262 unknowns:

     h1_1,h1_2,h1_3,h1_4,h1_5,h1_6,h1_7,h1_8,h1_9,h1_10,h1_11,h1_12,h1_13,h1_14,
     h2_1,h2_2,h2_3,h2_4,h2_5,h2_6,h2_7,h2_8,h2_9,h2_10,h2_11,h2_12,h2_13,h2_14,
     e1_1,e1_2,e1_3,e1_4,e1_5,e1_6,e1_7,e1_8,e1_9,e1_10,e1_11,e1_12,e1_13,e1_14,
     e2_1,e2_2,e2_3,e2_4,e2_5,e2_6,e2_7,e2_8,e2_9,e2_10,e2_11,e2_12,e2_13,e2_14,
     e3_1,e3_2,e3_3,e3_4,e3_5,e3_6,e3_7,e3_8,e3_9,e3_10,e3_11,e3_12,e3_13,e3_14,
     e4_1,e4_2,e4_3,e4_4,e4_5,e4_6,e4_7,e4_8,e4_9,e4_10,e4_11,e4_12,e4_13,e4_14,
     e5_1,e5_2,e5_3,e5_4,e5_5,e5_6,e5_7,e5_8,e5_9,e5_10,e5_11,e5_12,e5_13,e5_14,
     e6_1,e6_2,e6_3,e6_4,e6_5,e6_6,e6_7,e6_8,e6_9,e6_10,e6_11,e6_12,e6_13,e6_14,
     e7_1,e7_2,e7_3,e7_4,e7_5,e7_6,e7_7,e7_8,e7_9,e7_10,e7_11,e7_12,e7_13,e7_14,
     e8_1,e8_2,e8_3,e8_4,e8_5,e8_6,e8_7,e8_8,e8_9,e8_10,e8_11,e8_12,e8_13,e8_14,
     e9_1,e9_2,e9_3,e9_4,e9_5,e9_6,e9_7,e9_8,e9_9,e9_10,e9_11,e9_12,e9_13,e9_14,
     e10_1,e10_2,e10_3,e10_4,e10_5,e10_6,e10_7,e10_8,e10_9,e10_10,e10_11,e10_12,e10_13,e10_14,
     e11_1,e11_2,e11_3,e11_4,e11_5,e11_6,e11_7,e11_8,e11_9,e11_10,e11_11,e11_12,e11_13,e11_14,
     e12_1,e12_2,e12_3,e12_4,e12_5,e12_6,e12_7,e12_8,e12_9,e12_10,e12_11,e12_12,e12_13,e12_14,
     n1_2,n1_3,n1_4,n1_5,n1_6,n1_7,n1_8,n1_9,n1_10,n1_11,n1_12,n2_3,n2_4,n2_5,n2_6,
     n2_7,n2_8,n2_9,n2_10,n2_11,n2_12,n3_4,n3_5,n3_6,n3_7,n3_8,n3_9,n3_10,n3_11,n3_12,
     n4_5,n4_6,n4_7,n4_8,n4_9,n4_10,n4_11,n4_12,n5_6,n5_7,n5_8,n5_9,n5_10,n5_11,
     n5_12,n6_7,n6_8,n6_9,n6_10,n6_11,n6_12,n7_8,n7_9,n7_10,n7_11,n7_12,n8_9,n8_10,
     n8_11,n8_12,n9_10,n9_11,n9_12,n10_11,n10_12,n11_12

From each of the following lists on unknowns, at least one unknown must not vanish
identically:

     {h1_1,h1_2,h1_3,h1_4,h1_5,h1_6,h1_7,h1_8,h1_9,h1_10,h1_11,h1_12,h1_13,h1_14},
     {h2_1,h2_2,h2_3,h2_4,h2_5,h2_6,h2_7,h2_8,h2_9,h2_10,h2_11,h2_12,h2_13,h2_14},
     {e1_1,e1_2,e1_3,e1_4,e1_5,e1_6,e1_7,e1_8,e1_9,e1_10,e1_11,e1_12,e1_13,e1_14},
     {e2_1,e2_2,e2_3,e2_4,e2_5,e2_6,e2_7,e2_8,e2_9,e2_10,e2_11,e2_12,e2_13,e2_14},
     {e3_1,e3_2,e3_3,e3_4,e3_5,e3_6,e3_7,e3_8,e3_9,e3_10,e3_11,e3_12,e3_13,e3_14},
     {e4_1,e4_2,e4_3,e4_4,e4_5,e4_6,e4_7,e4_8,e4_9,e4_10,e4_11,e4_12,e4_13,e4_14},
     {e5_1,e5_2,e5_3,e5_4,e5_5,e5_6,e5_7,e5_8,e5_9,e5_10,e5_11,e5_12,e5_13,e5_14},
     {e6_1,e6_2,e6_3,e6_4,e6_5,e6_6,e6_7,e6_8,e6_9,e6_10,e6_11,e6_12,e6_13,e6_14},
     {e7_1,e7_2,e7_3,e7_4,e7_5,e7_6,e7_7,e7_8,e7_9,e7_10,e7_11,e7_12,e7_13,e7_14},
     {e8_1,e8_2,e8_3,e8_4,e8_5,e8_6,e8_7,e8_8,e8_9,e8_10,e8_11,e8_12,e8_13,e8_14},
     {e9_1,e9_2,e9_3,e9_4,e9_5,e9_6,e9_7,e9_8,e9_9,e9_10,e9_11,e9_12,e9_13,e9_14},
     {e10_1,e10_2,e10_3,e10_4,e10_5,e10_6,e10_7,e10_8,e10_9,e10_10,e10_11,e10_12,e10_13,e10_14},
     {e11_1,e11_2,e11_3,e11_4,e11_5,e11_6,e11_7,e11_8,e11_9,e11_10,e11_11,e11_12,e11_13,e11_14},
     {e12_1,e12_2,e12_3,e12_4,e12_5,e12_6,e12_7,e12_8,e12_9,e12_10,e12_11,e12_12,e12_13,e12_14}

list_of_equations:=  % Each comma separated expression must vanish.

{3*(sqrt(3)*h1_10*h2_9 + 1/3*sqrt(3)*h1_13*h2_6 - 1/3*sqrt(3)*h1_6*h2_13 - sqrt(
3)*h1_9*h2_10 + h1_14*h2_4 - h1_4*h2_14),
sqrt(3)*h1_1*h2_11 - sqrt(3)*h1_11*h2_1 - sqrt(3)*h1_2*h2_6 + sqrt(3)*h1_6*h2_2 
- 3*h1_3*h2_8 + 3*h1_8*h2_3,
3*(sqrt(3)*e2_10*h1_9 + 1/3*sqrt(3)*e2_13*h1_6 - 1/3*sqrt(3)*e2_6*h1_13 - sqrt(3
)*e2_9*h1_10 + e2_14*h1_4 - e2_4*h1_14),
sqrt(3)*e2_1*h1_11 - sqrt(3)*e2_11*h1_1 - sqrt(3)*e2_2*h1_6 + sqrt(3)*e2_6*h1_2 
- 3*e2_3*h1_8 + 3*e2_8*h1_3,
3*(sqrt(3)*e8_10*h1_9 + 1/3*sqrt(3)*e8_13*h1_6 - 1/3*sqrt(3)*e8_6*h1_13 - sqrt(3
)*e8_9*h1_10 + e8_14*h1_4 - e8_4*h1_14),
sqrt(3)*e8_1*h1_11 - sqrt(3)*e8_11*h1_1 - sqrt(3)*e8_2*h1_6 + sqrt(3)*e8_6*h1_2 
- 3*e8_3*h1_8 + 3*e8_8*h1_3,
3*(sqrt(3)*e6_10*h2_9 + 1/3*sqrt(3)*e6_13*h2_6 - 1/3*sqrt(3)*e6_6*h2_13 - sqrt(3
)*e6_9*h2_10 + e6_14*h2_4 - e6_4*h2_14),
sqrt(3)*e6_1*h2_11 - sqrt(3)*e6_11*h2_1 - sqrt(3)*e6_2*h2_6 + sqrt(3)*e6_6*h2_2 
- 3*e6_3*h2_8 + 3*e6_8*h2_3,
3*(sqrt(3)*e12_10*h2_9 + 1/3*sqrt(3)*e12_13*h2_6 - 1/3*sqrt(3)*e12_6*h2_13 - 
sqrt(3)*e12_9*h2_10 + e12_14*h2_4 - e12_4*h2_14),
sqrt(3)*e12_1*h2_11 - sqrt(3)*e12_11*h2_1 - sqrt(3)*e12_2*h2_6 + sqrt(3)*e12_6*
h2_2 - 3*e12_3*h2_8 + 3*e12_8*h2_3,
3*(sqrt(3)*e1_10*e3_9 + 1/3*sqrt(3)*e1_13*e3_6 - 1/3*sqrt(3)*e1_6*e3_13 - sqrt(3
)*e1_9*e3_10 + e1_14*e3_4 - e1_4*e3_14),
sqrt(3)*e1_1*e3_11 - sqrt(3)*e1_11*e3_1 - sqrt(3)*e1_2*e3_6 + sqrt(3)*e1_6*e3_2 
- 3*e1_3*e3_8 + 3*e1_8*e3_3,
3*(sqrt(3)*e1_10*e4_9 + 1/3*sqrt(3)*e1_13*e4_6 - 1/3*sqrt(3)*e1_6*e4_13 - sqrt(3
)*e1_9*e4_10 + e1_14*e4_4 - e1_4*e4_14),
sqrt(3)*e1_1*e4_11 - sqrt(3)*e1_11*e4_1 - sqrt(3)*e1_2*e4_6 + sqrt(3)*e1_6*e4_2 
- 3*e1_3*e4_8 + 3*e1_8*e4_3,
3*(sqrt(3)*e1_10*e6_9 + 1/3*sqrt(3)*e1_13*e6_6 - 1/3*sqrt(3)*e1_6*e6_13 - sqrt(3
)*e1_9*e6_10 + e1_14*e6_4 - e1_4*e6_14),
sqrt(3)*e1_1*e6_11 - sqrt(3)*e1_11*e6_1 - sqrt(3)*e1_2*e6_6 + sqrt(3)*e1_6*e6_2 
- 3*e1_3*e6_8 + 3*e1_8*e6_3,
3*(sqrt(3)*e1_10*e7_9 + 1/3*sqrt(3)*e1_13*e7_6 - 1/3*sqrt(3)*e1_6*e7_13 - sqrt(3
)*e1_9*e7_10 + e1_14*e7_4 - e1_4*e7_14),
sqrt(3)*e1_1*e7_11 - sqrt(3)*e1_11*e7_1 - sqrt(3)*e1_2*e7_6 + sqrt(3)*e1_6*e7_2 
- 3*e1_3*e7_8 + 3*e1_8*e7_3,
3*(sqrt(3)*e1_10*e8_9 + 1/3*sqrt(3)*e1_13*e8_6 - 1/3*sqrt(3)*e1_6*e8_13 - sqrt(3
)*e1_9*e8_10 + e1_14*e8_4 - e1_4*e8_14),
sqrt(3)*e1_1*e8_11 - sqrt(3)*e1_11*e8_1 - sqrt(3)*e1_2*e8_6 + sqrt(3)*e1_6*e8_2 
- 3*e1_3*e8_8 + 3*e1_8*e8_3,
3*(sqrt(3)*e10_10*e1_9 + 1/3*sqrt(3)*e10_13*e1_6 - 1/3*sqrt(3)*e10_6*e1_13 - 
sqrt(3)*e10_9*e1_10 + e10_14*e1_4 - e10_4*e1_14),
sqrt(3)*e10_1*e1_11 - sqrt(3)*e10_11*e1_1 - sqrt(3)*e10_2*e1_6 + sqrt(3)*e10_6*
e1_2 - 3*e10_3*e1_8 + 3*e10_8*e1_3,
3*(sqrt(3)*e11_10*e1_9 + 1/3*sqrt(3)*e11_13*e1_6 - 1/3*sqrt(3)*e11_6*e1_13 - 
sqrt(3)*e11_9*e1_10 + e11_14*e1_4 - e11_4*e1_14),
sqrt(3)*e11_1*e1_11 - sqrt(3)*e11_11*e1_1 - sqrt(3)*e11_2*e1_6 + sqrt(3)*e11_6*
e1_2 - 3*e11_3*e1_8 + 3*e11_8*e1_3,
3*(sqrt(3)*e2_10*e5_9 + 1/3*sqrt(3)*e2_13*e5_6 - 1/3*sqrt(3)*e2_6*e5_13 - sqrt(3
)*e2_9*e5_10 + e2_14*e5_4 - e2_4*e5_14),
sqrt(3)*e2_1*e5_11 - sqrt(3)*e2_11*e5_1 - sqrt(3)*e2_2*e5_6 + sqrt(3)*e2_6*e5_2 
- 3*e2_3*e5_8 + 3*e2_8*e5_3,
3*(sqrt(3)*e2_10*e6_9 + 1/3*sqrt(3)*e2_13*e6_6 - 1/3*sqrt(3)*e2_6*e6_13 - sqrt(3
)*e2_9*e6_10 + e2_14*e6_4 - e2_4*e6_14),
sqrt(3)*e2_1*e6_11 - sqrt(3)*e2_11*e6_1 - sqrt(3)*e2_2*e6_6 + sqrt(3)*e2_6*e6_2 
- 3*e2_3*e6_8 + 3*e2_8*e6_3,
3*(sqrt(3)*e2_10*e7_9 + 1/3*sqrt(3)*e2_13*e7_6 - 1/3*sqrt(3)*e2_6*e7_13 - sqrt(3
)*e2_9*e7_10 + e2_14*e7_4 - e2_4*e7_14),
sqrt(3)*e2_1*e7_11 - sqrt(3)*e2_11*e7_1 - sqrt(3)*e2_2*e7_6 + sqrt(3)*e2_6*e7_2 
- 3*e2_3*e7_8 + 3*e2_8*e7_3,
3*(sqrt(3)*e2_10*e8_9 + 1/3*sqrt(3)*e2_13*e8_6 - 1/3*sqrt(3)*e2_6*e8_13 - sqrt(3
)*e2_9*e8_10 + e2_14*e8_4 - e2_4*e8_14),
sqrt(3)*e2_1*e8_11 - sqrt(3)*e2_11*e8_1 - sqrt(3)*e2_2*e8_6 + sqrt(3)*e2_6*e8_2 
- 3*e2_3*e8_8 + 3*e2_8*e8_3,
3*(sqrt(3)*e12_10*e2_9 + 1/3*sqrt(3)*e12_13*e2_6 - 1/3*sqrt(3)*e12_6*e2_13 - 
sqrt(3)*e12_9*e2_10 + e12_14*e2_4 - e12_4*e2_14),
sqrt(3)*e12_1*e2_11 - sqrt(3)*e12_11*e2_1 - sqrt(3)*e12_2*e2_6 + sqrt(3)*e12_6*
e2_2 - 3*e12_3*e2_8 + 3*e12_8*e2_3,
3*(sqrt(3)*e3_10*e5_9 + 1/3*sqrt(3)*e3_13*e5_6 - 1/3*sqrt(3)*e3_6*e5_13 - sqrt(3
)*e3_9*e5_10 + e3_14*e5_4 - e3_4*e5_14),
sqrt(3)*e3_1*e5_11 - sqrt(3)*e3_11*e5_1 - sqrt(3)*e3_2*e5_6 + sqrt(3)*e3_6*e5_2 
- 3*e3_3*e5_8 + 3*e3_8*e5_3,
3*(sqrt(3)*e3_10*e6_9 + 1/3*sqrt(3)*e3_13*e6_6 - 1/3*sqrt(3)*e3_6*e6_13 - sqrt(3
)*e3_9*e6_10 + e3_14*e6_4 - e3_4*e6_14),
sqrt(3)*e3_1*e6_11 - sqrt(3)*e3_11*e6_1 - sqrt(3)*e3_2*e6_6 + sqrt(3)*e3_6*e6_2 
- 3*e3_3*e6_8 + 3*e3_8*e6_3,
3*(sqrt(3)*e3_10*e9_9 + 1/3*sqrt(3)*e3_13*e9_6 - 1/3*sqrt(3)*e3_6*e9_13 - sqrt(3
)*e3_9*e9_10 + e3_14*e9_4 - e3_4*e9_14),
sqrt(3)*e3_1*e9_11 - sqrt(3)*e3_11*e9_1 - sqrt(3)*e3_2*e9_6 + sqrt(3)*e3_6*e9_2 
- 3*e3_3*e9_8 + 3*e3_8*e9_3,
3*(sqrt(3)*e11_10*e3_9 + 1/3*sqrt(3)*e11_13*e3_6 - 1/3*sqrt(3)*e11_6*e3_13 - 
sqrt(3)*e11_9*e3_10 + e11_14*e3_4 - e11_4*e3_14),
sqrt(3)*e11_1*e3_11 - sqrt(3)*e11_11*e3_1 - sqrt(3)*e11_2*e3_6 + sqrt(3)*e11_6*
e3_2 - 3*e11_3*e3_8 + 3*e11_8*e3_3,
3*(sqrt(3)*e4_10*e5_9 + 1/3*sqrt(3)*e4_13*e5_6 - 1/3*sqrt(3)*e4_6*e5_13 - sqrt(3
)*e4_9*e5_10 + e4_14*e5_4 - e4_4*e5_14),
sqrt(3)*e4_1*e5_11 - sqrt(3)*e4_11*e5_1 - sqrt(3)*e4_2*e5_6 + sqrt(3)*e4_6*e5_2 
- 3*e4_3*e5_8 + 3*e4_8*e5_3,
3*(sqrt(3)*e4_10*e6_9 + 1/3*sqrt(3)*e4_13*e6_6 - 1/3*sqrt(3)*e4_6*e6_13 - sqrt(3
)*e4_9*e6_10 + e4_14*e6_4 - e4_4*e6_14),
sqrt(3)*e4_1*e6_11 - sqrt(3)*e4_11*e6_1 - sqrt(3)*e4_2*e6_6 + sqrt(3)*e4_6*e6_2 
- 3*e4_3*e6_8 + 3*e4_8*e6_3,
3*(sqrt(3)*e4_10*e7_9 + 1/3*sqrt(3)*e4_13*e7_6 - 1/3*sqrt(3)*e4_6*e7_13 - sqrt(3
)*e4_9*e7_10 + e4_14*e7_4 - e4_4*e7_14),
sqrt(3)*e4_1*e7_11 - sqrt(3)*e4_11*e7_1 - sqrt(3)*e4_2*e7_6 + sqrt(3)*e4_6*e7_2 
- 3*e4_3*e7_8 + 3*e4_8*e7_3,
3*(sqrt(3)*e10_10*e4_9 + 1/3*sqrt(3)*e10_13*e4_6 - 1/3*sqrt(3)*e10_6*e4_13 - 
sqrt(3)*e10_9*e4_10 + e10_14*e4_4 - e10_4*e4_14),
sqrt(3)*e10_1*e4_11 - sqrt(3)*e10_11*e4_1 - sqrt(3)*e10_2*e4_6 + sqrt(3)*e10_6*
e4_2 - 3*e10_3*e4_8 + 3*e10_8*e4_3,
3*(sqrt(3)*e5_10*e6_9 + 1/3*sqrt(3)*e5_13*e6_6 - 1/3*sqrt(3)*e5_6*e6_13 - sqrt(3
