This file tests whether the characteristic polynomials for the Ising model f\
    or an i by infinity strips for

for i=2 to i=5 are tensor products of small things, by showing that it has i\
    ntersting repetition profiles

          using X as the indexed variable (see article for explanation

      For the sake of speed we will set the activation parameter z to be 7

When i=, 2, the polynomial is of degree , in x, 4,

    and the repetition profile is

4*X[2]


                               ------------------



When i=, 3, the polynomial is of degree , in x, 8,

    and the repetition profile is

16*X[2]+3*X[4]


                               ------------------



When i=, 4, the polynomial is of degree , in x, 16,

    and the repetition profile is

24*X[2]+18*X[4]+8*X[8]+3*X[16]


                               ------------------



When i=, 5, the polynomial is of degree , in x, 32,

    and the repetition profile is

96*X[2]+48*X[4]+8*X[6]+X[40]+16*X[12]+16*X[8]+10*X[16]


                               ------------------



                         This took, 683.446, seconds.