 1 divided by 3 by hundred, and kill the sum of the remainder (80%).

3. The difference between the number of adjacent lottery numbers and the sum value and tail (89%).

4. The last period of cross-kill and waiter trap value and tail (93%).

Note: 12 + ten digits of the previous lottery number (accuracy rate 98%).

Divide the drawn number by 234, and add the first three numbers to get the number (accuracy 98).

The remainder of the previous period and value (4 hundreds, 9 tens) 6 (98% accuracy).

Divide the lottery number by the first three numbers of the answer source to get the number (accuracy rate 98%).

Divide the lottery numbers and add the first three numbers (98% accuracy).

Divide the lottery number and add the first three numbers (95% accuracy).

The remainder of the sum value (hundred+1) of 3 (93% accuracy).

The remainder of the sum of the previous period (100 100 3) 6 (92% accuracy).

The most accurate calculation formula for 3D:

1. The sum value is multiplied by the hundred digit 1 divided by 3, and then 3, and the sum value (80%) with the remainder as the end is killed.

2. Multiply the sum by the remainder of 1 divided by 3 by hundred, and kill the sum of the remainder (80%).

3. The difference between the number of adjacent lottery numbers and the sum value and tail (89%).

4. The last period of cross-kill and waiter trap value and tail (93%).

Note: 12 + ten digits of the previous lottery number (accuracy rate 98%).

Divide the drawn number by 234, and add the first three numbers to get the number (accuracy 98).

The remainder of the previous period and value (4 hundreds, 9 tens) 6 (98% accuracy).

Divide the lottery number by the first three numbers of the answer source to get the number (accuracy rate 98%).

Divide the lottery numbers and add the first three numbers (98% accuracy).

Divide the lottery number and add the first three numbers (95% accuracy).

The remainder of the sum value (hundred+1) of 3 (93% accuracy).

The remainder of the sum of the previous period (100 100 3) 6 (92% accuracy).