Example program for ztrsen

This example reorders the Schur factorization of the matrix A=QTQH such that the eigenvalues stored in elements t11 and t44 appear as the leading elements on the diagonal of the reordered matrix T~, where
T = -6.0004-6.9999i 0.3637-0.3656i -0.1880+0.4787i 0.8785-0.2539i 0.0000+0.0000i -5.0000+2.0060i -0.0307-0.7217i -0.2290+0.1313i 0.0000+0.0000i 0.0000+0.0000i 7.9982-0.9964i 0.9357+0.5359i 0.0000+0.0000i 0.0000+0.0000i 0.0000+0.0000i 3.0023-3.9998i  
and
Q = -0.8347-0.1364i -0.0628+0.3806i 0.2765-0.0846i 0.0633-0.2199i 0.0664-0.2968i 0.2365+0.5240i -0.5877-0.4208i 0.0835+0.2183i -0.0362-0.3215i 0.3143-0.5473i 0.0576-0.5736i 0.0057-0.4058i 0.0086+0.2958i -0.3416-0.0757i -0.1900-0.1600i 0.8327-0.1868i .  
The original matrix A is given in zunghr.