We're working on a change in the Quantum Selection Process and Equations for quantum selection in general and the Sums selection.

It's a matter of Integration and recombining the equations after Integration.

Part of the problem is integrating the e^-x² general function for normal distribution.

It leads to a not so pretty infinite sum function I'd like to avoid, but there may be some form of the sum or infinite sum involved.

The Pick 3 type sum is also being difficult in that the Integration leads to a Cubic Solution rather than a Quadratic Solution.