)*e5_9*e6_10 + e5_14*e6_4 - e5_4*e6_14),
sqrt(3)*e5_1*e6_11 - sqrt(3)*e5_11*e6_1 - sqrt(3)*e5_2*e6_6 + sqrt(3)*e5_6*e6_2 
- 3*e5_3*e6_8 + 3*e5_8*e6_3,
3*(sqrt(3)*e5_10*e7_9 + 1/3*sqrt(3)*e5_13*e7_6 - 1/3*sqrt(3)*e5_6*e7_13 - sqrt(3
)*e5_9*e7_10 + e5_14*e7_4 - e5_4*e7_14),
sqrt(3)*e5_1*e7_11 - sqrt(3)*e5_11*e7_1 - sqrt(3)*e5_2*e7_6 + sqrt(3)*e5_6*e7_2 
- 3*e5_3*e7_8 + 3*e5_8*e7_3,
3*(sqrt(3)*e5_10*e9_9 + 1/3*sqrt(3)*e5_13*e9_6 - 1/3*sqrt(3)*e5_6*e9_13 - sqrt(3
)*e5_9*e9_10 + e5_14*e9_4 - e5_4*e9_14),
sqrt(3)*e5_1*e9_11 - sqrt(3)*e5_11*e9_1 - sqrt(3)*e5_2*e9_6 + sqrt(3)*e5_6*e9_2 
- 3*e5_3*e9_8 + 3*e5_8*e9_3,
3*(sqrt(3)*e11_10*e5_9 + 1/3*sqrt(3)*e11_13*e5_6 - 1/3*sqrt(3)*e11_6*e5_13 - 
sqrt(3)*e11_9*e5_10 + e11_14*e5_4 - e11_4*e5_14),
sqrt(3)*e11_1*e5_11 - sqrt(3)*e11_11*e5_1 - sqrt(3)*e11_2*e5_6 + sqrt(3)*e11_6*
e5_2 - 3*e11_3*e5_8 + 3*e11_8*e5_3,
3*(sqrt(3)*e6_10*e8_9 + 1/3*sqrt(3)*e6_13*e8_6 - 1/3*sqrt(3)*e6_6*e8_13 - sqrt(3
)*e6_9*e8_10 + e6_14*e8_4 - e6_4*e8_14),
sqrt(3)*e6_1*e8_11 - sqrt(3)*e6_11*e8_1 - sqrt(3)*e6_2*e8_6 + sqrt(3)*e6_6*e8_2 
- 3*e6_3*e8_8 + 3*e6_8*e8_3,
3*(sqrt(3)*e12_10*e6_9 + 1/3*sqrt(3)*e12_13*e6_6 - 1/3*sqrt(3)*e12_6*e6_13 - 
sqrt(3)*e12_9*e6_10 + e12_14*e6_4 - e12_4*e6_14),
sqrt(3)*e12_1*e6_11 - sqrt(3)*e12_11*e6_1 - sqrt(3)*e12_2*e6_6 + sqrt(3)*e12_6*
e6_2 - 3*e12_3*e6_8 + 3*e12_8*e6_3,
3*(sqrt(3)*e7_10*e9_9 + 1/3*sqrt(3)*e7_13*e9_6 - 1/3*sqrt(3)*e7_6*e9_13 - sqrt(3
)*e7_9*e9_10 + e7_14*e9_4 - e7_4*e9_14),
sqrt(3)*e7_1*e9_11 - sqrt(3)*e7_11*e9_1 - sqrt(3)*e7_2*e9_6 + sqrt(3)*e7_6*e9_2 
- 3*e7_3*e9_8 + 3*e7_8*e9_3,
3*(sqrt(3)*e10_10*e7_9 + 1/3*sqrt(3)*e10_13*e7_6 - 1/3*sqrt(3)*e10_6*e7_13 - 
sqrt(3)*e10_9*e7_10 + e10_14*e7_4 - e10_4*e7_14),
sqrt(3)*e10_1*e7_11 - sqrt(3)*e10_11*e7_1 - sqrt(3)*e10_2*e7_6 + sqrt(3)*e10_6*
e7_2 - 3*e10_3*e7_8 + 3*e10_8*e7_3,
3*(sqrt(3)*e12_10*e7_9 + 1/3*sqrt(3)*e12_13*e7_6 - 1/3*sqrt(3)*e12_6*e7_13 - 
sqrt(3)*e12_9*e7_10 + e12_14*e7_4 - e12_4*e7_14),
sqrt(3)*e12_1*e7_11 - sqrt(3)*e12_11*e7_1 - sqrt(3)*e12_2*e7_6 + sqrt(3)*e12_6*
e7_2 - 3*e12_3*e7_8 + 3*e12_8*e7_3,
3*(sqrt(3)*e11_10*e8_9 + 1/3*sqrt(3)*e11_13*e8_6 - 1/3*sqrt(3)*e11_6*e8_13 - 
sqrt(3)*e11_9*e8_10 + e11_14*e8_4 - e11_4*e8_14),
sqrt(3)*e11_1*e8_11 - sqrt(3)*e11_11*e8_1 - sqrt(3)*e11_2*e8_6 + sqrt(3)*e11_6*
e8_2 - 3*e11_3*e8_8 + 3*e11_8*e8_3,
3*(sqrt(3)*e12_10*e8_9 + 1/3*sqrt(3)*e12_13*e8_6 - 1/3*sqrt(3)*e12_6*e8_13 - 
sqrt(3)*e12_9*e8_10 + e12_14*e8_4 - e12_4*e8_14),
sqrt(3)*e12_1*e8_11 - sqrt(3)*e12_11*e8_1 - sqrt(3)*e12_2*e8_6 + sqrt(3)*e12_6*
e8_2 - 3*e12_3*e8_8 + 3*e12_8*e8_3,
3*(sqrt(3)*e11_10*e9_9 + 1/3*sqrt(3)*e11_13*e9_6 - 1/3*sqrt(3)*e11_6*e9_13 - 
sqrt(3)*e11_9*e9_10 + e11_14*e9_4 - e11_4*e9_14),
sqrt(3)*e11_1*e9_11 - sqrt(3)*e11_11*e9_1 - sqrt(3)*e11_2*e9_6 + sqrt(3)*e11_6*
e9_2 - 3*e11_3*e9_8 + 3*e11_8*e9_3,
3*(sqrt(3)*e12_10*e9_9 + 1/3*sqrt(3)*e12_13*e9_6 - 1/3*sqrt(3)*e12_6*e9_13 - 
sqrt(3)*e12_9*e9_10 + e12_14*e9_4 - e12_4*e9_14),
sqrt(3)*e12_1*e9_11 - sqrt(3)*e12_11*e9_1 - sqrt(3)*e12_2*e9_6 + sqrt(3)*e12_6*
e9_2 - 3*e12_3*e9_8 + 3*e12_8*e9_3,
3*(sqrt(3)*e10_10*e11_9 + 1/3*sqrt(3)*e10_13*e11_6 - 1/3*sqrt(3)*e10_6*e11_13 - 
sqrt(3)*e10_9*e11_10 + e10_14*e11_4 - e10_4*e11_14),
sqrt(3)*e10_1*e11_11 - sqrt(3)*e10_11*e11_1 - sqrt(3)*e10_2*e11_6 + sqrt(3)*
e10_6*e11_2 - 3*e10_3*e11_8 + 3*e10_8*e11_3,
3*(sqrt(3)*e10_10*e12_9 + 1/3*sqrt(3)*e10_13*e12_6 - 1/3*sqrt(3)*e10_6*e12_13 - 
sqrt(3)*e10_9*e12_10 + e10_14*e12_4 - e10_4*e12_14),
sqrt(3)*e10_1*e12_11 - sqrt(3)*e10_11*e12_1 - sqrt(3)*e10_2*e12_6 + sqrt(3)*
e10_6*e12_2 - 3*e10_3*e12_8 + 3*e10_8*e12_3,
3*(sqrt(3)*e11_10*e12_9 + 1/3*sqrt(3)*e11_13*e12_6 - 1/3*sqrt(3)*e11_6*e12_13 - 
sqrt(3)*e11_9*e12_10 + e11_14*e12_4 - e11_4*e12_14),
sqrt(3)*e11_1*e12_11 - sqrt(3)*e11_11*e12_1 - sqrt(3)*e11_2*e12_6 + sqrt(3)*
e11_6*e12_2 - 3*e11_3*e12_8 + 3*e11_8*e12_3,
6*(sqrt(3)*e1_10*h1_9 + 1/3*sqrt(3)*e1_13*h1_6 - 1/3*sqrt(3)*e1_6*h1_13 - sqrt(3
)*e1_9*h1_10 + 1/2*e1_13 + e1_14*h1_4 - e1_4*h1_14),
2*(sqrt(3)*e1_1*h1_11 - sqrt(3)*e1_11*h1_1 - sqrt(3)*e1_2*h1_6 + sqrt(3)*e1_6*
h1_2 + 3/2*e1_2 - 3*e1_3*h1_8 + 3*e1_8*h1_3),
6*(sqrt(3)*e3_10*h1_9 + 1/3*sqrt(3)*e3_13*h1_6 - 1/3*sqrt(3)*e3_6*h1_13 - sqrt(3
)*e3_9*h1_10 + 1/2*e3_13 + e3_14*h1_4 - e3_4*h1_14),
2*(sqrt(3)*e3_1*h1_11 - sqrt(3)*e3_11*h1_1 - sqrt(3)*e3_2*h1_6 + sqrt(3)*e3_6*
h1_2 + 3/2*e3_2 - 3*e3_3*h1_8 + 3*e3_8*h1_3),
6*(sqrt(3)*e4_10*h1_9 + 1/3*sqrt(3)*e4_13*h1_6 - 1/3*sqrt(3)*e4_6*h1_13 - sqrt(3
)*e4_9*h1_10 + 1/2*e4_13 + e4_14*h1_4 - e4_4*h1_14),
2*(sqrt(3)*e4_1*h1_11 - sqrt(3)*e4_11*h1_1 - sqrt(3)*e4_2*h1_6 + sqrt(3)*e4_6*
h1_2 + 3/2*e4_2 - 3*e4_3*h1_8 + 3*e4_8*h1_3),
6*(sqrt(3)*e5_10*h1_9 + 1/3*sqrt(3)*e5_13*h1_6 - 1/3*sqrt(3)*e5_6*h1_13 - sqrt(3
)*e5_9*h1_10 + 1/2*e5_13 + e5_14*h1_4 - e5_4*h1_14),
2*(sqrt(3)*e5_1*h1_11 - sqrt(3)*e5_11*h1_1 - sqrt(3)*e5_2*h1_6 + sqrt(3)*e5_6*
h1_2 + 3/2*e5_2 - 3*e5_3*h1_8 + 3*e5_8*h1_3),
3*(sqrt(3)*e6_10*h1_9 + 1/3*sqrt(3)*e6_13*h1_6 - 1/3*sqrt(3)*e6_6*h1_13 - sqrt(3
)*e6_9*h1_10 + e6_13 + e6_14*h1_4 - e6_4*h1_14),
sqrt(3)*e6_1*h1_11 - sqrt(3)*e6_11*h1_1 - sqrt(3)*e6_2*h1_6 + sqrt(3)*e6_6*h1_2 
+ 3*e6_2 - 3*e6_3*h1_8 + 3*e6_8*h1_3,
6*(sqrt(3)*e7_10*h1_9 + 1/3*sqrt(3)*e7_13*h1_6 - 1/3*sqrt(3)*e7_6*h1_13 - sqrt(3
)*e7_9*h1_10 - 1/2*e7_13 + e7_14*h1_4 - e7_4*h1_14),
2*(sqrt(3)*e7_1*h1_11 - sqrt(3)*e7_11*h1_1 - sqrt(3)*e7_2*h1_6 + sqrt(3)*e7_6*
h1_2 - 3/2*e7_2 - 3*e7_3*h1_8 + 3*e7_8*h1_3),
6*(sqrt(3)*e9_10*h1_9 + 1/3*sqrt(3)*e9_13*h1_6 - 1/3*sqrt(3)*e9_6*h1_13 - sqrt(3
)*e9_9*h1_10 - 1/2*e9_13 + e9_14*h1_4 - e9_4*h1_14),
2*(sqrt(3)*e9_1*h1_11 - sqrt(3)*e9_11*h1_1 - sqrt(3)*e9_2*h1_6 + sqrt(3)*e9_6*
h1_2 - 3/2*e9_2 - 3*e9_3*h1_8 + 3*e9_8*h1_3),
6*(sqrt(3)*e10_10*h1_9 + 1/3*sqrt(3)*e10_13*h1_6 - 1/3*sqrt(3)*e10_6*h1_13 - 
sqrt(3)*e10_9*h1_10 - 1/2*e10_13 + e10_14*h1_4 - e10_4*h1_14),
2*(sqrt(3)*e10_1*h1_11 - sqrt(3)*e10_11*h1_1 - sqrt(3)*e10_2*h1_6 + sqrt(3)*
e10_6*h1_2 - 3/2*e10_2 - 3*e10_3*h1_8 + 3*e10_8*h1_3),
6*(sqrt(3)*e11_10*h1_9 + 1/3*sqrt(3)*e11_13*h1_6 - 1/3*sqrt(3)*e11_6*h1_13 - 
sqrt(3)*e11_9*h1_10 - 1/2*e11_13 + e11_14*h1_4 - e11_4*h1_14),
2*(sqrt(3)*e11_1*h1_11 - sqrt(3)*e11_11*h1_1 - sqrt(3)*e11_2*h1_6 + sqrt(3)*
e11_6*h1_2 - 3/2*e11_2 - 3*e11_3*h1_8 + 3*e11_8*h1_3),
3*(sqrt(3)*e12_10*h1_9 + 1/3*sqrt(3)*e12_13*h1_6 - 1/3*sqrt(3)*e12_6*h1_13 - 
sqrt(3)*e12_9*h1_10 - e12_13 + e12_14*h1_4 - e12_4*h1_14),
sqrt(3)*e12_1*h1_11 - sqrt(3)*e12_11*h1_1 - sqrt(3)*e12_2*h1_6 + sqrt(3)*e12_6*
h1_2 - 3*e12_2 - 3*e12_3*h1_8 + 3*e12_8*h1_3,
6*(sqrt(3)*e1_10*h2_9 + 1/3*sqrt(3)*e1_13*h2_6 - 1/2*sqrt(3)*e1_13 - 1/3*sqrt(3)
*e1_6*h2_13 - sqrt(3)*e1_9*h2_10 + e1_14*h2_4 - e1_4*h2_14),
2*(sqrt(3)*e1_1*h2_11 - sqrt(3)*e1_11*h2_1 - sqrt(3)*e1_2*h2_6 - 3/2*sqrt(3)*
e1_2 + sqrt(3)*e1_6*h2_2 - 3*e1_3*h2_8 + 3*e1_8*h2_3),
3*(sqrt(3)*e2_10*h2_9 + 1/3*sqrt(3)*e2_13*h2_6 + 1/3*sqrt(3)*e2_13 - 1/3*sqrt(3)
*e2_6*h2_13 - sqrt(3)*e2_9*h2_10 + e2_14*h2_4 - e2_4*h2_14),
sqrt(3)*e2_1*h2_11 - sqrt(3)*e2_11*h2_1 - sqrt(3)*e2_2*h2_6 + sqrt(3)*e2_2 + 
sqrt(3)*e2_6*h2_2 - 3*e2_3*h2_8 + 3*e2_8*h2_3,
6*(sqrt(3)*e3_10*h2_9 + 1/3*sqrt(3)*e3_13*h2_6 - 1/6*sqrt(3)*e3_13 - 1/3*sqrt(3)
*e3_6*h2_13 - sqrt(3)*e3_9*h2_10 + e3_14*h2_4 - e3_4*h2_14),
2*(sqrt(3)*e3_1*h2_11 - sqrt(3)*e3_11*h2_1 - sqrt(3)*e3_2*h2_6 - 1/2*sqrt(3)*
e3_2 + sqrt(3)*e3_6*h2_2 - 3*e3_3*h2_8 + 3*e3_8*h2_3),
6*(sqrt(3)*e4_10*h2_9 + 1/3*sqrt(3)*e4_13*h2_6 + 1/6*sqrt(3)*e4_13 - 1/3*sqrt(3)
*e4_6*h2_13 - sqrt(3)*e4_9*h2_10 + e4_14*h2_4 - e4_4*h2_14),
2*(sqrt(3)*e4_1*h2_11 - sqrt(3)*e4_11*h2_1 - sqrt(3)*e4_2*h2_6 + 1/2*sqrt(3)*
e4_2 + sqrt(3)*e4_6*h2_2 - 3*e4_3*h2_8 + 3*e4_8*h2_3),
6*(sqrt(3)*e5_10*h2_9 + 1/3*sqrt(3)*e5_13*h2_6 + 1/2*sqrt(3)*e5_13 - 1/3*sqrt(3)
*e5_6*h2_13 - sqrt(3)*e5_9*h2_10 + e5_14*h2_4 - e5_4*h2_14),
2*(sqrt(3)*e5_1*h2_11 - sqrt(3)*e5_11*h2_1 - sqrt(3)*e5_2*h2_6 + 3/2*sqrt(3)*
e5_2 + sqrt(3)*e5_6*h2_2 - 3*e5_3*h2_8 + 3*e5_8*h2_3),
6*(sqrt(3)*e7_10*h2_9 + 1/3*sqrt(3)*e7_13*h2_6 + 1/2*sqrt(3)*e7_13 - 1/3*sqrt(3)
*e7_6*h2_13 - sqrt(3)*e7_9*h2_10 + e7_14*h2_4 - e7_4*h2_14),
2*(sqrt(3)*e7_1*h2_11 - sqrt(3)*e7_11*h2_1 - sqrt(3)*e7_2*h2_6 + 3/2*sqrt(3)*
e7_2 + sqrt(3)*e7_6*h2_2 - 3*e7_3*h2_8 + 3*e7_8*h2_3),
3*(sqrt(3)*e8_10*h2_9 + 1/3*sqrt(3)*e8_13*h2_6 - 1/3*sqrt(3)*e8_13 - 1/3*sqrt(3)
*e8_6*h2_13 - sqrt(3)*e8_9*h2_10 + e8_14*h2_4 - e8_4*h2_14),
sqrt(3)*e8_1*h2_11 - sqrt(3)*e8_11*h2_1 - sqrt(3)*e8_2*h2_6 - sqrt(3)*e8_2 + 
sqrt(3)*e8_6*h2_2 - 3*e8_3*h2_8 + 3*e8_8*h2_3,
6*(sqrt(3)*e9_10*h2_9 + 1/3*sqrt(3)*e9_13*h2_6 + 1/6*sqrt(3)*e9_13 - 1/3*sqrt(3)
*e9_6*h2_13 - sqrt(3)*e9_9*h2_10 + e9_14*h2_4 - e9_4*h2_14),
2*(sqrt(3)*e9_1*h2_11 - sqrt(3)*e9_11*h2_1 - sqrt(3)*e9_2*h2_6 + 1/2*sqrt(3)*
e9_2 + sqrt(3)*e9_6*h2_2 - 3*e9_3*h2_8 + 3*e9_8*h2_3),
6*(sqrt(3)*e10_10*h2_9 + 1/3*sqrt(3)*e10_13*h2_6 - 1/6*sqrt(3)*e10_13 - 1/3*sqrt
(3)*e10_6*h2_13 - sqrt(3)*e10_9*h2_10 + e10_14*h2_4 - e10_4*h2_14),
2*(sqrt(3)*e10_1*h2_11 - sqrt(3)*e10_11*h2_1 - sqrt(3)*e10_2*h2_6 - 1/2*sqrt(3)*
e10_2 + sqrt(3)*e10_6*h2_2 - 3*e10_3*h2_8 + 3*e10_8*h2_3),
