*Kx-i-Ky-j-kpm.wf

The output wave function of kx_i, ky_j, and m_th eigen wave functions. Due to space limitation, only a few wave functions are output. 
Note tha t$\psi(x)_{v1}$  is a complex number. The output (Re Im )

x1 Ev $|\psi(x1)\rangle|^{2}$  $\psi(x1)_{v1}$ $\psi(x1)_{v2}$ $\psi(x1)_{v3}$ $\psi(x1)_{v4}$ $\psi(x1)_{v5}$ $\psi(x1)_{v6}$  
x2 Ev $|\psi(x2)\rangle|^{2}$  $\psi(x2)_{v1}$ $\psi(x2)_{v2}$ $\psi(x2)_{v3}$ $\psi(x2)_{v4}$ $\psi(x2)_{v5}$ $\psi(x2)_{v6}$  
x3 Ev $|\psi(x3)\rangle|^{2}$  $\psi(x3)_{v1}$ $\psi(x3)_{v2}$ $\psi(x3)_{v3}$ $\psi(x3)_{v4}$ $\psi(x3)_{v5}$ $\psi(x3)_{v6}$  
x4 Ev $|\psi(x4)\rangle|^{2}$  $\psi(x4)_{v1}$ $\psi(x4)_{v2}$ $\psi(x4)_{v3}$ $\psi(x4)_{v4}$ $\psi(x4)_{v5}$ $\psi(x4)_{v6}$