Complete golden ratio formula for advanced KAAL number

KAAL number is 4.4.

Presently, 

is showing reasonably good results. 

You may recall 1+1/x+1/(x^2)=2 is the golden ratio expression. 

Then I said if we raise 1 to very small number, 2 to very small number and 3 to small number,  one gets LHS of just above expression. 

I was talking of raising only the n to some power. Say raising n to q/r.

What if we raise n to q/r, x to n+s/t and start from u/v and end at w/x. Is there an algorithm for this ?

Yes. Wolfram alpha is showing results. 

This can give advanced results for KAAL number.

But it is not in my hands. A big research team is required. 

Will this idea get materialized?

No. Because it is India.