Example program for zhbtrd

This example computes all the eigenvalues and eigenvectors of the matrix A, where
A = -3.13+0.00i 1.94-2.10i -3.40+0.25i 0.00+0.00i 1.94+2.10i -1.91+0.00i -0.82-0.89i -0.67+0.34i -3.40-0.25i -0.82+0.89i -2.87+0.00i -2.10-0.16i 0.00+0.00i -0.67-0.34i -2.10+0.16i 0.50+0.00i .  
Here A is Hermitian and is treated as a band matrix. The program first calls zhbtrd to reduce A to tridiagonal form T, and to form the unitary matrix Q; the results are then passed to zsteqr which computes the eigenvalues and eigenvectors of A.