6*(sqrt(3)*e11_10*h2_9 + 1/3*sqrt(3)*e11_13*h2_6 - 1/2*sqrt(3)*e11_13 - 1/3*sqrt
(3)*e11_6*h2_13 - sqrt(3)*e11_9*h2_10 + e11_14*h2_4 - e11_4*h2_14),
2*(sqrt(3)*e11_1*h2_11 - sqrt(3)*e11_11*h2_1 - sqrt(3)*e11_2*h2_6 - 3/2*sqrt(3)*
e11_2 + sqrt(3)*e11_6*h2_2 - 3*e11_3*h2_8 + 3*e11_8*h2_3),
3*(sqrt(3)*e2_10*e8_9 + 1/3*sqrt(3)*e2_13*e8_6 - 1/3*sqrt(3)*e2_6*e8_13 - sqrt(3
)*e2_9*e8_10 - 1/3*sqrt(3)*h2_13 + e2_14*e8_4 - e2_4*e8_14),
sqrt(3)*e2_1*e8_11 - sqrt(3)*e2_11*e8_1 - sqrt(3)*e2_2*e8_6 + sqrt(3)*e2_6*e8_2 
- sqrt(3)*h2_2 - 3*e2_3*e8_8 + 3*e2_8*e8_3,
3*(sqrt(3)*e12_10*e6_9 + 1/3*sqrt(3)*e12_13*e6_6 - 1/3*sqrt(3)*e12_6*e6_13 - 
sqrt(3)*e12_9*e6_10 + e12_14*e6_4 - e12_4*e6_14 + h1_13),
sqrt(3)*e12_1*e6_11 - sqrt(3)*e12_11*e6_1 - sqrt(3)*e12_2*e6_6 + sqrt(3)*e12_6*
e6_2 - 3*e12_3*e6_8 + 3*e12_8*e6_3 + 3*h1_2,
6*(sqrt(3)*e1_10*e7_9 + 1/3*sqrt(3)*e1_13*e7_6 - 1/3*sqrt(3)*e1_6*e7_13 - sqrt(3
)*e1_9*e7_10 + 1/2*sqrt(3)*h2_13 + e1_14*e7_4 - e1_4*e7_14 - 1/2*h1_13),
2*(sqrt(3)*e1_1*e7_11 - sqrt(3)*e1_11*e7_1 - sqrt(3)*e1_2*e7_6 + sqrt(3)*e1_6*
e7_2 + 3/2*sqrt(3)*h2_2 - 3*e1_3*e7_8 + 3*e1_8*e7_3 - 3/2*h1_2),
6*(sqrt(3)*e3_10*e9_9 + 1/3*sqrt(3)*e3_13*e9_6 - 1/3*sqrt(3)*e3_6*e9_13 - sqrt(3
)*e3_9*e9_10 + 1/6*sqrt(3)*h2_13 + e3_14*e9_4 - e3_4*e9_14 - 1/2*h1_13),
2*(sqrt(3)*e3_1*e9_11 - sqrt(3)*e3_11*e9_1 - sqrt(3)*e3_2*e9_6 + sqrt(3)*e3_6*
e9_2 + 1/2*sqrt(3)*h2_2 - 3*e3_3*e9_8 + 3*e3_8*e9_3 - 3/2*h1_2),
6*(sqrt(3)*e10_10*e4_9 + 1/3*sqrt(3)*e10_13*e4_6 - 1/3*sqrt(3)*e10_6*e4_13 - 
sqrt(3)*e10_9*e4_10 + 1/6*sqrt(3)*h2_13 + e10_14*e4_4 - e10_4*e4_14 + 1/2*h1_13)
,
2*(sqrt(3)*e10_1*e4_11 - sqrt(3)*e10_11*e4_1 - sqrt(3)*e10_2*e4_6 + sqrt(3)*
e10_6*e4_2 + 1/2*sqrt(3)*h2_2 - 3*e10_3*e4_8 + 3*e10_8*e4_3 + 3/2*h1_2),
6*(sqrt(3)*e11_10*e5_9 + 1/3*sqrt(3)*e11_13*e5_6 - 1/3*sqrt(3)*e11_6*e5_13 - 
sqrt(3)*e11_9*e5_10 + 1/2*sqrt(3)*h2_13 + e11_14*e5_4 - e11_4*e5_14 + 1/2*h1_13)
,
2*(sqrt(3)*e11_1*e5_11 - sqrt(3)*e11_11*e5_1 - sqrt(3)*e11_2*e5_6 + sqrt(3)*
e11_6*e5_2 + 3/2*sqrt(3)*h2_2 - 3*e11_3*e5_8 + 3*e11_8*e5_3 + 3/2*h1_2),
3*(sqrt(3)*e1_10*e2_9 + 1/3*sqrt(3)*e1_13*e2_6 - 1/3*sqrt(3)*e1_6*e2_13 - sqrt(3
)*e1_9*e2_10 - 1/3*sqrt(3)*e3_13*n1_2 + e1_14*e2_4 - e1_4*e2_14),
sqrt(3)*e1_1*e2_11 - sqrt(3)*e1_11*e2_1 - sqrt(3)*e1_2*e2_6 + sqrt(3)*e1_6*e2_2 
- sqrt(3)*e3_2*n1_2 - 3*e1_3*e2_8 + 3*e1_8*e2_3,
3*(sqrt(3)*e1_10*e5_9 + 1/3*sqrt(3)*e1_13*e5_6 - 1/3*sqrt(3)*e1_6*e5_13 - sqrt(3
)*e1_9*e5_10 - 1/3*sqrt(3)*e6_13*n1_5 + e1_14*e5_4 - e1_4*e5_14),
sqrt(3)*e1_1*e5_11 - sqrt(3)*e1_11*e5_1 - sqrt(3)*e1_2*e5_6 + sqrt(3)*e1_6*e5_2 
- sqrt(3)*e6_2*n1_5 - 3*e1_3*e5_8 + 3*e1_8*e5_3,
3*(sqrt(3)*e1_10*e9_9 + 1/3*sqrt(3)*e1_13*e9_6 - 1/3*sqrt(3)*e1_6*e9_13 - sqrt(3
)*e1_9*e9_10 - 1/3*sqrt(3)*e8_13*n1_9 + e1_14*e9_4 - e1_4*e9_14),
sqrt(3)*e1_1*e9_11 - sqrt(3)*e1_11*e9_1 - sqrt(3)*e1_2*e9_6 + sqrt(3)*e1_6*e9_2 
- sqrt(3)*e8_2*n1_9 - 3*e1_3*e9_8 + 3*e1_8*e9_3,
sqrt(3)*e11_13*n1_12 + 3*sqrt(3)*e12_10*e1_9 + sqrt(3)*e12_13*e1_6 - sqrt(3)*
e12_6*e1_13 - 3*sqrt(3)*e12_9*e1_10 + 3*e12_14*e1_4 - 3*e12_4*e1_14,
sqrt(3)*e11_2*n1_12 + sqrt(3)*e12_1*e1_11 - sqrt(3)*e12_11*e1_1 - sqrt(3)*e12_2*
e1_6 + sqrt(3)*e12_6*e1_2 - 3*e12_3*e1_8 + 3*e12_8*e1_3,
3*(sqrt(3)*e2_10*e3_9 + 1/3*sqrt(3)*e2_13*e3_6 - 1/3*sqrt(3)*e2_6*e3_13 - sqrt(3
)*e2_9*e3_10 - 1/3*sqrt(3)*e4_13*n2_3 + e2_14*e3_4 - e2_4*e3_14),
sqrt(3)*e2_1*e3_11 - sqrt(3)*e2_11*e3_1 - sqrt(3)*e2_2*e3_6 + sqrt(3)*e2_6*e3_2 
- sqrt(3)*e4_2*n2_3 - 3*e2_3*e3_8 + 3*e2_8*e3_3,
3*(sqrt(3)*e2_10*e4_9 + 1/3*sqrt(3)*e2_13*e4_6 - 1/3*sqrt(3)*e2_6*e4_13 - sqrt(3
)*e2_9*e4_10 - 1/3*sqrt(3)*e5_13*n2_4 + e2_14*e4_4 - e2_4*e4_14),
sqrt(3)*e2_1*e4_11 - sqrt(3)*e2_11*e4_1 - sqrt(3)*e2_2*e4_6 + sqrt(3)*e2_6*e4_2 
- sqrt(3)*e5_2*n2_4 - 3*e2_3*e4_8 + 3*e2_8*e4_3,
3*(sqrt(3)*e2_10*e9_9 + 1/3*sqrt(3)*e2_13*e9_6 - 1/3*sqrt(3)*e2_6*e9_13 - sqrt(3
)*e2_9*e9_10 - 1/3*sqrt(3)*e7_13*n2_9 + e2_14*e9_4 - e2_4*e9_14),
sqrt(3)*e2_1*e9_11 - sqrt(3)*e2_11*e9_1 - sqrt(3)*e2_2*e9_6 + sqrt(3)*e2_6*e9_2 
- sqrt(3)*e7_2*n2_9 - 3*e2_3*e9_8 + 3*e2_8*e9_3,
3*(sqrt(3)*e10_10*e2_9 + 1/3*sqrt(3)*e10_13*e2_6 - 1/3*sqrt(3)*e10_6*e2_13 - 
sqrt(3)*e10_9*e2_10 + 1/3*sqrt(3)*e9_13*n2_10 + e10_14*e2_4 - e10_4*e2_14),
sqrt(3)*e10_1*e2_11 - sqrt(3)*e10_11*e2_1 - sqrt(3)*e10_2*e2_6 + sqrt(3)*e10_6*
e2_2 + sqrt(3)*e9_2*n2_10 - 3*e10_3*e2_8 + 3*e10_8*e2_3,
sqrt(3)*e10_13*n2_11 + 3*sqrt(3)*e11_10*e2_9 + sqrt(3)*e11_13*e2_6 - sqrt(3)*
e11_6*e2_13 - 3*sqrt(3)*e11_9*e2_10 + 3*e11_14*e2_4 - 3*e11_4*e2_14,
sqrt(3)*e10_2*n2_11 + sqrt(3)*e11_1*e2_11 - sqrt(3)*e11_11*e2_1 - sqrt(3)*e11_2*
e2_6 + sqrt(3)*e11_6*e2_2 - 3*e11_3*e2_8 + 3*e11_8*e2_3,
3*(sqrt(3)*e3_10*e4_9 + 1/3*sqrt(3)*e3_13*e4_6 - 1/3*sqrt(3)*e3_6*e4_13 - sqrt(3
)*e3_9*e4_10 - 1/3*sqrt(3)*e6_13*n3_4 + e3_14*e4_4 - e3_4*e4_14),
sqrt(3)*e3_1*e4_11 - sqrt(3)*e3_11*e4_1 - sqrt(3)*e3_2*e4_6 + sqrt(3)*e3_6*e4_2 
- sqrt(3)*e6_2*n3_4 - 3*e3_3*e4_8 + 3*e3_8*e4_3,
sqrt(3)*e2_13*n3_7 - 3*sqrt(3)*e3_10*e7_9 - sqrt(3)*e3_13*e7_6 + sqrt(3)*e3_6*
e7_13 + 3*sqrt(3)*e3_9*e7_10 - 3*e3_14*e7_4 + 3*e3_4*e7_14,
sqrt(3)*e2_2*n3_7 - sqrt(3)*e3_1*e7_11 + sqrt(3)*e3_11*e7_1 + sqrt(3)*e3_2*e7_6 
- sqrt(3)*e3_6*e7_2 + 3*e3_3*e7_8 - 3*e3_8*e7_3,
sqrt(3)*e1_13*n3_8 - 3*sqrt(3)*e3_10*e8_9 - sqrt(3)*e3_13*e8_6 + sqrt(3)*e3_6*
e8_13 + 3*sqrt(3)*e3_9*e8_10 - 3*e3_14*e8_4 + 3*e3_4*e8_14,
sqrt(3)*e1_2*n3_8 - sqrt(3)*e3_1*e8_11 + sqrt(3)*e3_11*e8_1 + sqrt(3)*e3_2*e8_6 
- sqrt(3)*e3_6*e8_2 + 3*e3_3*e8_8 - 3*e3_8*e8_3,
3*(sqrt(3)*e10_10*e3_9 + 1/3*sqrt(3)*e10_13*e3_6 - 1/3*sqrt(3)*e10_6*e3_13 - 
sqrt(3)*e10_9*e3_10 + 1/3*sqrt(3)*e8_13*n3_10 + e10_14*e3_4 - e10_4*e3_14),
sqrt(3)*e10_1*e3_11 - sqrt(3)*e10_11*e3_1 - sqrt(3)*e10_2*e3_6 + sqrt(3)*e10_6*
e3_2 + sqrt(3)*e8_2*n3_10 - 3*e10_3*e3_8 + 3*e10_8*e3_3,
sqrt(3)*e10_13*n3_12 + 3*sqrt(3)*e12_10*e3_9 + sqrt(3)*e12_13*e3_6 - sqrt(3)*
e12_6*e3_13 - 3*sqrt(3)*e12_9*e3_10 + 3*e12_14*e3_4 - 3*e12_4*e3_14,
sqrt(3)*e10_2*n3_12 + sqrt(3)*e12_1*e3_11 - sqrt(3)*e12_11*e3_1 - sqrt(3)*e12_2*
e3_6 + sqrt(3)*e12_6*e3_2 - 3*e12_3*e3_8 + 3*e12_8*e3_3,
sqrt(3)*e3_13*n4_8 - 3*sqrt(3)*e4_10*e8_9 - sqrt(3)*e4_13*e8_6 + sqrt(3)*e4_6*
e8_13 + 3*sqrt(3)*e4_9*e8_10 - 3*e4_14*e8_4 + 3*e4_4*e8_14,
sqrt(3)*e3_2*n4_8 - sqrt(3)*e4_1*e8_11 + sqrt(3)*e4_11*e8_1 + sqrt(3)*e4_2*e8_6 
- sqrt(3)*e4_6*e8_2 + 3*e4_3*e8_8 - 3*e4_8*e8_3,
sqrt(3)*e2_13*n4_9 - 3*sqrt(3)*e4_10*e9_9 - sqrt(3)*e4_13*e9_6 + sqrt(3)*e4_6*
e9_13 + 3*sqrt(3)*e4_9*e9_10 - 3*e4_14*e9_4 + 3*e4_4*e9_14,
sqrt(3)*e2_2*n4_9 - sqrt(3)*e4_1*e9_11 + sqrt(3)*e4_11*e9_1 + sqrt(3)*e4_2*e9_6 
- sqrt(3)*e4_6*e9_2 + 3*e4_3*e9_8 - 3*e4_8*e9_3,
3*(sqrt(3)*e11_10*e4_9 + 1/3*sqrt(3)*e11_13*e4_6 - 1/3*sqrt(3)*e11_6*e4_13 - 
sqrt(3)*e11_9*e4_10 + 1/3*sqrt(3)*e8_13*n4_11 + e11_14*e4_4 - e11_4*e4_14),
sqrt(3)*e11_1*e4_11 - sqrt(3)*e11_11*e4_1 - sqrt(3)*e11_2*e4_6 + sqrt(3)*e11_6*
e4_2 + sqrt(3)*e8_2*n4_11 - 3*e11_3*e4_8 + 3*e11_8*e4_3,
3*(sqrt(3)*e12_10*e4_9 + 1/3*sqrt(3)*e12_13*e4_6 - 1/3*sqrt(3)*e12_6*e4_13 - 
sqrt(3)*e12_9*e4_10 + 1/3*sqrt(3)*e9_13*n4_12 + e12_14*e4_4 - e12_4*e4_14),
sqrt(3)*e12_1*e4_11 - sqrt(3)*e12_11*e4_1 - sqrt(3)*e12_2*e4_6 + sqrt(3)*e12_6*
e4_2 + sqrt(3)*e9_2*n4_12 - 3*e12_3*e4_8 + 3*e12_8*e4_3,
sqrt(3)*e4_13*n5_8 - 3*sqrt(3)*e5_10*e8_9 - sqrt(3)*e5_13*e8_6 + sqrt(3)*e5_6*
e8_13 + 3*sqrt(3)*e5_9*e8_10 - 3*e5_14*e8_4 + 3*e5_4*e8_14,
sqrt(3)*e4_2*n5_8 - sqrt(3)*e5_1*e8_11 + sqrt(3)*e5_11*e8_1 + sqrt(3)*e5_2*e8_6 
- sqrt(3)*e5_6*e8_2 + 3*e5_3*e8_8 - 3*e5_8*e8_3,
3*(sqrt(3)*e10_10*e5_9 + 1/3*sqrt(3)*e10_13*e5_6 - 1/3*sqrt(3)*e10_6*e5_13 - 
sqrt(3)*e10_9*e5_10 + 1/3*sqrt(3)*e2_13*n5_10 + e10_14*e5_4 - e10_4*e5_14),
sqrt(3)*e10_1*e5_11 - sqrt(3)*e10_11*e5_1 - sqrt(3)*e10_2*e5_6 + sqrt(3)*e10_6*
e5_2 + sqrt(3)*e2_2*n5_10 - 3*e10_3*e5_8 + 3*e10_8*e5_3,
3*(sqrt(3)*e12_10*e5_9 + 1/3*sqrt(3)*e12_13*e5_6 - 1/3*sqrt(3)*e12_6*e5_13 - 
sqrt(3)*e12_9*e5_10 + 1/3*sqrt(3)*e7_13*n5_12 + e12_14*e5_4 - e12_4*e5_14),
sqrt(3)*e12_1*e5_11 - sqrt(3)*e12_11*e5_1 - sqrt(3)*e12_2*e5_6 + sqrt(3)*e12_6*
e5_2 + sqrt(3)*e7_2*n5_12 - 3*e12_3*e5_8 + 3*e12_8*e5_3,
sqrt(3)*e5_13*n6_7 - 3*sqrt(3)*e6_10*e7_9 - sqrt(3)*e6_13*e7_6 + sqrt(3)*e6_6*
e7_13 + 3*sqrt(3)*e6_9*e7_10 - 3*e6_14*e7_4 + 3*e6_4*e7_14,
sqrt(3)*e5_2*n6_7 - sqrt(3)*e6_1*e7_11 + sqrt(3)*e6_11*e7_1 + sqrt(3)*e6_2*e7_6 
- sqrt(3)*e6_6*e7_2 + 3*e6_3*e7_8 - 3*e6_8*e7_3,
sqrt(3)*e4_13*n6_9 - 3*sqrt(3)*e6_10*e9_9 - sqrt(3)*e6_13*e9_6 + sqrt(3)*e6_6*
e9_13 + 3*sqrt(3)*e6_9*e9_10 - 3*e6_14*e9_4 + 3*e6_4*e9_14,
sqrt(3)*e4_2*n6_9 - sqrt(3)*e6_1*e9_11 + sqrt(3)*e6_11*e9_1 + sqrt(3)*e6_2*e9_6 
- sqrt(3)*e6_6*e9_2 + 3*e6_3*e9_8 - 3*e6_8*e9_3,
3*(sqrt(3)*e10_10*e6_9 + 1/3*sqrt(3)*e10_13*e6_6 - 1/3*sqrt(3)*e10_6*e6_13 - 
sqrt(3)*e10_9*e6_10 + 1/3*sqrt(3)*e3_13*n6_10 + e10_14*e6_4 - e10_4*e6_14),
sqrt(3)*e10_1*e6_11 - sqrt(3)*e10_11*e6_1 - sqrt(3)*e10_2*e6_6 + sqrt(3)*e10_6*
e6_2 + sqrt(3)*e3_2*n6_10 - 3*e10_3*e6_8 + 3*e10_8*e6_3,
3*(sqrt(3)*e11_10*e6_9 + 1/3*sqrt(3)*e11_13*e6_6 - 1/3*sqrt(3)*e11_6*e6_13 - 
sqrt(3)*e11_9*e6_10 + 1/3*sqrt(3)*e1_13*n6_11 + e11_14*e6_4 - e11_4*e6_14),
