Akm = {{0, 0, (1/7)*(Eax3 + Eaxy2z2 + Eay3 + Eayz2x2 + Ebxyz + Ebz3 + Ebzx2y2)} , 
       {2, 0, (-5/14)*(Eax3 + Eay3 + (-2)*(Ebz3) + (-1)*((sqrt(15))*(Max3xy2z2)) + (sqrt(15))*(May3yz2x2))} , 
       {2,-2, (5/56)*((-I)*((sqrt(6))*(Max3y3) + (sqrt(10))*(Max3yz2x2) + (5)*((sqrt(6))*(Maxy2z2yz2x2)) + (-1)*((sqrt(10))*(May3xy2z2)) + (4)*((sqrt(10))*(Mbxyzz3))) + (2)*((sqrt(6))*(Eax3) + (-1)*((sqrt(6))*(Eay3)) + (sqrt(10))*(Max3xy2z2 + May3yz2x2 + (-2)*(Mbz3zx2y2))))} , 
       {2, 2, (5/56)*((I)*((sqrt(6))*(Max3y3) + (sqrt(10))*(Max3yz2x2) + (5)*((sqrt(6))*(Maxy2z2yz2x2)) + (-1)*((sqrt(10))*(May3xy2z2)) + (4)*((sqrt(10))*(Mbxyzz3))) + (2)*((sqrt(6))*(Eax3) + (-1)*((sqrt(6))*(Eay3)) + (sqrt(10))*(Max3xy2z2 + May3yz2x2 + (-2)*(Mbz3zx2y2))))} , 
       {4, 0, (3/56)*((9)*(Eax3) + (7)*(Eaxy2z2) + (9)*(Eay3) + (7)*(Eayz2x2) + (-28)*(Ebxyz) + (24)*(Ebz3) + (-28)*(Ebzx2y2) + (-2)*((sqrt(15))*(Max3xy2z2)) + (2)*((sqrt(15))*(May3yz2x2)))} , 
       {4, 2, (3/56)*((-3)*((sqrt(10))*(Eax3)) + (7)*((sqrt(10))*(Eaxy2z2)) + (3)*((sqrt(10))*(Eay3)) + (-7)*((sqrt(10))*(Eayz2x2)) + (2)*((sqrt(6))*(Max3xy2z2)) + (2)*((sqrt(6))*(May3yz2x2)) + (-4*I)*((3)*((sqrt(10))*(Max3y3)) + (-2)*((sqrt(6))*(Max3yz2x2)) + (sqrt(10))*(Maxy2z2yz2x2) + (2)*((sqrt(6))*(May3xy2z2)) + (-1)*((sqrt(6))*(Mbxyzz3))) + (-4)*((sqrt(6))*(Mbz3zx2y2)))} , 
       {4,-2, (3/56)*((-3)*((sqrt(10))*(Eax3)) + (7)*((sqrt(10))*(Eaxy2z2)) + (3)*((sqrt(10))*(Eay3)) + (-7)*((sqrt(10))*(Eayz2x2)) + (2)*((sqrt(6))*(Max3xy2z2)) + (2)*((sqrt(6))*(May3yz2x2)) + (4*I)*((3)*((sqrt(10))*(Max3y3)) + (-2)*((sqrt(6))*(Max3yz2x2)) + (sqrt(10))*(Maxy2z2yz2x2) + (2)*((sqrt(6))*(May3xy2z2)) + (-1)*((sqrt(6))*(Mbxyzz3))) + (-4)*((sqrt(6))*(Mbz3zx2y2)))} , 
       {4,-4, (3/8)*((1/(sqrt(14)))*((3)*((sqrt(5))*(Eax3)) + (-3)*((sqrt(5))*(Eaxy2z2)) + (3)*((sqrt(5))*(Eay3)) + (-3)*((sqrt(5))*(Eayz2x2)) + (-4)*((sqrt(5))*(Ebxyz)) + (4)*((sqrt(5))*(Ebzx2y2)) + (2)*((sqrt(3))*(Max3xy2z2)) + (-8*I)*((sqrt(3))*(Max3yz2x2)) + (-8*I)*((sqrt(3))*(May3xy2z2)) + (-2)*((sqrt(3))*(May3yz2x2)) + (8*I)*((sqrt(5))*(Mbxyzzx2y2))))} , 
       {4, 4, (3/8)*((1/(sqrt(14)))*((3)*((sqrt(5))*(Eax3)) + (-3)*((sqrt(5))*(Eaxy2z2)) + (3)*((sqrt(5))*(Eay3)) + (-3)*((sqrt(5))*(Eayz2x2)) + (-4)*((sqrt(5))*(Ebxyz)) + (4)*((sqrt(5))*(Ebzx2y2)) + (2)*((sqrt(3))*(Max3xy2z2)) + (8*I)*((sqrt(3))*(Max3yz2x2)) + (8*I)*((sqrt(3))*(May3xy2z2)) + (-2)*((sqrt(3))*(May3yz2x2)) + (-8*I)*((sqrt(5))*(Mbxyzzx2y2))))} , 
