Distributing the SQ-to-SQ lambdas

The equation of the two curves is:
lamk(i) = (zlk)^y * ASL
In our 18-stand mill the stretching sequence has 14 stands (7 pairs of stands, i.e. n = 7): i (with values 1 to 7) is the current variable; y is (n+1)/2 - i; ASL (Average Stretching Lambda) is the 7th root of the total stretching lambda.

zlk = lamk(i)/lamk(i+1) is what we assign.

Let us calculate lamk at stand 6 with zlk=1.05: 
at this stand i=2, y=8/2-2=2, consequently lamk=1.05^2*1.581394=1.74