sqrt(3)*e11_1*e6_11 - sqrt(3)*e11_11*e6_1 - sqrt(3)*e11_2*e6_6 + sqrt(3)*e11_6*
e6_2 + sqrt(3)*e1_2*n6_11 - 3*e11_3*e6_8 + 3*e11_8*e6_3,
3*(sqrt(3)*e7_10*e8_9 + 1/3*sqrt(3)*e7_13*e8_6 - 1/3*sqrt(3)*e7_6*e8_13 - sqrt(3
)*e7_9*e8_10 - 1/3*sqrt(3)*e9_13*n7_8 + e7_14*e8_4 - e7_4*e8_14),
sqrt(3)*e7_1*e8_11 - sqrt(3)*e7_11*e8_1 - sqrt(3)*e7_2*e8_6 + sqrt(3)*e7_6*e8_2 
- sqrt(3)*e9_2*n7_8 - 3*e7_3*e8_8 + 3*e7_8*e8_3,
3*(sqrt(3)*e11_10*e7_9 + 1/3*sqrt(3)*e11_13*e7_6 - 1/3*sqrt(3)*e11_6*e7_13 - 
sqrt(3)*e11_9*e7_10 + 1/3*sqrt(3)*e12_13*n7_11 + e11_14*e7_4 - e11_4*e7_14),
sqrt(3)*e11_1*e7_11 - sqrt(3)*e11_11*e7_1 - sqrt(3)*e11_2*e7_6 + sqrt(3)*e11_6*
e7_2 + sqrt(3)*e12_2*n7_11 - 3*e11_3*e7_8 + 3*e11_8*e7_3,
sqrt(3)*e10_13*n8_9 - 3*sqrt(3)*e8_10*e9_9 - sqrt(3)*e8_13*e9_6 + sqrt(3)*e8_6*
e9_13 + 3*sqrt(3)*e8_9*e9_10 - 3*e8_14*e9_4 + 3*e8_4*e9_14,
sqrt(3)*e10_2*n8_9 - sqrt(3)*e8_1*e9_11 + sqrt(3)*e8_11*e9_1 + sqrt(3)*e8_2*e9_6
 - sqrt(3)*e8_6*e9_2 + 3*e8_3*e9_8 - 3*e8_8*e9_3,
3*(sqrt(3)*e10_10*e8_9 + 1/3*sqrt(3)*e10_13*e8_6 - 1/3*sqrt(3)*e10_6*e8_13 - 
sqrt(3)*e10_9*e8_10 + 1/3*sqrt(3)*e11_13*n8_10 + e10_14*e8_4 - e10_4*e8_14),
sqrt(3)*e10_1*e8_11 - sqrt(3)*e10_11*e8_1 - sqrt(3)*e10_2*e8_6 + sqrt(3)*e10_6*
e8_2 + sqrt(3)*e11_2*n8_10 - 3*e10_3*e8_8 + 3*e10_8*e8_3,
3*(sqrt(3)*e10_10*e9_9 + 1/3*sqrt(3)*e10_13*e9_6 - 1/3*sqrt(3)*e10_6*e9_13 - 
sqrt(3)*e10_9*e9_10 + 1/3*sqrt(3)*e12_13*n9_10 + e10_14*e9_4 - e10_4*e9_14),
sqrt(3)*e10_1*e9_11 - sqrt(3)*e10_11*e9_1 - sqrt(3)*e10_2*e9_6 + sqrt(3)*e10_6*
e9_2 + sqrt(3)*e12_2*n9_10 - 3*e10_3*e9_8 + 3*e10_8*e9_3,
2*(sqrt(3)*h1_4*h2_6 + 3/2*sqrt(3)*h1_4*h2_7 - sqrt(3)*h1_6*h2_4 - 3/2*sqrt(3)*
h1_7*h2_4 + 3/2*h1_1*h2_13 - 3/2*h1_13*h2_1 + 3/2*h1_5*h2_9 - 3/2*h1_9*h2_5),
3*(sqrt(3)*h1_10*h2_12 - sqrt(3)*h1_12*h2_10 - 1/3*sqrt(3)*h1_14*h2_6 - sqrt(3)*
h1_14*h2_7 + 1/3*sqrt(3)*h1_6*h2_14 + sqrt(3)*h1_7*h2_14 + 1/3*h1_11*h2_13 - 1/3
*h1_13*h2_11),
2*(sqrt(3)*h1_11*h2_6 + 3/2*sqrt(3)*h1_11*h2_7 - 3/2*sqrt(3)*h1_14*h2_2 + 3/2*
sqrt(3)*h1_2*h2_14 - sqrt(3)*h1_6*h2_11 - 3/2*sqrt(3)*h1_7*h2_11 - 9/2*h1_12*
h2_8 + 9/2*h1_8*h2_12),
h1_10*h2_7 - 2*h1_12*h2_9 - h1_13*h2_8 - h1_14*h2_5 + h1_5*h2_14 - h1_7*h2_10 + 
h1_8*h2_13 + 2*h1_9*h2_12,
3*(sqrt(3)*h1_1*h2_12 - sqrt(3)*h1_12*h2_1 - 1/3*sqrt(3)*h1_3*h2_7 + 2/3*sqrt(3)
*h1_5*h2_8 + 1/3*sqrt(3)*h1_7*h2_3 - 2/3*sqrt(3)*h1_8*h2_5 + h1_2*h2_9 - h1_9*
h2_2),
h1_1*h2_6 + 3*h1_1*h2_7 - h1_2*h2_4 - h1_3*h2_5 + h1_4*h2_2 + h1_5*h2_3 - h1_6*
h2_1 - 3*h1_7*h2_1,
2*(sqrt(3)*e2_4*h1_6 + 3/2*sqrt(3)*e2_4*h1_7 - sqrt(3)*e2_6*h1_4 - 3/2*sqrt(3)*
e2_7*h1_4 + 3/2*e2_1*h1_13 - 3/2*e2_13*h1_1 + 3/2*e2_5*h1_9 - 3/2*e2_9*h1_5),
3*(sqrt(3)*e2_10*h1_12 - sqrt(3)*e2_12*h1_10 - 1/3*sqrt(3)*e2_14*h1_6 - sqrt(3)*
e2_14*h1_7 + 1/3*sqrt(3)*e2_6*h1_14 + sqrt(3)*e2_7*h1_14 + 1/3*e2_11*h1_13 - 1/3
*e2_13*h1_11),
2*(sqrt(3)*e2_11*h1_6 + 3/2*sqrt(3)*e2_11*h1_7 - 3/2*sqrt(3)*e2_14*h1_2 + 3/2*
sqrt(3)*e2_2*h1_14 - sqrt(3)*e2_6*h1_11 - 3/2*sqrt(3)*e2_7*h1_11 - 9/2*e2_12*
h1_8 + 9/2*e2_8*h1_12),
e2_10*h1_7 - 2*e2_12*h1_9 - e2_13*h1_8 - e2_14*h1_5 + e2_5*h1_14 - e2_7*h1_10 + 
e2_8*h1_13 + 2*e2_9*h1_12,
3*(sqrt(3)*e2_1*h1_12 - sqrt(3)*e2_12*h1_1 - 1/3*sqrt(3)*e2_3*h1_7 + 2/3*sqrt(3)
*e2_5*h1_8 + 1/3*sqrt(3)*e2_7*h1_3 - 2/3*sqrt(3)*e2_8*h1_5 + e2_2*h1_9 - e2_9*
h1_2),
e2_1*h1_6 + 3*e2_1*h1_7 - e2_2*h1_4 - e2_3*h1_5 + e2_4*h1_2 + e2_5*h1_3 - e2_6*
h1_1 - 3*e2_7*h1_1,
2*(sqrt(3)*e8_4*h1_6 + 3/2*sqrt(3)*e8_4*h1_7 - sqrt(3)*e8_6*h1_4 - 3/2*sqrt(3)*
e8_7*h1_4 + 3/2*e8_1*h1_13 - 3/2*e8_13*h1_1 + 3/2*e8_5*h1_9 - 3/2*e8_9*h1_5),
3*(sqrt(3)*e8_10*h1_12 - sqrt(3)*e8_12*h1_10 - 1/3*sqrt(3)*e8_14*h1_6 - sqrt(3)*
e8_14*h1_7 + 1/3*sqrt(3)*e8_6*h1_14 + sqrt(3)*e8_7*h1_14 + 1/3*e8_11*h1_13 - 1/3
*e8_13*h1_11),
2*(sqrt(3)*e8_11*h1_6 + 3/2*sqrt(3)*e8_11*h1_7 - 3/2*sqrt(3)*e8_14*h1_2 + 3/2*
sqrt(3)*e8_2*h1_14 - sqrt(3)*e8_6*h1_11 - 3/2*sqrt(3)*e8_7*h1_11 - 9/2*e8_12*
h1_8 + 9/2*e8_8*h1_12),
e8_10*h1_7 - 2*e8_12*h1_9 - e8_13*h1_8 - e8_14*h1_5 + e8_5*h1_14 - e8_7*h1_10 + 
e8_8*h1_13 + 2*e8_9*h1_12,
3*(sqrt(3)*e8_1*h1_12 - sqrt(3)*e8_12*h1_1 - 1/3*sqrt(3)*e8_3*h1_7 + 2/3*sqrt(3)
*e8_5*h1_8 + 1/3*sqrt(3)*e8_7*h1_3 - 2/3*sqrt(3)*e8_8*h1_5 + e8_2*h1_9 - e8_9*
h1_2),
e8_1*h1_6 + 3*e8_1*h1_7 - e8_2*h1_4 - e8_3*h1_5 + e8_4*h1_2 + e8_5*h1_3 - e8_6*
h1_1 - 3*e8_7*h1_1,
2*(sqrt(3)*e6_4*h2_6 + 3/2*sqrt(3)*e6_4*h2_7 - sqrt(3)*e6_6*h2_4 - 3/2*sqrt(3)*
e6_7*h2_4 + 3/2*e6_1*h2_13 - 3/2*e6_13*h2_1 + 3/2*e6_5*h2_9 - 3/2*e6_9*h2_5),
3*(sqrt(3)*e6_10*h2_12 - sqrt(3)*e6_12*h2_10 - 1/3*sqrt(3)*e6_14*h2_6 - sqrt(3)*
e6_14*h2_7 + 1/3*sqrt(3)*e6_6*h2_14 + sqrt(3)*e6_7*h2_14 + 1/3*e6_11*h2_13 - 1/3
*e6_13*h2_11),
2*(sqrt(3)*e6_11*h2_6 + 3/2*sqrt(3)*e6_11*h2_7 - 3/2*sqrt(3)*e6_14*h2_2 + 3/2*
sqrt(3)*e6_2*h2_14 - sqrt(3)*e6_6*h2_11 - 3/2*sqrt(3)*e6_7*h2_11 - 9/2*e6_12*
h2_8 + 9/2*e6_8*h2_12),
e6_10*h2_7 - 2*e6_12*h2_9 - e6_13*h2_8 - e6_14*h2_5 + e6_5*h2_14 - e6_7*h2_10 + 
e6_8*h2_13 + 2*e6_9*h2_12,
3*(sqrt(3)*e6_1*h2_12 - sqrt(3)*e6_12*h2_1 - 1/3*sqrt(3)*e6_3*h2_7 + 2/3*sqrt(3)
*e6_5*h2_8 + 1/3*sqrt(3)*e6_7*h2_3 - 2/3*sqrt(3)*e6_8*h2_5 + e6_2*h2_9 - e6_9*
h2_2),
e6_1*h2_6 + 3*e6_1*h2_7 - e6_2*h2_4 - e6_3*h2_5 + e6_4*h2_2 + e6_5*h2_3 - e6_6*
h2_1 - 3*e6_7*h2_1,
2*(sqrt(3)*e12_4*h2_6 + 3/2*sqrt(3)*e12_4*h2_7 - sqrt(3)*e12_6*h2_4 - 3/2*sqrt(3
)*e12_7*h2_4 + 3/2*e12_1*h2_13 - 3/2*e12_13*h2_1 + 3/2*e12_5*h2_9 - 3/2*e12_9*
h2_5),
3*(sqrt(3)*e12_10*h2_12 - sqrt(3)*e12_12*h2_10 - 1/3*sqrt(3)*e12_14*h2_6 - sqrt(
3)*e12_14*h2_7 + 1/3*sqrt(3)*e12_6*h2_14 + sqrt(3)*e12_7*h2_14 + 1/3*e12_11*
h2_13 - 1/3*e12_13*h2_11),
2*(sqrt(3)*e12_11*h2_6 + 3/2*sqrt(3)*e12_11*h2_7 - 3/2*sqrt(3)*e12_14*h2_2 + 3/2
*sqrt(3)*e12_2*h2_14 - sqrt(3)*e12_6*h2_11 - 3/2*sqrt(3)*e12_7*h2_11 - 9/2*
e12_12*h2_8 + 9/2*e12_8*h2_12),
e12_10*h2_7 - 2*e12_12*h2_9 - e12_13*h2_8 - e12_14*h2_5 + e12_5*h2_14 - e12_7*
h2_10 + e12_8*h2_13 + 2*e12_9*h2_12,
3*(sqrt(3)*e12_1*h2_12 - sqrt(3)*e12_12*h2_1 - 1/3*sqrt(3)*e12_3*h2_7 + 2/3*sqrt
(3)*e12_5*h2_8 + 1/3*sqrt(3)*e12_7*h2_3 - 2/3*sqrt(3)*e12_8*h2_5 + e12_2*h2_9 - 
e12_9*h2_2),
e12_1*h2_6 + 3*e12_1*h2_7 - e12_2*h2_4 - e12_3*h2_5 + e12_4*h2_2 + e12_5*h2_3 - 
e12_6*h2_1 - 3*e12_7*h2_1,
2*(sqrt(3)*e1_4*e3_6 + 3/2*sqrt(3)*e1_4*e3_7 - sqrt(3)*e1_6*e3_4 - 3/2*sqrt(3)*
e1_7*e3_4 + 3/2*e1_1*e3_13 - 3/2*e1_13*e3_1 + 3/2*e1_5*e3_9 - 3/2*e1_9*e3_5),
3*(sqrt(3)*e1_10*e3_12 - sqrt(3)*e1_12*e3_10 - 1/3*sqrt(3)*e1_14*e3_6 - sqrt(3)*
e1_14*e3_7 + 1/3*sqrt(3)*e1_6*e3_14 + sqrt(3)*e1_7*e3_14 + 1/3*e1_11*e3_13 - 1/3
*e1_13*e3_11),
2*(sqrt(3)*e1_11*e3_6 + 3/2*sqrt(3)*e1_11*e3_7 - 3/2*sqrt(3)*e1_14*e3_2 + 3/2*
sqrt(3)*e1_2*e3_14 - sqrt(3)*e1_6*e3_11 - 3/2*sqrt(3)*e1_7*e3_11 - 9/2*e1_12*
e3_8 + 9/2*e1_8*e3_12),
e1_10*e3_7 - 2*e1_12*e3_9 - e1_13*e3_8 - e1_14*e3_5 + e1_5*e3_14 - e1_7*e3_10 + 
e1_8*e3_13 + 2*e1_9*e3_12,
3*(sqrt(3)*e1_1*e3_12 - sqrt(3)*e1_12*e3_1 - 1/3*sqrt(3)*e1_3*e3_7 + 2/3*sqrt(3)
*e1_5*e3_8 + 1/3*sqrt(3)*e1_7*e3_3 - 2/3*sqrt(3)*e1_8*e3_5 + e1_2*e3_9 - e1_9*
e3_2),
e1_1*e3_6 + 3*e1_1*e3_7 - e1_2*e3_4 - e1_3*e3_5 + e1_4*e3_2 + e1_5*e3_3 - e1_6*
e3_1 - 3*e1_7*e3_1,
2*(sqrt(3)*e1_4*e4_6 + 3/2*sqrt(3)*e1_4*e4_7 - sqrt(3)*e1_6*e4_4 - 3/2*sqrt(3)*
e1_7*e4_4 + 3/2*e1_1*e4_13 - 3/2*e1_13*e4_1 + 3/2*e1_5*e4_9 - 3/2*e1_9*e4_5),
3*(sqrt(3)*e1_10*e4_12 - sqrt(3)*e1_12*e4_10 - 1/3*sqrt(3)*e1_14*e4_6 - sqrt(3)*
e1_14*e4_7 + 1/3*sqrt(3)*e1_6*e4_14 + sqrt(3)*e1_7*e4_14 + 1/3*e1_11*e4_13 - 1/3
*e1_13*e4_11),
2*(sqrt(3)*e1_11*e4_6 + 3/2*sqrt(3)*e1_11*e4_7 - 3/2*sqrt(3)*e1_14*e4_2 + 3/2*
sqrt(3)*e1_2*e4_14 - sqrt(3)*e1_6*e4_11 - 3/2*sqrt(3)*e1_7*e4_11 - 9/2*e1_12*
e4_8 + 9/2*e1_8*e4_12),
e1_10*e4_7 - 2*e1_12*e4_9 - e1_13*e4_8 - e1_14*e4_5 + e1_5*e4_14 - e1_7*e4_10 + 
e1_8*e4_13 + 2*e1_9*e4_12,
3*(sqrt(3)*e1_1*e4_12 - sqrt(3)*e1_12*e4_1 - 1/3*sqrt(3)*e1_3*e4_7 + 2/3*sqrt(3)
*e1_5*e4_8 + 1/3*sqrt(3)*e1_7*e4_3 - 2/3*sqrt(3)*e1_8*e4_5 + e1_2*e4_9 - e1_9*
e4_2),
e1_1*e4_6 + 3*e1_1*e4_7 - e1_2*e4_4 - e1_3*e4_5 + e1_4*e4_2 + e1_5*e4_3 - e1_6*
e4_1 - 3*e1_7*e4_1,
2*(sqrt(3)*e1_4*e6_6 + 3/2*sqrt(3)*e1_4*e6_7 - sqrt(3)*e1_6*e6_4 - 3/2*sqrt(3)*
e1_7*e6_4 + 3/2*e1_1*e6_13 - 3/2*e1_13*e6_1 + 3/2*e1_5*e6_9 - 3/2*e1_9*e6_5),
3*(sqrt(3)*e1_10*e6_12 - sqrt(3)*e1_12*e6_10 - 1/3*sqrt(3)*e1_14*e6_6 - sqrt(3)*
e1_14*e6_7 + 1/3*sqrt(3)*e1_6*e6_14 + sqrt(3)*e1_7*e6_14 + 1/3*e1_11*e6_13 - 1/3
*e1_13*e6_11),
2*(sqrt(3)*e1_11*e6_6 + 3/2*sqrt(3)*e1_11*e6_7 - 3/2*sqrt(3)*e1_14*e6_2 + 3/2*
sqrt(3)*e1_2*e6_14 - sqrt(3)*e1_6*e6_11 - 3/2*sqrt(3)*e1_7*e6_11 - 9/2*e1_12*
e6_8 + 9/2*e1_8*e6_12),
e1_10*e6_7 - 2*e1_12*e6_9 - e1_13*e6_8 - e1_14*e6_5 + e1_5*e6_14 - e1_7*e6_10 + 
e1_8*e6_13 + 2*e1_9*e6_12,
3*(sqrt(3)*e1_1*e6_12 - sqrt(3)*e1_12*e6_1 - 1/3*sqrt(3)*e1_3*e6_7 + 2/3*sqrt(3)
*e1_5*e6_8 + 1/3*sqrt(3)*e1_7*e6_3 - 2/3*sqrt(3)*e1_8*e6_5 + e1_2*e6_9 - e1_9*
e6_2),
e1_1*e6_6 + 3*e1_1*e6_7 - e1_2*e6_4 - e1_3*e6_5 + e1_4*e6_2 + e1_5*e6_3 - e1_6*
e6_1 - 3*e1_7*e6_1,
2*(sqrt(3)*e1_4*e7_6 + 3/2*sqrt(3)*e1_4*e7_7 - sqrt(3)*e1_6*e7_4 - 3/2*sqrt(3)*
e1_7*e7_4 + 3/2*e1_1*e7_13 - 3/2*e1_13*e7_1 + 3/2*e1_5*e7_9 - 3/2*e1_9*e7_5),