       {6, 0, (-13/560)*((25)*(Eax3) + (39)*(Eaxy2z2) + (25)*(Eay3) + (39)*(Eayz2x2) + (-24)*(Ebxyz) + (-80)*(Ebz3) + (-24)*(Ebzx2y2) + (14)*((sqrt(15))*(Max3xy2z2)) + (-14)*((sqrt(15))*(May3yz2x2)))} , 
       {6, 2, (13/160)*((1/(sqrt(7)))*((5)*((sqrt(15))*(Eax3)) + (3)*((sqrt(15))*(Eaxy2z2)) + (-5)*((sqrt(15))*(Eay3)) + (-3)*((sqrt(15))*(Eayz2x2)) + (34)*(Max3xy2z2) + (-2*I)*((sqrt(15))*(Max3y3)) + (26*I)*(Max3yz2x2) + (14*I)*((sqrt(15))*(Maxy2z2yz2x2)) + (-26*I)*(May3xy2z2) + (34)*(May3yz2x2) + (-64*I)*(Mbxyzz3) + (64)*(Mbz3zx2y2)))} , 
       {6,-2, (13/160)*((1/(sqrt(7)))*((5)*((sqrt(15))*(Eax3)) + (3)*((sqrt(15))*(Eaxy2z2)) + (-5)*((sqrt(15))*(Eay3)) + (-3)*((sqrt(15))*(Eayz2x2)) + (34)*(Max3xy2z2) + (2*I)*((sqrt(15))*(Max3y3)) + (-26*I)*(Max3yz2x2) + (-14*I)*((sqrt(15))*(Maxy2z2yz2x2)) + (26*I)*(May3xy2z2) + (34)*(May3yz2x2) + (64*I)*(Mbxyzz3) + (64)*(Mbz3zx2y2)))} , 
       {6,-4, (-13/80)*((1/(sqrt(14)))*((15)*(Eax3) + (-15)*(Eaxy2z2) + (15)*(Eay3) + (-15)*(Eayz2x2) + (24)*(Ebxyz) + (-24)*(Ebzx2y2) + (2)*((sqrt(15))*(Max3xy2z2)) + (-8*I)*((sqrt(15))*(Max3yz2x2)) + (-8*I)*((sqrt(15))*(May3xy2z2)) + (-2)*((sqrt(15))*(May3yz2x2)) + (-48*I)*(Mbxyzzx2y2)))} , 
       {6, 4, (-13/80)*((1/(sqrt(14)))*((15)*(Eax3) + (-15)*(Eaxy2z2) + (15)*(Eay3) + (-15)*(Eayz2x2) + (24)*(Ebxyz) + (-24)*(Ebzx2y2) + (2)*((sqrt(15))*(Max3xy2z2)) + (8*I)*((sqrt(15))*(Max3yz2x2)) + (8*I)*((sqrt(15))*(May3xy2z2)) + (-2)*((sqrt(15))*(May3yz2x2)) + (48*I)*(Mbxyzzx2y2)))} , 
       {6,-6, (13/160)*((sqrt(11/7))*((5)*((sqrt(3))*(Eax3)) + (3)*((sqrt(3))*(Eaxy2z2)) + (-5)*((sqrt(3))*(Eay3)) + (-3)*((sqrt(3))*(Eayz2x2)) + (-6)*((sqrt(5))*(Max3xy2z2)) + (-10*I)*((sqrt(3))*(Max3y3)) + (-6*I)*((sqrt(5))*(Max3yz2x2)) + (6*I)*((sqrt(3))*(Maxy2z2yz2x2)) + (6*I)*((sqrt(5))*(May3xy2z2)) + (-6)*((sqrt(5))*(May3yz2x2))))} , 
       {6, 6, (13/160)*((sqrt(11/7))*((5)*((sqrt(3))*(Eax3)) + (3)*((sqrt(3))*(Eaxy2z2)) + (-5)*((sqrt(3))*(Eay3)) + (-3)*((sqrt(3))*(Eayz2x2)) + (-6)*((sqrt(5))*(Max3xy2z2)) + (10*I)*((sqrt(3))*(Max3y3)) + (6*I)*((sqrt(5))*(Max3yz2x2)) + (-6*I)*((sqrt(3))*(Maxy2z2yz2x2)) + (-6*I)*((sqrt(5))*(May3xy2z2)) + (-6)*((sqrt(5))*(May3yz2x2))))} }