I would like to share with you a lotto 6/49 prediction method, that can raise a bit the probability to guess the winning numbers on the next draw. It is based on the intervals of the numbers, e.g. the number of draws between two appearances of the same number.
Suppose the number 1 appears after 7 draws, we write 7 as first number of the sequence, then same number 1 comes after 8 draws, we write 8 etc.
By this way we can build the sequence of intervals for the number 1, it looks something like: 7, 8, 30, 3, 10, 7, 5, 2 …
The goal is to obtain a mathematical equation, so we can build the intervals curve, using a sequence of numbers, that we already know.
For example, using the sequence 1, 2, 3, 4, 5 ….
I spent a lot of time, analysing the databases of the most 6/49 lotteries, searching for suitable equation, to reproduce all intervals curves for the 49 numbers.
Below is the equation:
Y = a + a3*sin(a4 + c1*cos(b1*X+e1) + d1*sin(b2*X+e2) + c2*cos(b3*X+e3) + d2*sin(b4*X+e4)+c3*cos(b5*X+e5) + d3*sin(b6*X+e6)+c4*cos(b7*X+e7) + d4*sin(b8*X+e8)+c5*cos(b9*X+e9) + d5*sin(b10*X+e10)+c6*cos(b11*X)+e11 + d6*sin(b12*X+e12)+c7*cos(b13*X+e13) + d7*sin(b14*X+e14))+a5*cos(a6 + c9*cos(b17*X+e17) + d9*sin(b18*X+e18) + c10*cos(b19*X+e19) + d10*sin(b20*X+e20)+c11*cos(b21*X+e21) + d11*sin(b22*X+e22)+c12*cos(b23*X+e23) + d12*sin(b24*X+e24)+c13*cos(b25*X+e25) + d13*sin(b26*X+e26)+c14*cos(b27*X+e27) + d14*sin(b28*X+e28))