For many years, you've heard people talking about the law of attraction, but now you're going to learn about the 'Law of Reception.' A lot of people use the power of the mind to attract and manifest things that they want to have in life. However, many, many, and many people nowadays say that they never have or obtain what they've envisioned. I recently become aware of something very important: which is the LAW OF RECEPTION. Millions of people visualized about a better life, but only a very small percentage of people have experienced their vision become a reality. The problem for the majority of people is that they're neglecting to convince their souls that they want to receive the things they've wished-for. I want you to pay close attention to the words below. I can receive money as often as possible. I can receive whatever that I set my mind to. I want to receive money to become financially successful. I am motivated to receive millions of dollars. I chose to receive all resources to live the wonderful life that I've visualized. I declare now that my mind, my soul, and my body are in strong expectation for the reception of my wishes. I now only wish to receive everything, wonderful things that I want. Receiving what I desire is truly going to give me joy and happiness. Dufour Evenson's Formula for PICK 3The reasoning of the formula that I called after my name is straightforward and based on a need to predict and find new combination(s) based on the most recent combination that has been drawn. Interestingly, after the application of the formula we're going to use simple addition method to obtain as many combinations as we want. First step: Formula: DEnc = de1; de2; de3DE new combination = De1; De2; De3de1 = [(X1 ] X2)/2] -1de2 = (X1 + X3)/2de3 = (X2 + X3)/2Note-1: if after the calculation we've obtained a decimal number, we're going round that number or we might neglect or reject the decimal depending of the situation because we know that no result should either higher than the number 9 or lower than the number 0. Note-2: if numbers in the most recent combination drawn are identical, we only need to apply the second step below to find new set of combinations to play. Therefore, there will be no need for the DEnc formula when (X1 = X2 = X3).Second step: use simple addition method to obtain as many combinations as we wantExample: let's say that the most recent combination of three numbers that has been drawn was 640. In this case, X1=3; X2=5; and X3=0Let's apply the Dufour's formula to get new combination. Remember DEnc = de1; de2; de3Now let's find de1; de2; de3: de1 = [(X1 ] X2)/2] -1 => de1 = [(6 ] 4)/2] -1 de1 = 4Note: if the result for de1 is negative, it's imperative to multiply that result by (-1) to change it to a positive number. de2 = (X1 + X3)/2 => de2 = (6 + 0)/2de2 = 3; de3 = (X2 + X3)/2 => de3 = (4 + 0)/2=> de3 = 2.As a result, DEnc = 4;3;2. Therefore, 432 can be considered as the first of our new combinations to play. Now let's do the second step in using simple addition to obtain other combinations as we want. (4+0; 2+3; 5+2) = 4= 5= 7. We've added 0 to 4; 2 to 3; and 5 to 2 which gave us a beautiful new combination 4-5-7 to play. There is no need to ask where we found 0, 2, and 4. We've chosen them randomly from 0 to 9 because all combinations in this game are from 0 to 9. Let's find another combination in using simple addition. This time we are going to add 2 to 4; 6 to 3; and 7 to 2. (2+4; 6+3; 7+2)= 6, 9, 9. Oh yes, now we have a new beautiful combination 6-9-9 to play. So, you can do as many combinations as you want, but remember to always test your new combinations at the reality table to see if they're actually among the combinations that have been previously drawn during the current year.Note: you should never, ever go over the limit of your budget!