3*(sqrt(3)*e1_10*e7_12 - sqrt(3)*e1_12*e7_10 - 1/3*sqrt(3)*e1_14*e7_6 - sqrt(3)*
e1_14*e7_7 + 1/3*sqrt(3)*e1_6*e7_14 + sqrt(3)*e1_7*e7_14 + 1/3*e1_11*e7_13 - 1/3
*e1_13*e7_11),
2*(sqrt(3)*e1_11*e7_6 + 3/2*sqrt(3)*e1_11*e7_7 - 3/2*sqrt(3)*e1_14*e7_2 + 3/2*
sqrt(3)*e1_2*e7_14 - sqrt(3)*e1_6*e7_11 - 3/2*sqrt(3)*e1_7*e7_11 - 9/2*e1_12*
e7_8 + 9/2*e1_8*e7_12),
e1_10*e7_7 - 2*e1_12*e7_9 - e1_13*e7_8 - e1_14*e7_5 + e1_5*e7_14 - e1_7*e7_10 + 
e1_8*e7_13 + 2*e1_9*e7_12,
3*(sqrt(3)*e1_1*e7_12 - sqrt(3)*e1_12*e7_1 - 1/3*sqrt(3)*e1_3*e7_7 + 2/3*sqrt(3)
*e1_5*e7_8 + 1/3*sqrt(3)*e1_7*e7_3 - 2/3*sqrt(3)*e1_8*e7_5 + e1_2*e7_9 - e1_9*
e7_2),
e1_1*e7_6 + 3*e1_1*e7_7 - e1_2*e7_4 - e1_3*e7_5 + e1_4*e7_2 + e1_5*e7_3 - e1_6*
e7_1 - 3*e1_7*e7_1,
2*(sqrt(3)*e1_4*e8_6 + 3/2*sqrt(3)*e1_4*e8_7 - sqrt(3)*e1_6*e8_4 - 3/2*sqrt(3)*
e1_7*e8_4 + 3/2*e1_1*e8_13 - 3/2*e1_13*e8_1 + 3/2*e1_5*e8_9 - 3/2*e1_9*e8_5),
3*(sqrt(3)*e1_10*e8_12 - sqrt(3)*e1_12*e8_10 - 1/3*sqrt(3)*e1_14*e8_6 - sqrt(3)*
e1_14*e8_7 + 1/3*sqrt(3)*e1_6*e8_14 + sqrt(3)*e1_7*e8_14 + 1/3*e1_11*e8_13 - 1/3
*e1_13*e8_11),
2*(sqrt(3)*e1_11*e8_6 + 3/2*sqrt(3)*e1_11*e8_7 - 3/2*sqrt(3)*e1_14*e8_2 + 3/2*
sqrt(3)*e1_2*e8_14 - sqrt(3)*e1_6*e8_11 - 3/2*sqrt(3)*e1_7*e8_11 - 9/2*e1_12*
e8_8 + 9/2*e1_8*e8_12),
e1_10*e8_7 - 2*e1_12*e8_9 - e1_13*e8_8 - e1_14*e8_5 + e1_5*e8_14 - e1_7*e8_10 + 
e1_8*e8_13 + 2*e1_9*e8_12,
3*(sqrt(3)*e1_1*e8_12 - sqrt(3)*e1_12*e8_1 - 1/3*sqrt(3)*e1_3*e8_7 + 2/3*sqrt(3)
*e1_5*e8_8 + 1/3*sqrt(3)*e1_7*e8_3 - 2/3*sqrt(3)*e1_8*e8_5 + e1_2*e8_9 - e1_9*
e8_2),
e1_1*e8_6 + 3*e1_1*e8_7 - e1_2*e8_4 - e1_3*e8_5 + e1_4*e8_2 + e1_5*e8_3 - e1_6*
e8_1 - 3*e1_7*e8_1,
2*(sqrt(3)*e10_4*e1_6 + 3/2*sqrt(3)*e10_4*e1_7 - sqrt(3)*e10_6*e1_4 - 3/2*sqrt(3
)*e10_7*e1_4 + 3/2*e10_1*e1_13 - 3/2*e10_13*e1_1 + 3/2*e10_5*e1_9 - 3/2*e10_9*
e1_5),
3*(sqrt(3)*e10_10*e1_12 - sqrt(3)*e10_12*e1_10 - 1/3*sqrt(3)*e10_14*e1_6 - sqrt(
3)*e10_14*e1_7 + 1/3*sqrt(3)*e10_6*e1_14 + sqrt(3)*e10_7*e1_14 + 1/3*e10_11*
e1_13 - 1/3*e10_13*e1_11),
2*(sqrt(3)*e10_11*e1_6 + 3/2*sqrt(3)*e10_11*e1_7 - 3/2*sqrt(3)*e10_14*e1_2 + 3/2
*sqrt(3)*e10_2*e1_14 - sqrt(3)*e10_6*e1_11 - 3/2*sqrt(3)*e10_7*e1_11 - 9/2*
e10_12*e1_8 + 9/2*e10_8*e1_12),
e10_10*e1_7 - 2*e10_12*e1_9 - e10_13*e1_8 - e10_14*e1_5 + e10_5*e1_14 - e10_7*
e1_10 + e10_8*e1_13 + 2*e10_9*e1_12,
3*(sqrt(3)*e10_1*e1_12 - sqrt(3)*e10_12*e1_1 - 1/3*sqrt(3)*e10_3*e1_7 + 2/3*sqrt
(3)*e10_5*e1_8 + 1/3*sqrt(3)*e10_7*e1_3 - 2/3*sqrt(3)*e10_8*e1_5 + e10_2*e1_9 - 
e10_9*e1_2),
e10_1*e1_6 + 3*e10_1*e1_7 - e10_2*e1_4 - e10_3*e1_5 + e10_4*e1_2 + e10_5*e1_3 - 
e10_6*e1_1 - 3*e10_7*e1_1,
2*(sqrt(3)*e11_4*e1_6 + 3/2*sqrt(3)*e11_4*e1_7 - sqrt(3)*e11_6*e1_4 - 3/2*sqrt(3
)*e11_7*e1_4 + 3/2*e11_1*e1_13 - 3/2*e11_13*e1_1 + 3/2*e11_5*e1_9 - 3/2*e11_9*
e1_5),
3*(sqrt(3)*e11_10*e1_12 - sqrt(3)*e11_12*e1_10 - 1/3*sqrt(3)*e11_14*e1_6 - sqrt(
3)*e11_14*e1_7 + 1/3*sqrt(3)*e11_6*e1_14 + sqrt(3)*e11_7*e1_14 + 1/3*e11_11*
e1_13 - 1/3*e11_13*e1_11),
2*(sqrt(3)*e11_11*e1_6 + 3/2*sqrt(3)*e11_11*e1_7 - 3/2*sqrt(3)*e11_14*e1_2 + 3/2
*sqrt(3)*e11_2*e1_14 - sqrt(3)*e11_6*e1_11 - 3/2*sqrt(3)*e11_7*e1_11 - 9/2*
e11_12*e1_8 + 9/2*e11_8*e1_12),
e11_10*e1_7 - 2*e11_12*e1_9 - e11_13*e1_8 - e11_14*e1_5 + e11_5*e1_14 - e11_7*
e1_10 + e11_8*e1_13 + 2*e11_9*e1_12,
3*(sqrt(3)*e11_1*e1_12 - sqrt(3)*e11_12*e1_1 - 1/3*sqrt(3)*e11_3*e1_7 + 2/3*sqrt
(3)*e11_5*e1_8 + 1/3*sqrt(3)*e11_7*e1_3 - 2/3*sqrt(3)*e11_8*e1_5 + e11_2*e1_9 - 
e11_9*e1_2),
e11_1*e1_6 + 3*e11_1*e1_7 - e11_2*e1_4 - e11_3*e1_5 + e11_4*e1_2 + e11_5*e1_3 - 
e11_6*e1_1 - 3*e11_7*e1_1,
2*(sqrt(3)*e2_4*e5_6 + 3/2*sqrt(3)*e2_4*e5_7 - sqrt(3)*e2_6*e5_4 - 3/2*sqrt(3)*
e2_7*e5_4 + 3/2*e2_1*e5_13 - 3/2*e2_13*e5_1 + 3/2*e2_5*e5_9 - 3/2*e2_9*e5_5),
3*(sqrt(3)*e2_10*e5_12 - sqrt(3)*e2_12*e5_10 - 1/3*sqrt(3)*e2_14*e5_6 - sqrt(3)*
e2_14*e5_7 + 1/3*sqrt(3)*e2_6*e5_14 + sqrt(3)*e2_7*e5_14 + 1/3*e2_11*e5_13 - 1/3
*e2_13*e5_11),
2*(sqrt(3)*e2_11*e5_6 + 3/2*sqrt(3)*e2_11*e5_7 - 3/2*sqrt(3)*e2_14*e5_2 + 3/2*
sqrt(3)*e2_2*e5_14 - sqrt(3)*e2_6*e5_11 - 3/2*sqrt(3)*e2_7*e5_11 - 9/2*e2_12*
e5_8 + 9/2*e2_8*e5_12),
e2_10*e5_7 - 2*e2_12*e5_9 - e2_13*e5_8 - e2_14*e5_5 + e2_5*e5_14 - e2_7*e5_10 + 
e2_8*e5_13 + 2*e2_9*e5_12,
3*(sqrt(3)*e2_1*e5_12 - sqrt(3)*e2_12*e5_1 - 1/3*sqrt(3)*e2_3*e5_7 + 2/3*sqrt(3)
*e2_5*e5_8 + 1/3*sqrt(3)*e2_7*e5_3 - 2/3*sqrt(3)*e2_8*e5_5 + e2_2*e5_9 - e2_9*
e5_2),
e2_1*e5_6 + 3*e2_1*e5_7 - e2_2*e5_4 - e2_3*e5_5 + e2_4*e5_2 + e2_5*e5_3 - e2_6*
e5_1 - 3*e2_7*e5_1,
2*(sqrt(3)*e2_4*e6_6 + 3/2*sqrt(3)*e2_4*e6_7 - sqrt(3)*e2_6*e6_4 - 3/2*sqrt(3)*
e2_7*e6_4 + 3/2*e2_1*e6_13 - 3/2*e2_13*e6_1 + 3/2*e2_5*e6_9 - 3/2*e2_9*e6_5),
3*(sqrt(3)*e2_10*e6_12 - sqrt(3)*e2_12*e6_10 - 1/3*sqrt(3)*e2_14*e6_6 - sqrt(3)*
e2_14*e6_7 + 1/3*sqrt(3)*e2_6*e6_14 + sqrt(3)*e2_7*e6_14 + 1/3*e2_11*e6_13 - 1/3
*e2_13*e6_11),
2*(sqrt(3)*e2_11*e6_6 + 3/2*sqrt(3)*e2_11*e6_7 - 3/2*sqrt(3)*e2_14*e6_2 + 3/2*
sqrt(3)*e2_2*e6_14 - sqrt(3)*e2_6*e6_11 - 3/2*sqrt(3)*e2_7*e6_11 - 9/2*e2_12*
e6_8 + 9/2*e2_8*e6_12),
e2_10*e6_7 - 2*e2_12*e6_9 - e2_13*e6_8 - e2_14*e6_5 + e2_5*e6_14 - e2_7*e6_10 + 
e2_8*e6_13 + 2*e2_9*e6_12,
3*(sqrt(3)*e2_1*e6_12 - sqrt(3)*e2_12*e6_1 - 1/3*sqrt(3)*e2_3*e6_7 + 2/3*sqrt(3)
*e2_5*e6_8 + 1/3*sqrt(3)*e2_7*e6_3 - 2/3*sqrt(3)*e2_8*e6_5 + e2_2*e6_9 - e2_9*
e6_2),
e2_1*e6_6 + 3*e2_1*e6_7 - e2_2*e6_4 - e2_3*e6_5 + e2_4*e6_2 + e2_5*e6_3 - e2_6*
e6_1 - 3*e2_7*e6_1,
2*(sqrt(3)*e2_4*e7_6 + 3/2*sqrt(3)*e2_4*e7_7 - sqrt(3)*e2_6*e7_4 - 3/2*sqrt(3)*
e2_7*e7_4 + 3/2*e2_1*e7_13 - 3/2*e2_13*e7_1 + 3/2*e2_5*e7_9 - 3/2*e2_9*e7_5),
3*(sqrt(3)*e2_10*e7_12 - sqrt(3)*e2_12*e7_10 - 1/3*sqrt(3)*e2_14*e7_6 - sqrt(3)*
e2_14*e7_7 + 1/3*sqrt(3)*e2_6*e7_14 + sqrt(3)*e2_7*e7_14 + 1/3*e2_11*e7_13 - 1/3
*e2_13*e7_11),
2*(sqrt(3)*e2_11*e7_6 + 3/2*sqrt(3)*e2_11*e7_7 - 3/2*sqrt(3)*e2_14*e7_2 + 3/2*
sqrt(3)*e2_2*e7_14 - sqrt(3)*e2_6*e7_11 - 3/2*sqrt(3)*e2_7*e7_11 - 9/2*e2_12*
e7_8 + 9/2*e2_8*e7_12),
e2_10*e7_7 - 2*e2_12*e7_9 - e2_13*e7_8 - e2_14*e7_5 + e2_5*e7_14 - e2_7*e7_10 + 
e2_8*e7_13 + 2*e2_9*e7_12,
3*(sqrt(3)*e2_1*e7_12 - sqrt(3)*e2_12*e7_1 - 1/3*sqrt(3)*e2_3*e7_7 + 2/3*sqrt(3)
*e2_5*e7_8 + 1/3*sqrt(3)*e2_7*e7_3 - 2/3*sqrt(3)*e2_8*e7_5 + e2_2*e7_9 - e2_9*
e7_2),
e2_1*e7_6 + 3*e2_1*e7_7 - e2_2*e7_4 - e2_3*e7_5 + e2_4*e7_2 + e2_5*e7_3 - e2_6*
e7_1 - 3*e2_7*e7_1,
2*(sqrt(3)*e2_4*e8_6 + 3/2*sqrt(3)*e2_4*e8_7 - sqrt(3)*e2_6*e8_4 - 3/2*sqrt(3)*
e2_7*e8_4 + 3/2*e2_1*e8_13 - 3/2*e2_13*e8_1 + 3/2*e2_5*e8_9 - 3/2*e2_9*e8_5),
3*(sqrt(3)*e2_10*e8_12 - sqrt(3)*e2_12*e8_10 - 1/3*sqrt(3)*e2_14*e8_6 - sqrt(3)*
e2_14*e8_7 + 1/3*sqrt(3)*e2_6*e8_14 + sqrt(3)*e2_7*e8_14 + 1/3*e2_11*e8_13 - 1/3
*e2_13*e8_11),
2*(sqrt(3)*e2_11*e8_6 + 3/2*sqrt(3)*e2_11*e8_7 - 3/2*sqrt(3)*e2_14*e8_2 + 3/2*
sqrt(3)*e2_2*e8_14 - sqrt(3)*e2_6*e8_11 - 3/2*sqrt(3)*e2_7*e8_11 - 9/2*e2_12*
e8_8 + 9/2*e2_8*e8_12),
e2_10*e8_7 - 2*e2_12*e8_9 - e2_13*e8_8 - e2_14*e8_5 + e2_5*e8_14 - e2_7*e8_10 + 
e2_8*e8_13 + 2*e2_9*e8_12,
3*(sqrt(3)*e2_1*e8_12 - sqrt(3)*e2_12*e8_1 - 1/3*sqrt(3)*e2_3*e8_7 + 2/3*sqrt(3)
*e2_5*e8_8 + 1/3*sqrt(3)*e2_7*e8_3 - 2/3*sqrt(3)*e2_8*e8_5 + e2_2*e8_9 - e2_9*
e8_2),
e2_1*e8_6 + 3*e2_1*e8_7 - e2_2*e8_4 - e2_3*e8_5 + e2_4*e8_2 + e2_5*e8_3 - e2_6*
e8_1 - 3*e2_7*e8_1,
2*(sqrt(3)*e12_4*e2_6 + 3/2*sqrt(3)*e12_4*e2_7 - sqrt(3)*e12_6*e2_4 - 3/2*sqrt(3
)*e12_7*e2_4 + 3/2*e12_1*e2_13 - 3/2*e12_13*e2_1 + 3/2*e12_5*e2_9 - 3/2*e12_9*
e2_5),
3*(sqrt(3)*e12_10*e2_12 - sqrt(3)*e12_12*e2_10 - 1/3*sqrt(3)*e12_14*e2_6 - sqrt(
3)*e12_14*e2_7 + 1/3*sqrt(3)*e12_6*e2_14 + sqrt(3)*e12_7*e2_14 + 1/3*e12_11*
e2_13 - 1/3*e12_13*e2_11),
2*(sqrt(3)*e12_11*e2_6 + 3/2*sqrt(3)*e12_11*e2_7 - 3/2*sqrt(3)*e12_14*e2_2 + 3/2
*sqrt(3)*e12_2*e2_14 - sqrt(3)*e12_6*e2_11 - 3/2*sqrt(3)*e12_7*e2_11 - 9/2*
e12_12*e2_8 + 9/2*e12_8*e2_12),
e12_10*e2_7 - 2*e12_12*e2_9 - e12_13*e2_8 - e12_14*e2_5 + e12_5*e2_14 - e12_7*
e2_10 + e12_8*e2_13 + 2*e12_9*e2_12,
3*(sqrt(3)*e12_1*e2_12 - sqrt(3)*e12_12*e2_1 - 1/3*sqrt(3)*e12_3*e2_7 + 2/3*sqrt
(3)*e12_5*e2_8 + 1/3*sqrt(3)*e12_7*e2_3 - 2/3*sqrt(3)*e12_8*e2_5 + e12_2*e2_9 - 
e12_9*e2_2),
e12_1*e2_6 + 3*e12_1*e2_7 - e12_2*e2_4 - e12_3*e2_5 + e12_4*e2_2 + e12_5*e2_3 - 
e12_6*e2_1 - 3*e12_7*e2_1,
2*(sqrt(3)*e3_4*e5_6 + 3/2*sqrt(3)*e3_4*e5_7 - sqrt(3)*e3_6*e5_4 - 3/2*sqrt(3)*
e3_7*e5_4 + 3/2*e3_1*e5_13 - 3/2*e3_13*e5_1 + 3/2*e3_5*e5_9 - 3/2*e3_9*e5_5),
3*(sqrt(3)*e3_10*e5_12 - sqrt(3)*e3_12*e5_10 - 1/3*sqrt(3)*e3_14*e5_6 - sqrt(3)*
e3_14*e5_7 + 1/3*sqrt(3)*e3_6*e5_14 + sqrt(3)*e3_7*e5_14 + 1/3*e3_11*e5_13 - 1/3
*e3_13*e5_11),
2*(sqrt(3)*e3_11*e5_6 + 3/2*sqrt(3)*e3_11*e5_7 - 3/2*sqrt(3)*e3_14*e5_2 + 3/2*
sqrt(3)*e3_2*e5_14 - sqrt(3)*e3_6*e5_11 - 3/2*sqrt(3)*e3_7*e5_11 - 9/2*e3_12*
e5_8 + 9/2*e3_8*e5_12),
e3_10*e5_7 - 2*e3_12*e5_9 - e3_13*e5_8 - e3_14*e5_5 + e3_5*e5_14 - e3_7*e5_10 + 
e3_8*e5_13 + 2*e3_9*e5_12,
3*(sqrt(3)*e3_1*e5_12 - sqrt(3)*e3_12*e5_1 - 1/3*sqrt(3)*e3_3*e5_7 + 2/3*sqrt(3)
*e3_5*e5_8 + 1/3*sqrt(3)*e3_7*e5_3 - 2/3*sqrt(3)*e3_8*e5_5 + e3_2*e5_9 - e3_9*
e5_2),
e3_1*e5_6 + 3*e3_1*e5_7 - e3_2*e5_4 - e3_3*e5_5 + e3_4*e5_2 + e3_5*e5_3 - e3_6*
e5_1 - 3*e3_7*e5_1,
