Akm = {{0, 0, (1/7)*(Ea1u + Ea2u1 + Ea2u2 + (2)*(Eeu1) + (2)*(Eeu2))} , 
       {2, 0, (-5/28)*((5)*(Ea1u) + (5)*(Ea2u1) + (-4)*(Ea2u2) + (-6)*(Eeu1))} , 
       {4, 0, (3/14)*((3)*(Ea1u) + (3)*(Ea2u1) + (2)*((3)*(Ea2u2) + Eeu1 + (-7)*(Eeu2)))} , 
       {4,-3, (-3/2+3/2*I)*((1/(sqrt(7)))*((3)*(Ma2u) + (2)*((sqrt(2))*(Meu))))} , 
       {4, 3, (3/2+3/2*I)*((1/(sqrt(7)))*((3)*(Ma2u) + (2)*((sqrt(2))*(Meu))))} , 
       {6, 0, (-13/140)*(Ea1u + Ea2u1 + (-20)*(Ea2u2) + (30)*(Eeu1) + (-12)*(Eeu2))} , 
       {6, 3, (-13/10+-13/10*I)*((sqrt(3/7))*(Ma2u + (-3)*((sqrt(2))*(Meu))))} , 
       {6,-3, (13/10+-13/10*I)*((sqrt(3/7))*(Ma2u + (-3)*((sqrt(2))*(Meu))))} , 
       {6, 6, (-13/20*I)*((sqrt(33/7))*(Ea1u + (-1)*(Ea2u1)))} , 
       {6,-6, (13/20*I)*((sqrt(33/7))*(Ea1u + (-1)*(Ea2u1)))} }