Akm = {{0, 0, (1/5)*(Edx2y2dx2y2 + Edxydxy + Edxzdxz + Edyzdyz + Edz2dz2)} , 
       {2, 0, (1/2)*((-2)*(Edx2y2dx2y2) + (-2)*(Edxydxy) + Edxzdxz + Edyzdyz + (2)*(Edz2dz2))} , 
       {2, 1, (-1)*((1/(sqrt(2)))*((sqrt(3))*(Edx2y2dxz) + (I)*((sqrt(3))*(Edx2y2dyz)) + (-I)*((sqrt(3))*(Edxzdxy)) + (sqrt(3))*(Edyzdxy) + Edz2dxz + (-I)*(Edz2dyz)))} , 
       {2,-1, (1/(sqrt(2)))*((sqrt(3))*(Edx2y2dxz) + (-I)*((sqrt(3))*(Edx2y2dyz)) + (I)*((sqrt(3))*(Edxzdxy)) + (sqrt(3))*(Edyzdxy) + Edz2dxz + (I)*(Edz2dyz))} , 
       {2,-2, (-1/2)*((1/(sqrt(2)))*((4)*(Edx2y2dz2) + (-1)*((sqrt(3))*(Edxzdxz)) + (-2*I)*((sqrt(3))*(Edyzdxz)) + (sqrt(3))*(Edyzdyz) + (4*I)*(Edz2dxy)))} , 
       {2, 2, (-1/2)*((1/(sqrt(2)))*((4)*(Edx2y2dz2) + (-1)*((sqrt(3))*(Edxzdxz)) + (2*I)*((sqrt(3))*(Edyzdxz)) + (sqrt(3))*(Edyzdyz) + (-4*I)*(Edz2dxy)))} , 
       {4, 0, (3/10)*(Edx2y2dx2y2 + Edxydxy + (-4)*(Edxzdxz) + (-4)*(Edyzdyz) + (6)*(Edz2dz2))} , 
       {4,-1, (-3/2)*((1/(sqrt(5)))*(Edx2y2dxz + (-I)*(Edx2y2dyz) + (I)*(Edxzdxy) + Edyzdxy + (-2)*((sqrt(3))*(Edz2dxz)) + (-2*I)*((sqrt(3))*(Edz2dyz))))} , 
       {4, 1, (3/2)*((1/(sqrt(5)))*(Edx2y2dxz + (I)*(Edx2y2dyz) + (-I)*(Edxzdxy) + Edyzdxy + (-2)*((sqrt(3))*(Edz2dxz)) + (2*I)*((sqrt(3))*(Edz2dyz))))} , 
       {4, 2, (3)*((1/(sqrt(10)))*((sqrt(3))*(Edx2y2dz2) + Edxzdxz + (-2*I)*(Edyzdxz) + (-1)*(Edyzdyz) + (-I)*((sqrt(3))*(Edz2dxy))))} , 
       {4,-2, (3)*((1/(sqrt(10)))*((sqrt(3))*(Edx2y2dz2) + Edxzdxz + (2*I)*(Edyzdxz) + (-1)*(Edyzdyz) + (I)*((sqrt(3))*(Edz2dxy))))} , 
       {4, 3, (3/2)*((sqrt(7/5))*((-1)*(Edx2y2dxz) + (I)*(Edx2y2dyz) + (I)*(Edxzdxy) + Edyzdxy))} , 
       {4,-3, (3/2)*((sqrt(7/5))*(Edx2y2dxz + (I)*(Edx2y2dyz + Edxzdxy + (I)*(Edyzdxy))))} , 
       {4, 4, (3/2)*((sqrt(7/10))*(Edx2y2dx2y2 + (-2*I)*(Edx2y2dxy) + (-1)*(Edxydxy)))} , 
       {4,-4, (3/2)*((sqrt(7/10))*(Edx2y2dx2y2 + (2*I)*(Edx2y2dxy) + (-1)*(Edxydxy)))} }