Calculating the values from series that sum to a given value is difficult enough, with the resources to calculate expanding exponentially as the number of terms increases. Obviously, when you have multiple possible number series that can add to that number, the calculation load also increases. But, here's the problem with what you want: What are you going to do about the fact that some of the same values can be part of two or more solutions? For example, you say:
Quote:
Note that 8881.92 + - 6003.60 + - 2878.32 = zero
and - 196,546.73 + 211,632.56 + - 10,229.00 + - 4856.83 = zero
|
but so does:
Quote:
|
+ 8881.92 + - 196,546.73 + - 10,229.00 + - 6003.60 + 211,632.56 + - 2878.32 + - 4856.83 = zero
|
Clearly, if there's more than one solution, every solution you find can also be part of another solution.