2*(sqrt(3)*e3_4*e6_6 + 3/2*sqrt(3)*e3_4*e6_7 - sqrt(3)*e3_6*e6_4 - 3/2*sqrt(3)*
e3_7*e6_4 + 3/2*e3_1*e6_13 - 3/2*e3_13*e6_1 + 3/2*e3_5*e6_9 - 3/2*e3_9*e6_5),
3*(sqrt(3)*e3_10*e6_12 - sqrt(3)*e3_12*e6_10 - 1/3*sqrt(3)*e3_14*e6_6 - sqrt(3)*
e3_14*e6_7 + 1/3*sqrt(3)*e3_6*e6_14 + sqrt(3)*e3_7*e6_14 + 1/3*e3_11*e6_13 - 1/3
*e3_13*e6_11),
2*(sqrt(3)*e3_11*e6_6 + 3/2*sqrt(3)*e3_11*e6_7 - 3/2*sqrt(3)*e3_14*e6_2 + 3/2*
sqrt(3)*e3_2*e6_14 - sqrt(3)*e3_6*e6_11 - 3/2*sqrt(3)*e3_7*e6_11 - 9/2*e3_12*
e6_8 + 9/2*e3_8*e6_12),
e3_10*e6_7 - 2*e3_12*e6_9 - e3_13*e6_8 - e3_14*e6_5 + e3_5*e6_14 - e3_7*e6_10 + 
e3_8*e6_13 + 2*e3_9*e6_12,
3*(sqrt(3)*e3_1*e6_12 - sqrt(3)*e3_12*e6_1 - 1/3*sqrt(3)*e3_3*e6_7 + 2/3*sqrt(3)
*e3_5*e6_8 + 1/3*sqrt(3)*e3_7*e6_3 - 2/3*sqrt(3)*e3_8*e6_5 + e3_2*e6_9 - e3_9*
e6_2),
e3_1*e6_6 + 3*e3_1*e6_7 - e3_2*e6_4 - e3_3*e6_5 + e3_4*e6_2 + e3_5*e6_3 - e3_6*
e6_1 - 3*e3_7*e6_1,
2*(sqrt(3)*e3_4*e9_6 + 3/2*sqrt(3)*e3_4*e9_7 - sqrt(3)*e3_6*e9_4 - 3/2*sqrt(3)*
e3_7*e9_4 + 3/2*e3_1*e9_13 - 3/2*e3_13*e9_1 + 3/2*e3_5*e9_9 - 3/2*e3_9*e9_5),
3*(sqrt(3)*e3_10*e9_12 - sqrt(3)*e3_12*e9_10 - 1/3*sqrt(3)*e3_14*e9_6 - sqrt(3)*
e3_14*e9_7 + 1/3*sqrt(3)*e3_6*e9_14 + sqrt(3)*e3_7*e9_14 + 1/3*e3_11*e9_13 - 1/3
*e3_13*e9_11),
2*(sqrt(3)*e3_11*e9_6 + 3/2*sqrt(3)*e3_11*e9_7 - 3/2*sqrt(3)*e3_14*e9_2 + 3/2*
sqrt(3)*e3_2*e9_14 - sqrt(3)*e3_6*e9_11 - 3/2*sqrt(3)*e3_7*e9_11 - 9/2*e3_12*
e9_8 + 9/2*e3_8*e9_12),
e3_10*e9_7 - 2*e3_12*e9_9 - e3_13*e9_8 - e3_14*e9_5 + e3_5*e9_14 - e3_7*e9_10 + 
e3_8*e9_13 + 2*e3_9*e9_12,
3*(sqrt(3)*e3_1*e9_12 - sqrt(3)*e3_12*e9_1 - 1/3*sqrt(3)*e3_3*e9_7 + 2/3*sqrt(3)
*e3_5*e9_8 + 1/3*sqrt(3)*e3_7*e9_3 - 2/3*sqrt(3)*e3_8*e9_5 + e3_2*e9_9 - e3_9*
e9_2),
e3_1*e9_6 + 3*e3_1*e9_7 - e3_2*e9_4 - e3_3*e9_5 + e3_4*e9_2 + e3_5*e9_3 - e3_6*
e9_1 - 3*e3_7*e9_1,
2*(sqrt(3)*e11_4*e3_6 + 3/2*sqrt(3)*e11_4*e3_7 - sqrt(3)*e11_6*e3_4 - 3/2*sqrt(3
)*e11_7*e3_4 + 3/2*e11_1*e3_13 - 3/2*e11_13*e3_1 + 3/2*e11_5*e3_9 - 3/2*e11_9*
e3_5),
3*(sqrt(3)*e11_10*e3_12 - sqrt(3)*e11_12*e3_10 - 1/3*sqrt(3)*e11_14*e3_6 - sqrt(
3)*e11_14*e3_7 + 1/3*sqrt(3)*e11_6*e3_14 + sqrt(3)*e11_7*e3_14 + 1/3*e11_11*
e3_13 - 1/3*e11_13*e3_11),
2*(sqrt(3)*e11_11*e3_6 + 3/2*sqrt(3)*e11_11*e3_7 - 3/2*sqrt(3)*e11_14*e3_2 + 3/2
*sqrt(3)*e11_2*e3_14 - sqrt(3)*e11_6*e3_11 - 3/2*sqrt(3)*e11_7*e3_11 - 9/2*
e11_12*e3_8 + 9/2*e11_8*e3_12),
e11_10*e3_7 - 2*e11_12*e3_9 - e11_13*e3_8 - e11_14*e3_5 + e11_5*e3_14 - e11_7*
e3_10 + e11_8*e3_13 + 2*e11_9*e3_12,
3*(sqrt(3)*e11_1*e3_12 - sqrt(3)*e11_12*e3_1 - 1/3*sqrt(3)*e11_3*e3_7 + 2/3*sqrt
(3)*e11_5*e3_8 + 1/3*sqrt(3)*e11_7*e3_3 - 2/3*sqrt(3)*e11_8*e3_5 + e11_2*e3_9 - 
e11_9*e3_2),
e11_1*e3_6 + 3*e11_1*e3_7 - e11_2*e3_4 - e11_3*e3_5 + e11_4*e3_2 + e11_5*e3_3 - 
e11_6*e3_1 - 3*e11_7*e3_1,
2*(sqrt(3)*e4_4*e5_6 + 3/2*sqrt(3)*e4_4*e5_7 - sqrt(3)*e4_6*e5_4 - 3/2*sqrt(3)*
e4_7*e5_4 + 3/2*e4_1*e5_13 - 3/2*e4_13*e5_1 + 3/2*e4_5*e5_9 - 3/2*e4_9*e5_5),
3*(sqrt(3)*e4_10*e5_12 - sqrt(3)*e4_12*e5_10 - 1/3*sqrt(3)*e4_14*e5_6 - sqrt(3)*
e4_14*e5_7 + 1/3*sqrt(3)*e4_6*e5_14 + sqrt(3)*e4_7*e5_14 + 1/3*e4_11*e5_13 - 1/3
*e4_13*e5_11),
2*(sqrt(3)*e4_11*e5_6 + 3/2*sqrt(3)*e4_11*e5_7 - 3/2*sqrt(3)*e4_14*e5_2 + 3/2*
sqrt(3)*e4_2*e5_14 - sqrt(3)*e4_6*e5_11 - 3/2*sqrt(3)*e4_7*e5_11 - 9/2*e4_12*
e5_8 + 9/2*e4_8*e5_12),
e4_10*e5_7 - 2*e4_12*e5_9 - e4_13*e5_8 - e4_14*e5_5 + e4_5*e5_14 - e4_7*e5_10 + 
e4_8*e5_13 + 2*e4_9*e5_12,
3*(sqrt(3)*e4_1*e5_12 - sqrt(3)*e4_12*e5_1 - 1/3*sqrt(3)*e4_3*e5_7 + 2/3*sqrt(3)
*e4_5*e5_8 + 1/3*sqrt(3)*e4_7*e5_3 - 2/3*sqrt(3)*e4_8*e5_5 + e4_2*e5_9 - e4_9*
e5_2),
e4_1*e5_6 + 3*e4_1*e5_7 - e4_2*e5_4 - e4_3*e5_5 + e4_4*e5_2 + e4_5*e5_3 - e4_6*
e5_1 - 3*e4_7*e5_1,
2*(sqrt(3)*e4_4*e6_6 + 3/2*sqrt(3)*e4_4*e6_7 - sqrt(3)*e4_6*e6_4 - 3/2*sqrt(3)*
e4_7*e6_4 + 3/2*e4_1*e6_13 - 3/2*e4_13*e6_1 + 3/2*e4_5*e6_9 - 3/2*e4_9*e6_5),
3*(sqrt(3)*e4_10*e6_12 - sqrt(3)*e4_12*e6_10 - 1/3*sqrt(3)*e4_14*e6_6 - sqrt(3)*
e4_14*e6_7 + 1/3*sqrt(3)*e4_6*e6_14 + sqrt(3)*e4_7*e6_14 + 1/3*e4_11*e6_13 - 1/3
*e4_13*e6_11),
2*(sqrt(3)*e4_11*e6_6 + 3/2*sqrt(3)*e4_11*e6_7 - 3/2*sqrt(3)*e4_14*e6_2 + 3/2*
sqrt(3)*e4_2*e6_14 - sqrt(3)*e4_6*e6_11 - 3/2*sqrt(3)*e4_7*e6_11 - 9/2*e4_12*
e6_8 + 9/2*e4_8*e6_12),
e4_10*e6_7 - 2*e4_12*e6_9 - e4_13*e6_8 - e4_14*e6_5 + e4_5*e6_14 - e4_7*e6_10 + 
e4_8*e6_13 + 2*e4_9*e6_12,
3*(sqrt(3)*e4_1*e6_12 - sqrt(3)*e4_12*e6_1 - 1/3*sqrt(3)*e4_3*e6_7 + 2/3*sqrt(3)
*e4_5*e6_8 + 1/3*sqrt(3)*e4_7*e6_3 - 2/3*sqrt(3)*e4_8*e6_5 + e4_2*e6_9 - e4_9*
e6_2),
e4_1*e6_6 + 3*e4_1*e6_7 - e4_2*e6_4 - e4_3*e6_5 + e4_4*e6_2 + e4_5*e6_3 - e4_6*
e6_1 - 3*e4_7*e6_1,
2*(sqrt(3)*e4_4*e7_6 + 3/2*sqrt(3)*e4_4*e7_7 - sqrt(3)*e4_6*e7_4 - 3/2*sqrt(3)*
e4_7*e7_4 + 3/2*e4_1*e7_13 - 3/2*e4_13*e7_1 + 3/2*e4_5*e7_9 - 3/2*e4_9*e7_5),
3*(sqrt(3)*e4_10*e7_12 - sqrt(3)*e4_12*e7_10 - 1/3*sqrt(3)*e4_14*e7_6 - sqrt(3)*
e4_14*e7_7 + 1/3*sqrt(3)*e4_6*e7_14 + sqrt(3)*e4_7*e7_14 + 1/3*e4_11*e7_13 - 1/3
*e4_13*e7_11),
2*(sqrt(3)*e4_11*e7_6 + 3/2*sqrt(3)*e4_11*e7_7 - 3/2*sqrt(3)*e4_14*e7_2 + 3/2*
sqrt(3)*e4_2*e7_14 - sqrt(3)*e4_6*e7_11 - 3/2*sqrt(3)*e4_7*e7_11 - 9/2*e4_12*
e7_8 + 9/2*e4_8*e7_12),
e4_10*e7_7 - 2*e4_12*e7_9 - e4_13*e7_8 - e4_14*e7_5 + e4_5*e7_14 - e4_7*e7_10 + 
e4_8*e7_13 + 2*e4_9*e7_12,
3*(sqrt(3)*e4_1*e7_12 - sqrt(3)*e4_12*e7_1 - 1/3*sqrt(3)*e4_3*e7_7 + 2/3*sqrt(3)
*e4_5*e7_8 + 1/3*sqrt(3)*e4_7*e7_3 - 2/3*sqrt(3)*e4_8*e7_5 + e4_2*e7_9 - e4_9*
e7_2),
e4_1*e7_6 + 3*e4_1*e7_7 - e4_2*e7_4 - e4_3*e7_5 + e4_4*e7_2 + e4_5*e7_3 - e4_6*
e7_1 - 3*e4_7*e7_1,
2*(sqrt(3)*e10_4*e4_6 + 3/2*sqrt(3)*e10_4*e4_7 - sqrt(3)*e10_6*e4_4 - 3/2*sqrt(3
)*e10_7*e4_4 + 3/2*e10_1*e4_13 - 3/2*e10_13*e4_1 + 3/2*e10_5*e4_9 - 3/2*e10_9*
e4_5),
3*(sqrt(3)*e10_10*e4_12 - sqrt(3)*e10_12*e4_10 - 1/3*sqrt(3)*e10_14*e4_6 - sqrt(
3)*e10_14*e4_7 + 1/3*sqrt(3)*e10_6*e4_14 + sqrt(3)*e10_7*e4_14 + 1/3*e10_11*
e4_13 - 1/3*e10_13*e4_11),
2*(sqrt(3)*e10_11*e4_6 + 3/2*sqrt(3)*e10_11*e4_7 - 3/2*sqrt(3)*e10_14*e4_2 + 3/2
*sqrt(3)*e10_2*e4_14 - sqrt(3)*e10_6*e4_11 - 3/2*sqrt(3)*e10_7*e4_11 - 9/2*
e10_12*e4_8 + 9/2*e10_8*e4_12),
e10_10*e4_7 - 2*e10_12*e4_9 - e10_13*e4_8 - e10_14*e4_5 + e10_5*e4_14 - e10_7*
e4_10 + e10_8*e4_13 + 2*e10_9*e4_12,
3*(sqrt(3)*e10_1*e4_12 - sqrt(3)*e10_12*e4_1 - 1/3*sqrt(3)*e10_3*e4_7 + 2/3*sqrt
(3)*e10_5*e4_8 + 1/3*sqrt(3)*e10_7*e4_3 - 2/3*sqrt(3)*e10_8*e4_5 + e10_2*e4_9 - 
e10_9*e4_2),
e10_1*e4_6 + 3*e10_1*e4_7 - e10_2*e4_4 - e10_3*e4_5 + e10_4*e4_2 + e10_5*e4_3 - 
e10_6*e4_1 - 3*e10_7*e4_1,
2*(sqrt(3)*e5_4*e6_6 + 3/2*sqrt(3)*e5_4*e6_7 - sqrt(3)*e5_6*e6_4 - 3/2*sqrt(3)*
e5_7*e6_4 + 3/2*e5_1*e6_13 - 3/2*e5_13*e6_1 + 3/2*e5_5*e6_9 - 3/2*e5_9*e6_5),
3*(sqrt(3)*e5_10*e6_12 - sqrt(3)*e5_12*e6_10 - 1/3*sqrt(3)*e5_14*e6_6 - sqrt(3)*
e5_14*e6_7 + 1/3*sqrt(3)*e5_6*e6_14 + sqrt(3)*e5_7*e6_14 + 1/3*e5_11*e6_13 - 1/3
*e5_13*e6_11),
2*(sqrt(3)*e5_11*e6_6 + 3/2*sqrt(3)*e5_11*e6_7 - 3/2*sqrt(3)*e5_14*e6_2 + 3/2*
sqrt(3)*e5_2*e6_14 - sqrt(3)*e5_6*e6_11 - 3/2*sqrt(3)*e5_7*e6_11 - 9/2*e5_12*
e6_8 + 9/2*e5_8*e6_12),
e5_10*e6_7 - 2*e5_12*e6_9 - e5_13*e6_8 - e5_14*e6_5 + e5_5*e6_14 - e5_7*e6_10 + 
e5_8*e6_13 + 2*e5_9*e6_12,
3*(sqrt(3)*e5_1*e6_12 - sqrt(3)*e5_12*e6_1 - 1/3*sqrt(3)*e5_3*e6_7 + 2/3*sqrt(3)
*e5_5*e6_8 + 1/3*sqrt(3)*e5_7*e6_3 - 2/3*sqrt(3)*e5_8*e6_5 + e5_2*e6_9 - e5_9*
e6_2),
e5_1*e6_6 + 3*e5_1*e6_7 - e5_2*e6_4 - e5_3*e6_5 + e5_4*e6_2 + e5_5*e6_3 - e5_6*
e6_1 - 3*e5_7*e6_1,
2*(sqrt(3)*e5_4*e7_6 + 3/2*sqrt(3)*e5_4*e7_7 - sqrt(3)*e5_6*e7_4 - 3/2*sqrt(3)*
e5_7*e7_4 + 3/2*e5_1*e7_13 - 3/2*e5_13*e7_1 + 3/2*e5_5*e7_9 - 3/2*e5_9*e7_5),
3*(sqrt(3)*e5_10*e7_12 - sqrt(3)*e5_12*e7_10 - 1/3*sqrt(3)*e5_14*e7_6 - sqrt(3)*
e5_14*e7_7 + 1/3*sqrt(3)*e5_6*e7_14 + sqrt(3)*e5_7*e7_14 + 1/3*e5_11*e7_13 - 1/3
*e5_13*e7_11),
2*(sqrt(3)*e5_11*e7_6 + 3/2*sqrt(3)*e5_11*e7_7 - 3/2*sqrt(3)*e5_14*e7_2 + 3/2*
sqrt(3)*e5_2*e7_14 - sqrt(3)*e5_6*e7_11 - 3/2*sqrt(3)*e5_7*e7_11 - 9/2*e5_12*
e7_8 + 9/2*e5_8*e7_12),
e5_10*e7_7 - 2*e5_12*e7_9 - e5_13*e7_8 - e5_14*e7_5 + e5_5*e7_14 - e5_7*e7_10 + 
e5_8*e7_13 + 2*e5_9*e7_12,
3*(sqrt(3)*e5_1*e7_12 - sqrt(3)*e5_12*e7_1 - 1/3*sqrt(3)*e5_3*e7_7 + 2/3*sqrt(3)
*e5_5*e7_8 + 1/3*sqrt(3)*e5_7*e7_3 - 2/3*sqrt(3)*e5_8*e7_5 + e5_2*e7_9 - e5_9*
e7_2),
e5_1*e7_6 + 3*e5_1*e7_7 - e5_2*e7_4 - e5_3*e7_5 + e5_4*e7_2 + e5_5*e7_3 - e5_6*
e7_1 - 3*e5_7*e7_1,
2*(sqrt(3)*e5_4*e9_6 + 3/2*sqrt(3)*e5_4*e9_7 - sqrt(3)*e5_6*e9_4 - 3/2*sqrt(3)*
e5_7*e9_4 + 3/2*e5_1*e9_13 - 3/2*e5_13*e9_1 + 3/2*e5_5*e9_9 - 3/2*e5_9*e9_5),
3*(sqrt(3)*e5_10*e9_12 - sqrt(3)*e5_12*e9_10 - 1/3*sqrt(3)*e5_14*e9_6 - sqrt(3)*
e5_14*e9_7 + 1/3*sqrt(3)*e5_6*e9_14 + sqrt(3)*e5_7*e9_14 + 1/3*e5_11*e9_13 - 1/3
*e5_13*e9_11),
2*(sqrt(3)*e5_11*e9_6 + 3/2*sqrt(3)*e5_11*e9_7 - 3/2*sqrt(3)*e5_14*e9_2 + 3/2*
sqrt(3)*e5_2*e9_14 - sqrt(3)*e5_6*e9_11 - 3/2*sqrt(3)*e5_7*e9_11 - 9/2*e5_12*
e9_8 + 9/2*e5_8*e9_12),
e5_10*e9_7 - 2*e5_12*e9_9 - e5_13*e9_8 - e5_14*e9_5 + e5_5*e9_14 - e5_7*e9_10 + 
e5_8*e9_13 + 2*e5_9*e9_12,
3*(sqrt(3)*e5_1*e9_12 - sqrt(3)*e5_12*e9_1 - 1/3*sqrt(3)*e5_3*e9_7 + 2/3*sqrt(3)
*e5_5*e9_8 + 1/3*sqrt(3)*e5_7*e9_3 - 2/3*sqrt(3)*e5_8*e9_5 + e5_2*e9_9 - e5_9*
e9_2),
