We want to choose the values that divide evenly without remainder at each setting which shows which values will be factors of the Sum(c)
1) We want to compare the values of primes in : a , b and compare them to primes in the sum(c) - According to the theory : lots of small primes on the left side; a , b
and a few large ones on the right side; c - of the equals sign.
2) Also I turn a parabolic equation into a Linear equation that will obtain the same sum(c) in both parabolic and the linear version: Or these combinations of Integers will make
a linear factorable equation.