e5_1*e9_6 + 3*e5_1*e9_7 - e5_2*e9_4 - e5_3*e9_5 + e5_4*e9_2 + e5_5*e9_3 - e5_6*
e9_1 - 3*e5_7*e9_1,
2*(sqrt(3)*e11_4*e5_6 + 3/2*sqrt(3)*e11_4*e5_7 - sqrt(3)*e11_6*e5_4 - 3/2*sqrt(3
)*e11_7*e5_4 + 3/2*e11_1*e5_13 - 3/2*e11_13*e5_1 + 3/2*e11_5*e5_9 - 3/2*e11_9*
e5_5),
3*(sqrt(3)*e11_10*e5_12 - sqrt(3)*e11_12*e5_10 - 1/3*sqrt(3)*e11_14*e5_6 - sqrt(
3)*e11_14*e5_7 + 1/3*sqrt(3)*e11_6*e5_14 + sqrt(3)*e11_7*e5_14 + 1/3*e11_11*
e5_13 - 1/3*e11_13*e5_11),
2*(sqrt(3)*e11_11*e5_6 + 3/2*sqrt(3)*e11_11*e5_7 - 3/2*sqrt(3)*e11_14*e5_2 + 3/2
*sqrt(3)*e11_2*e5_14 - sqrt(3)*e11_6*e5_11 - 3/2*sqrt(3)*e11_7*e5_11 - 9/2*
e11_12*e5_8 + 9/2*e11_8*e5_12),
e11_10*e5_7 - 2*e11_12*e5_9 - e11_13*e5_8 - e11_14*e5_5 + e11_5*e5_14 - e11_7*
e5_10 + e11_8*e5_13 + 2*e11_9*e5_12,
3*(sqrt(3)*e11_1*e5_12 - sqrt(3)*e11_12*e5_1 - 1/3*sqrt(3)*e11_3*e5_7 + 2/3*sqrt
(3)*e11_5*e5_8 + 1/3*sqrt(3)*e11_7*e5_3 - 2/3*sqrt(3)*e11_8*e5_5 + e11_2*e5_9 - 
e11_9*e5_2),
e11_1*e5_6 + 3*e11_1*e5_7 - e11_2*e5_4 - e11_3*e5_5 + e11_4*e5_2 + e11_5*e5_3 - 
e11_6*e5_1 - 3*e11_7*e5_1,
2*(sqrt(3)*e6_4*e8_6 + 3/2*sqrt(3)*e6_4*e8_7 - sqrt(3)*e6_6*e8_4 - 3/2*sqrt(3)*
e6_7*e8_4 + 3/2*e6_1*e8_13 - 3/2*e6_13*e8_1 + 3/2*e6_5*e8_9 - 3/2*e6_9*e8_5),
3*(sqrt(3)*e6_10*e8_12 - sqrt(3)*e6_12*e8_10 - 1/3*sqrt(3)*e6_14*e8_6 - sqrt(3)*
e6_14*e8_7 + 1/3*sqrt(3)*e6_6*e8_14 + sqrt(3)*e6_7*e8_14 + 1/3*e6_11*e8_13 - 1/3
*e6_13*e8_11),
2*(sqrt(3)*e6_11*e8_6 + 3/2*sqrt(3)*e6_11*e8_7 - 3/2*sqrt(3)*e6_14*e8_2 + 3/2*
sqrt(3)*e6_2*e8_14 - sqrt(3)*e6_6*e8_11 - 3/2*sqrt(3)*e6_7*e8_11 - 9/2*e6_12*
e8_8 + 9/2*e6_8*e8_12),
e6_10*e8_7 - 2*e6_12*e8_9 - e6_13*e8_8 - e6_14*e8_5 + e6_5*e8_14 - e6_7*e8_10 + 
e6_8*e8_13 + 2*e6_9*e8_12,
3*(sqrt(3)*e6_1*e8_12 - sqrt(3)*e6_12*e8_1 - 1/3*sqrt(3)*e6_3*e8_7 + 2/3*sqrt(3)
*e6_5*e8_8 + 1/3*sqrt(3)*e6_7*e8_3 - 2/3*sqrt(3)*e6_8*e8_5 + e6_2*e8_9 - e6_9*
e8_2),
e6_1*e8_6 + 3*e6_1*e8_7 - e6_2*e8_4 - e6_3*e8_5 + e6_4*e8_2 + e6_5*e8_3 - e6_6*
e8_1 - 3*e6_7*e8_1,
2*(sqrt(3)*e12_4*e6_6 + 3/2*sqrt(3)*e12_4*e6_7 - sqrt(3)*e12_6*e6_4 - 3/2*sqrt(3
)*e12_7*e6_4 + 3/2*e12_1*e6_13 - 3/2*e12_13*e6_1 + 3/2*e12_5*e6_9 - 3/2*e12_9*
e6_5),
3*(sqrt(3)*e12_10*e6_12 - sqrt(3)*e12_12*e6_10 - 1/3*sqrt(3)*e12_14*e6_6 - sqrt(
3)*e12_14*e6_7 + 1/3*sqrt(3)*e12_6*e6_14 + sqrt(3)*e12_7*e6_14 + 1/3*e12_11*
e6_13 - 1/3*e12_13*e6_11),
2*(sqrt(3)*e12_11*e6_6 + 3/2*sqrt(3)*e12_11*e6_7 - 3/2*sqrt(3)*e12_14*e6_2 + 3/2
*sqrt(3)*e12_2*e6_14 - sqrt(3)*e12_6*e6_11 - 3/2*sqrt(3)*e12_7*e6_11 - 9/2*
e12_12*e6_8 + 9/2*e12_8*e6_12),
e12_10*e6_7 - 2*e12_12*e6_9 - e12_13*e6_8 - e12_14*e6_5 + e12_5*e6_14 - e12_7*
e6_10 + e12_8*e6_13 + 2*e12_9*e6_12,
3*(sqrt(3)*e12_1*e6_12 - sqrt(3)*e12_12*e6_1 - 1/3*sqrt(3)*e12_3*e6_7 + 2/3*sqrt
(3)*e12_5*e6_8 + 1/3*sqrt(3)*e12_7*e6_3 - 2/3*sqrt(3)*e12_8*e6_5 + e12_2*e6_9 - 
e12_9*e6_2),
e12_1*e6_6 + 3*e12_1*e6_7 - e12_2*e6_4 - e12_3*e6_5 + e12_4*e6_2 + e12_5*e6_3 - 
e12_6*e6_1 - 3*e12_7*e6_1,
2*(sqrt(3)*e7_4*e9_6 + 3/2*sqrt(3)*e7_4*e9_7 - sqrt(3)*e7_6*e9_4 - 3/2*sqrt(3)*
e7_7*e9_4 + 3/2*e7_1*e9_13 - 3/2*e7_13*e9_1 + 3/2*e7_5*e9_9 - 3/2*e7_9*e9_5),
3*(sqrt(3)*e7_10*e9_12 - sqrt(3)*e7_12*e9_10 - 1/3*sqrt(3)*e7_14*e9_6 - sqrt(3)*
e7_14*e9_7 + 1/3*sqrt(3)*e7_6*e9_14 + sqrt(3)*e7_7*e9_14 + 1/3*e7_11*e9_13 - 1/3
*e7_13*e9_11),
2*(sqrt(3)*e7_11*e9_6 + 3/2*sqrt(3)*e7_11*e9_7 - 3/2*sqrt(3)*e7_14*e9_2 + 3/2*
sqrt(3)*e7_2*e9_14 - sqrt(3)*e7_6*e9_11 - 3/2*sqrt(3)*e7_7*e9_11 - 9/2*e7_12*
e9_8 + 9/2*e7_8*e9_12),
e7_10*e9_7 - 2*e7_12*e9_9 - e7_13*e9_8 - e7_14*e9_5 + e7_5*e9_14 - e7_7*e9_10 + 
e7_8*e9_13 + 2*e7_9*e9_12,
3*(sqrt(3)*e7_1*e9_12 - sqrt(3)*e7_12*e9_1 - 1/3*sqrt(3)*e7_3*e9_7 + 2/3*sqrt(3)
*e7_5*e9_8 + 1/3*sqrt(3)*e7_7*e9_3 - 2/3*sqrt(3)*e7_8*e9_5 + e7_2*e9_9 - e7_9*
e9_2),
e7_1*e9_6 + 3*e7_1*e9_7 - e7_2*e9_4 - e7_3*e9_5 + e7_4*e9_2 + e7_5*e9_3 - e7_6*
e9_1 - 3*e7_7*e9_1,
2*(sqrt(3)*e10_4*e7_6 + 3/2*sqrt(3)*e10_4*e7_7 - sqrt(3)*e10_6*e7_4 - 3/2*sqrt(3
)*e10_7*e7_4 + 3/2*e10_1*e7_13 - 3/2*e10_13*e7_1 + 3/2*e10_5*e7_9 - 3/2*e10_9*
e7_5),
3*(sqrt(3)*e10_10*e7_12 - sqrt(3)*e10_12*e7_10 - 1/3*sqrt(3)*e10_14*e7_6 - sqrt(
3)*e10_14*e7_7 + 1/3*sqrt(3)*e10_6*e7_14 + sqrt(3)*e10_7*e7_14 + 1/3*e10_11*
e7_13 - 1/3*e10_13*e7_11),
2*(sqrt(3)*e10_11*e7_6 + 3/2*sqrt(3)*e10_11*e7_7 - 3/2*sqrt(3)*e10_14*e7_2 + 3/2
*sqrt(3)*e10_2*e7_14 - sqrt(3)*e10_6*e7_11 - 3/2*sqrt(3)*e10_7*e7_11 - 9/2*
e10_12*e7_8 + 9/2*e10_8*e7_12),
e10_10*e7_7 - 2*e10_12*e7_9 - e10_13*e7_8 - e10_14*e7_5 + e10_5*e7_14 - e10_7*
e7_10 + e10_8*e7_13 + 2*e10_9*e7_12,
3*(sqrt(3)*e10_1*e7_12 - sqrt(3)*e10_12*e7_1 - 1/3*sqrt(3)*e10_3*e7_7 + 2/3*sqrt
(3)*e10_5*e7_8 + 1/3*sqrt(3)*e10_7*e7_3 - 2/3*sqrt(3)*e10_8*e7_5 + e10_2*e7_9 - 
e10_9*e7_2),
e10_1*e7_6 + 3*e10_1*e7_7 - e10_2*e7_4 - e10_3*e7_5 + e10_4*e7_2 + e10_5*e7_3 - 
e10_6*e7_1 - 3*e10_7*e7_1,
2*(sqrt(3)*e12_4*e7_6 + 3/2*sqrt(3)*e12_4*e7_7 - sqrt(3)*e12_6*e7_4 - 3/2*sqrt(3
)*e12_7*e7_4 + 3/2*e12_1*e7_13 - 3/2*e12_13*e7_1 + 3/2*e12_5*e7_9 - 3/2*e12_9*
e7_5),
3*(sqrt(3)*e12_10*e7_12 - sqrt(3)*e12_12*e7_10 - 1/3*sqrt(3)*e12_14*e7_6 - sqrt(
3)*e12_14*e7_7 + 1/3*sqrt(3)*e12_6*e7_14 + sqrt(3)*e12_7*e7_14 + 1/3*e12_11*
e7_13 - 1/3*e12_13*e7_11),
2*(sqrt(3)*e12_11*e7_6 + 3/2*sqrt(3)*e12_11*e7_7 - 3/2*sqrt(3)*e12_14*e7_2 + 3/2
*sqrt(3)*e12_2*e7_14 - sqrt(3)*e12_6*e7_11 - 3/2*sqrt(3)*e12_7*e7_11 - 9/2*
e12_12*e7_8 + 9/2*e12_8*e7_12),
e12_10*e7_7 - 2*e12_12*e7_9 - e12_13*e7_8 - e12_14*e7_5 + e12_5*e7_14 - e12_7*
e7_10 + e12_8*e7_13 + 2*e12_9*e7_12,
3*(sqrt(3)*e12_1*e7_12 - sqrt(3)*e12_12*e7_1 - 1/3*sqrt(3)*e12_3*e7_7 + 2/3*sqrt
(3)*e12_5*e7_8 + 1/3*sqrt(3)*e12_7*e7_3 - 2/3*sqrt(3)*e12_8*e7_5 + e12_2*e7_9 - 
e12_9*e7_2),
e12_1*e7_6 + 3*e12_1*e7_7 - e12_2*e7_4 - e12_3*e7_5 + e12_4*e7_2 + e12_5*e7_3 - 
e12_6*e7_1 - 3*e12_7*e7_1,
2*(sqrt(3)*e11_4*e8_6 + 3/2*sqrt(3)*e11_4*e8_7 - sqrt(3)*e11_6*e8_4 - 3/2*sqrt(3
)*e11_7*e8_4 + 3/2*e11_1*e8_13 - 3/2*e11_13*e8_1 + 3/2*e11_5*e8_9 - 3/2*e11_9*
e8_5),
3*(sqrt(3)*e11_10*e8_12 - sqrt(3)*e11_12*e8_10 - 1/3*sqrt(3)*e11_14*e8_6 - sqrt(
3)*e11_14*e8_7 + 1/3*sqrt(3)*e11_6*e8_14 + sqrt(3)*e11_7*e8_14 + 1/3*e11_11*
e8_13 - 1/3*e11_13*e8_11),
2*(sqrt(3)*e11_11*e8_6 + 3/2*sqrt(3)*e11_11*e8_7 - 3/2*sqrt(3)*e11_14*e8_2 + 3/2
*sqrt(3)*e11_2*e8_14 - sqrt(3)*e11_6*e8_11 - 3/2*sqrt(3)*e11_7*e8_11 - 9/2*
e11_12*e8_8 + 9/2*e11_8*e8_12),
e11_10*e8_7 - 2*e11_12*e8_9 - e11_13*e8_8 - e11_14*e8_5 + e11_5*e8_14 - e11_7*
e8_10 + e11_8*e8_13 + 2*e11_9*e8_12,
3*(sqrt(3)*e11_1*e8_12 - sqrt(3)*e11_12*e8_1 - 1/3*sqrt(3)*e11_3*e8_7 + 2/3*sqrt
(3)*e11_5*e8_8 + 1/3*sqrt(3)*e11_7*e8_3 - 2/3*sqrt(3)*e11_8*e8_5 + e11_2*e8_9 - 
e11_9*e8_2),
e11_1*e8_6 + 3*e11_1*e8_7 - e11_2*e8_4 - e11_3*e8_5 + e11_4*e8_2 + e11_5*e8_3 - 
e11_6*e8_1 - 3*e11_7*e8_1,
2*(sqrt(3)*e12_4*e8_6 + 3/2*sqrt(3)*e12_4*e8_7 - sqrt(3)*e12_6*e8_4 - 3/2*sqrt(3
)*e12_7*e8_4 + 3/2*e12_1*e8_13 - 3/2*e12_13*e8_1 + 3/2*e12_5*e8_9 - 3/2*e12_9*
e8_5),
3*(sqrt(3)*e12_10*e8_12 - sqrt(3)*e12_12*e8_10 - 1/3*sqrt(3)*e12_14*e8_6 - sqrt(
3)*e12_14*e8_7 + 1/3*sqrt(3)*e12_6*e8_14 + sqrt(3)*e12_7*e8_14 + 1/3*e12_11*
e8_13 - 1/3*e12_13*e8_11),
2*(sqrt(3)*e12_11*e8_6 + 3/2*sqrt(3)*e12_11*e8_7 - 3/2*sqrt(3)*e12_14*e8_2 + 3/2
*sqrt(3)*e12_2*e8_14 - sqrt(3)*e12_6*e8_11 - 3/2*sqrt(3)*e12_7*e8_11 - 9/2*
e12_12*e8_8 + 9/2*e12_8*e8_12),
e12_10*e8_7 - 2*e12_12*e8_9 - e12_13*e8_8 - e12_14*e8_5 + e12_5*e8_14 - e12_7*
e8_10 + e12_8*e8_13 + 2*e12_9*e8_12,
3*(sqrt(3)*e12_1*e8_12 - sqrt(3)*e12_12*e8_1 - 1/3*sqrt(3)*e12_3*e8_7 + 2/3*sqrt
(3)*e12_5*e8_8 + 1/3*sqrt(3)*e12_7*e8_3 - 2/3*sqrt(3)*e12_8*e8_5 + e12_2*e8_9 - 
e12_9*e8_2),
e12_1*e8_6 + 3*e12_1*e8_7 - e12_2*e8_4 - e12_3*e8_5 + e12_4*e8_2 + e12_5*e8_3 - 
e12_6*e8_1 - 3*e12_7*e8_1,
2*(sqrt(3)*e11_4*e9_6 + 3/2*sqrt(3)*e11_4*e9_7 - sqrt(3)*e11_6*e9_4 - 3/2*sqrt(3
)*e11_7*e9_4 + 3/2*e11_1*e9_13 - 3/2*e11_13*e9_1 + 3/2*e11_5*e9_9 - 3/2*e11_9*
e9_5),
3*(sqrt(3)*e11_10*e9_12 - sqrt(3)*e11_12*e9_10 - 1/3*sqrt(3)*e11_14*e9_6 - sqrt(
3)*e11_14*e9_7 + 1/3*sqrt(3)*e11_6*e9_14 + sqrt(3)*e11_7*e9_14 + 1/3*e11_11*
e9_13 - 1/3*e11_13*e9_11),
2*(sqrt(3)*e11_11*e9_6 + 3/2*sqrt(3)*e11_11*e9_7 - 3/2*sqrt(3)*e11_14*e9_2 + 3/2
*sqrt(3)*e11_2*e9_14 - sqrt(3)*e11_6*e9_11 - 3/2*sqrt(3)*e11_7*e9_11 - 9/2*
e11_12*e9_8 + 9/2*e11_8*e9_12),
e11_10*e9_7 - 2*e11_12*e9_9 - e11_13*e9_8 - e11_14*e9_5 + e11_5*e9_14 - e11_7*
e9_10 + e11_8*e9_13 + 2*e11_9*e9_12,
3*(sqrt(3)*e11_1*e9_12 - sqrt(3)*e11_12*e9_1 - 1/3*sqrt(3)*e11_3*e9_7 + 2/3*sqrt
(3)*e11_5*e9_8 + 1/3*sqrt(3)*e11_7*e9_3 - 2/3*sqrt(3)*e11_8*e9_5 + e11_2*e9_9 - 
e11_9*e9_2),
e11_1*e9_6 + 3*e11_1*e9_7 - e11_2*e9_4 - e11_3*e9_5 + e11_4*e9_2 + e11_5*e9_3 - 
e11_6*e9_1 - 3*e11_7*e9_1,
2*(sqrt(3)*e12_4*e9_6 + 3/2*sqrt(3)*e12_4*e9_7 - sqrt(3)*e12_6*e9_4 - 3/2*sqrt(3
)*e12_7*e9_4 + 3/2*e12_1*e9_13 - 3/2*e12_13*e9_1 + 3/2*e12_5*e9_9 - 3/2*e12_9*
e9_5),
3*(sqrt(3)*e12_10*e9_12 - sqrt(3)*e12_12*e9_10 - 1/3*sqrt(3)*e12_14*e9_6 - sqrt(
3)*e12_14*e9_7 + 1/3*sqrt(3)*e12_6*e9_14 + sqrt(3)*e12_7*e9_14 + 1/3*e12_11*
e9_13 - 1/3*e12_13*e9_11),
2*(sqrt(3)*e12_11*e9_6 + 3/2*sqrt(3)*e12_11*e9_7 - 3/2*sqrt(3)*e12_14*e9_2 + 3/2
*sqrt(3)*e12_2*e9_14 - sqrt(3)*e12_6*e9_11 - 3/2*sqrt(3)*e12_7*e9_11 - 9/2*
e12_12*e9_8 + 9/2*e12_8*e9_12),
e12_10*e9_7 - 2*e12_12*e9_9 - e12_13*e9_8 - e12_14*e9_5 + e12_5*e9_14 - e12_7*
e9_10 + e12_8*e9_13 + 2*e12_9*e9_12,
3*(sqrt(3)*e12_1*e9_12 - sqrt(3)*e12_12*e9_1 - 1/3*sqrt(3)*e12_3*e9_7 + 2/3*sqrt
(3)*e12_5*e9_8 + 1/3*sqrt(3)*e12_7*e9_3 - 2/3*sqrt(3)*e12_8*e9_5 + e12_2*e9_9 - 
e12_9*e9_2),
e12_1*e9_6 + 3*e12_1*e9_7 - e12_2*e9_4 - e12_3*e9_5 + e12_4*e9_2 + e12_5*e9_3 - 
e12_6*e9_1 - 3*e12_7*e9_1,
2*(sqrt(3)*e10_4*e11_6 + 3/2*sqrt(3)*e10_4*e11_7 - sqrt(3)*e10_6*e11_4 - 3/2*
sqrt(3)*e10_7*e11_4 + 3/2*e10_1*e11_13 - 3/2*e10_13*e11_1 + 3/2*e10_5*e11_9 - 3/
2*e10_9*e11_5),
3*(sqrt(3)*e10_10*e11_12 - sqrt(3)*e10_12*e11_10 - 1/3*sqrt(3)*e10_14*e11_6 - 
sqrt(3)*e10_14*e11_7 + 1/3*sqrt(3)*e10_6*e11_14 + sqrt(3)*e10_7*e11_14 + 1/3*
e10_11*e11_13 - 1/3*e10_13*e11_11),
2*(sqrt(3)*e10_11*e11_6 + 3/2*sqrt(3)*e10_11*e11_7 - 3/2*sqrt(3)*e10_14*e11_2 + 
3/2*sqrt(3)*e10_2*e11_14 - sqrt(3)*e10_6*e11_11 - 3/2*sqrt(3)*e10_7*e11_11 - 9/2
*e10_12*e11_8 + 9/2*e10_8*e11_12),
e10_10*e11_7 - 2*e10_12*e11_9 - e10_13*e11_8 - e10_14*e11_5 + e10_5*e11_14 - 
e10_7*e11_10 + e10_8*e11_13 + 2*e10_9*e11_12,
3*(sqrt(3)*e10_1*e11_12 - sqrt(3)*e10_12*e11_1 - 1/3*sqrt(3)*e10_3*e11_7 + 2/3*
sqrt(3)*e10_5*e11_8 + 1/3*sqrt(3)*e10_7*e11_3 - 2/3*sqrt(3)*e10_8*e11_5 + e10_2*
e11_9 - e10_9*e11_2),
e10_1*e11_6 + 3*e10_1*e11_7 - e10_2*e11_4 - e10_3*e11_5 + e10_4*e11_2 + e10_5*
e11_3 - e10_6*e11_1 - 3*e10_7*e11_1,
2*(sqrt(3)*e10_4*e12_6 + 3/2*sqrt(3)*e10_4*e12_7 - sqrt(3)*e10_6*e12_4 - 3/2*
sqrt(3)*e10_7*e12_4 + 3/2*e10_1*e12_13 - 3/2*e10_13*e12_1 + 3/2*e10_5*e12_9 - 3/
2*e10_9*e12_5),
3*(sqrt(3)*e10_10*e12_12 - sqrt(3)*e10_12*e12_10 - 1/3*sqrt(3)*e10_14*e12_6 - 
sqrt(3)*e10_14*e12_7 + 1/3*sqrt(3)*e10_6*e12_14 + sqrt(3)*e10_7*e12_14 + 1/3*
e10_11*e12_13 - 1/3*e10_13*e12_11),
2*(sqrt(3)*e10_11*e12_6 + 3/2*sqrt(3)*e10_11*e12_7 - 3/2*sqrt(3)*e10_14*e12_2 + 
3/2*sqrt(3)*e10_2*e12_14 - sqrt(3)*e10_6*e12_11 - 3/2*sqrt(3)*e10_7*e12_11 - 9/2
*e10_12*e12_8 + 9/2*e10_8*e12_12),
e10_10*e12_7 - 2*e10_12*e12_9 - e10_13*e12_8 - e10_14*e12_5 + e10_5*e12_14 - 
e10_7*e12_10 + e10_8*e12_13 + 2*e10_9*e12_12,
3*(sqrt(3)*e10_1*e12_12 - sqrt(3)*e10_12*e12_1 - 1/3*sqrt(3)*e10_3*e12_7 + 2/3*
sqrt(3)*e10_5*e12_8 + 1/3*sqrt(3)*e10_7*e12_3 - 2/3*sqrt(3)*e10_8*e12_5 + e10_2*
e12_9 - e10_9*e12_2),
e10_1*e12_6 + 3*e10_1*e12_7 - e10_2*e12_4 - e10_3*e12_5 + e10_4*e12_2 + e10_5*
e12_3 - e10_6*e12_1 - 3*e10_7*e12_1,
2*(sqrt(3)*e11_4*e12_6 + 3/2*sqrt(3)*e11_4*e12_7 - sqrt(3)*e11_6*e12_4 - 3/2*
sqrt(3)*e11_7*e12_4 + 3/2*e11_1*e12_13 - 3/2*e11_13*e12_1 + 3/2*e11_5*e12_9 - 3/
2*e11_9*e12_5),
3*(sqrt(3)*e11_10*e12_12 - sqrt(3)*e11_12*e12_10 - 1/3*sqrt(3)*e11_14*e12_6 - 
sqrt(3)*e11_14*e12_7 + 1/3*sqrt(3)*e11_6*e12_14 + sqrt(3)*e11_7*e12_14 + 1/3*
e11_11*e12_13 - 1/3*e11_13*e12_11),
2*(sqrt(3)*e11_11*e12_6 + 3/2*sqrt(3)*e11_11*e12_7 - 3/2*sqrt(3)*e11_14*e12_2 + 
3/2*sqrt(3)*e11_2*e12_14 - sqrt(3)*e11_6*e12_11 - 3/2*sqrt(3)*e11_7*e12_11 - 9/2
*e11_12*e12_8 + 9/2*e11_8*e12_12),
e11_10*e12_7 - 2*e11_12*e12_9 - e11_13*e12_8 - e11_14*e12_5 + e11_5*e12_14 - 
e11_7*e12_10 + e11_8*e12_13 + 2*e11_9*e12_12,
3*(sqrt(3)*e11_1*e12_12 - sqrt(3)*e11_12*e12_1 - 1/3*sqrt(3)*e11_3*e12_7 + 2/3*
sqrt(3)*e11_5*e12_8 + 1/3*sqrt(3)*e11_7*e12_3 - 2/3*sqrt(3)*e11_8*e12_5 + e11_2*
e12_9 - e11_9*e12_2),
e11_1*e12_6 + 3*e11_1*e12_7 - e11_2*e12_4 - e11_3*e12_5 + e11_4*e12_2 + e11_5*
e12_3 - e11_6*e12_1 - 3*e11_7*e12_1,
6*(sqrt(3)*e1_10*h1_12 - sqrt(3)*e1_12*h1_10 - 1/3*sqrt(3)*e1_14*h1_6 - sqrt(3)*
e1_14*h1_7 + 1/3*sqrt(3)*e1_6*h1_14 + sqrt(3)*e1_7*h1_14 + 1/3*e1_11*h1_13 - 1/3
*e1_13*h1_11 + 1/2*e1_14),
4*(sqrt(3)*e1_11*h1_6 + 3/2*sqrt(3)*e1_11*h1_7 - 3/2*sqrt(3)*e1_14*h1_2 + 3/2*
sqrt(3)*e1_2*h1_14 - sqrt(3)*e1_6*h1_11 - 3/2*sqrt(3)*e1_7*h1_11 - 3/4*e1_11 - 9
/2*e1_12*h1_8 + 9/2*e1_8*h1_12),
2*(sqrt(3)*e1_10*h1_7 - 2*sqrt(3)*e1_12*h1_9 - sqrt(3)*e1_13*h1_8 - sqrt(3)*
e1_14*h1_5 + sqrt(3)*e1_5*h1_14 - sqrt(3)*e1_7*h1_10 + sqrt(3)*e1_8*h1_13 + 2*
sqrt(3)*e1_9*h1_12 - 3/2*e1_10),
4*(sqrt(3)*e1_4*h1_6 + 3/2*sqrt(3)*e1_4*h1_7 - sqrt(3)*e1_6*h1_4 - 3/2*sqrt(3)*
e1_7*h1_4 + 3/2*e1_1*h1_13 - 3/2*e1_13*h1_1 + 3/4*e1_4 + 3/2*e1_5*h1_9 - 3/2*
e1_9*h1_5),
6*(sqrt(3)*e1_1*h1_12 - sqrt(3)*e1_12*h1_1 - 1/3*sqrt(3)*e1_3*h1_7 + 2/3*sqrt(3)
*e1_5*h1_8 + 1/3*sqrt(3)*e1_7*h1_3 - 2/3*sqrt(3)*e1_8*h1_5 + e1_2*h1_9 - 1/2*
e1_3 - e1_9*h1_2),
2*(sqrt(3)*e1_1*h1_6 + 3*sqrt(3)*e1_1*h1_7 - sqrt(3)*e1_2*h1_4 - sqrt(3)*e1_3*
h1_5 + sqrt(3)*e1_4*h1_2 + sqrt(3)*e1_5*h1_3 - sqrt(3)*e1_6*h1_1 - 3*sqrt(3)*
e1_7*h1_1 + 3/2*e1_1),
6*(sqrt(3)*e3_10*h1_12 - sqrt(3)*e3_12*h1_10 - 1/3*sqrt(3)*e3_14*h1_6 - sqrt(3)*
e3_14*h1_7 + 1/3*sqrt(3)*e3_6*h1_14 + sqrt(3)*e3_7*h1_14 + 1/3*e3_11*h1_13 - 1/3
*e3_13*h1_11 + 1/2*e3_14),
4*(sqrt(3)*e3_11*h1_6 + 3/2*sqrt(3)*e3_11*h1_7 - 3/2*sqrt(3)*e3_14*h1_2 + 3/2*
sqrt(3)*e3_2*h1_14 - sqrt(3)*e3_6*h1_11 - 3/2*sqrt(3)*e3_7*h1_11 - 3/4*e3_11 - 9
/2*e3_12*h1_8 + 9/2*e3_8*h1_12),
2*(sqrt(3)*e3_10*h1_7 - 2*sqrt(3)*e3_12*h1_9 - sqrt(3)*e3_13*h1_8 - sqrt(3)*
e3_14*h1_5 + sqrt(3)*e3_5*h1_14 - sqrt(3)*e3_7*h1_10 + sqrt(3)*e3_8*h1_13 + 2*
sqrt(3)*e3_9*h1_12 - 3/2*e3_10),
4*(sqrt(3)*e3_4*h1_6 + 3/2*sqrt(3)*e3_4*h1_7 - sqrt(3)*e3_6*h1_4 - 3/2*sqrt(3)*
e3_7*h1_4 + 3/2*e3_1*h1_13 - 3/2*e3_13*h1_1 + 3/4*e3_4 + 3/2*e3_5*h1_9 - 3/2*
e3_9*h1_5),
6*(sqrt(3)*e3_1*h1_12 - sqrt(3)*e3_12*h1_1 - 1/3*sqrt(3)*e3_3*h1_7 + 2/3*sqrt(3)
*e3_5*h1_8 + 1/3*sqrt(3)*e3_7*h1_3 - 2/3*sqrt(3)*e3_8*h1_5 + e3_2*h1_9 - 1/2*
e3_3 - e3_9*h1_2),
2*(sqrt(3)*e3_1*h1_6 + 3*sqrt(3)*e3_1*h1_7 - sqrt(3)*e3_2*h1_4 - sqrt(3)*e3_3*
h1_5 + sqrt(3)*e3_4*h1_2 + sqrt(3)*e3_5*h1_3 - sqrt(3)*e3_6*h1_1 - 3*sqrt(3)*
e3_7*h1_1 + 3/2*e3_1),
6*(sqrt(3)*e4_10*h1_12 - sqrt(3)*e4_12*h1_10 - 1/3*sqrt(3)*e4_14*h1_6 - sqrt(3)*
e4_14*h1_7 + 1/3*sqrt(3)*e4_6*h1_14 + sqrt(3)*e4_7*h1_14 + 1/3*e4_11*h1_13 - 1/3
*e4_13*h1_11 + 1/2*e4_14),
4*(sqrt(3)*e4_11*h1_6 + 3/2*sqrt(3)*e4_11*h1_7 - 3/2*sqrt(3)*e4_14*h1_2 + 3/2*
sqrt(3)*e4_2*h1_14 - sqrt(3)*e4_6*h1_11 - 3/2*sqrt(3)*e4_7*h1_11 - 3/4*e4_11 - 9
/2*e4_12*h1_8 + 9/2*e4_8*h1_12),
2*(sqrt(3)*e4_10*h1_7 - 2*sqrt(3)*e4_12*h1_9 - sqrt(3)*e4_13*h1_8 - sqrt(3)*
e4_14*h1_5 + sqrt(3)*e4_5*h1_14 - sqrt(3)*e4_7*h1_10 + sqrt(3)*e4_8*h1_13 + 2*
sqrt(3)*e4_9*h1_12 - 3/2*e4_10),
4*(sqrt(3)*e4_4*h1_6 + 3/2*sqrt(3)*e4_4*h1_7 - sqrt(3)*e4_6*h1_4 - 3/2*sqrt(3)*
e4_7*h1_4 + 3/2*e4_1*h1_13 - 3/2*e4_13*h1_1 + 3/4*e4_4 + 3/2*e4_5*h1_9 - 3/2*
e4_9*h1_5),
6*(sqrt(3)*e4_1*h1_12 - sqrt(3)*e4_12*h1_1 - 1/3*sqrt(3)*e4_3*h1_7 + 2/3*sqrt(3)
*e4_5*h1_8 + 1/3*sqrt(3)*e4_7*h1_3 - 2/3*sqrt(3)*e4_8*h1_5 + e4_2*h1_9 - 1/2*
e4_3 - e4_9*h1_2),
2*(sqrt(3)*e4_1*h1_6 + 3*sqrt(3)*e4_1*h1_7 - sqrt(3)*e4_2*h1_4 - sqrt(3)*e4_3*
h1_5 + sqrt(3)*e4_4*h1_2 + sqrt(3)*e4_5*h1_3 - sqrt(3)*e4_6*h1_1 - 3*sqrt(3)*
e4_7*h1_1 + 3/2*e4_1),
6*(sqrt(3)*e5_10*h1_12 - sqrt(3)*e5_12*h1_10 - 1/3*sqrt(3)*e5_14*h1_6 - sqrt(3)*
e5_14*h1_7 + 1/3*sqrt(3)*e5_6*h1_14 + sqrt(3)*e5_7*h1_14 + 1/3*e5_11*h1_13 - 1/3
*e5_13*h1_11 + 1/2*e5_14),
4*(sqrt(3)*e5_11*h1_6 + 3/2*sqrt(3)*e5_11*h1_7 - 3/2*sqrt(3)*e5_14*h1_2 + 3/2*
sqrt(3)*e5_2*h1_14 - sqrt(3)*e5_6*h1_11 - 3/2*sqrt(3)*e5_7*h1_11 - 3/4*e5_11 - 9
/2*e5_12*h1_8 + 9/2*e5_8*h1_12),
2*(sqrt(3)*e5_10*h1_7 - 2*sqrt(3)*e5_12*h1_9 - sqrt(3)*e5_13*h1_8 - sqrt(3)*
e5_14*h1_5 + sqrt(3)*e5_5*h1_14 - sqrt(3)*e5_7*h1_10 + sqrt(3)*e5_8*h1_13 + 2*
sqrt(3)*e5_9*h1_12 - 3/2*e5_10),
4*(sqrt(3)*e5_4*h1_6 + 3/2*sqrt(3)*e5_4*h1_7 - sqrt(3)*e5_6*h1_4 - 3/2*sqrt(3)*
e5_7*h1_4 + 3/2*e5_1*h1_13 - 3/2*e5_13*h1_1 + 3/4*e5_4 + 3/2*e5_5*h1_9 - 3/2*
e5_9*h1_5),
6*(sqrt(3)*e5_1*h1_12 - sqrt(3)*e5_12*h1_1 - 1/3*sqrt(3)*e5_3*h1_7 + 2/3*sqrt(3)
*e5_5*h1_8 + 1/3*sqrt(3)*e5_7*h1_3 - 2/3*sqrt(3)*e5_8*h1_5 + e5_2*h1_9 - 1/2*
e5_3 - e5_9*h1_2),
2*(sqrt(3)*e5_1*h1_6 + 3*sqrt(3)*e5_1*h1_7 - sqrt(3)*e5_2*h1_4 - sqrt(3)*e5_3*
h1_5 + sqrt(3)*e5_4*h1_2 + sqrt(3)*e5_5*h1_3 - sqrt(3)*e5_6*h1_1 - 3*sqrt(3)*
e5_7*h1_1 + 3/2*e5_1),
3*(sqrt(3)*e6_10*h1_12 - sqrt(3)*e6_12*h1_10 - 1/3*sqrt(3)*e6_14*h1_6 - sqrt(3)*
e6_14*h1_7 + 1/3*sqrt(3)*e6_6*h1_14 + sqrt(3)*e6_7*h1_14 + 1/3*e6_11*h1_13 - 1/3
*e6_13*h1_11 + e6_14),
2*(sqrt(3)*e6_11*h1_6 + 3/2*sqrt(3)*e6_11*h1_7 - 3/2*sqrt(3)*e6_14*h1_2 + 3/2*
sqrt(3)*e6_2*h1_14 - sqrt(3)*e6_6*h1_11 - 3/2*sqrt(3)*e6_7*h1_11 - 3/2*e6_11 - 9
/2*e6_12*h1_8 + 9/2*e6_8*h1_12),
sqrt(3)*e6_10*h1_7 - 2*sqrt(3)*e6_12*h1_9 - sqrt(3)*e6_13*h1_8 - sqrt(3)*e6_14*
h1_5 + sqrt(3)*e6_5*h1_14 - sqrt(3)*e6_7*h1_10 + sqrt(3)*e6_8*h1_13 + 2*sqrt(3)*
e6_9*h1_12 - 3*e6_10,
2*(sqrt(3)*e6_4*h1_6 + 3/2*sqrt(3)*e6_4*h1_7 - sqrt(3)*e6_6*h1_4 - 3/2*sqrt(3)*
e6_7*h1_4 + 3/2*e6_1*h1_13 - 3/2*e6_13*h1_1 + 3/2*e6_4 + 3/2*e6_5*h1_9 - 3/2*
e6_9*h1_5),
3*(sqrt(3)*e6_1*h1_12 - sqrt(3)*e6_12*h1_1 - 1/3*sqrt(3)*e6_3*h1_7 + 2/3*sqrt(3)
*e6_5*h1_8 + 1/3*sqrt(3)*e6_7*h1_3 - 2/3*sqrt(3)*e6_8*h1_5 + e6_2*h1_9 - e6_3 - 
e6_9*h1_2),
sqrt(3)*e6_1*h1_6 + 3*sqrt(3)*e6_1*h1_7 - sqrt(3)*e6_2*h1_4 - sqrt(3)*e6_3*h1_5 
+ sqrt(3)*e6_4*h1_2 + sqrt(3)*e6_5*h1_3 - sqrt(3)*e6_6*h1_1 - 3*sqrt(3)*e6_7*
h1_1 + 3*e6_1,
6*(sqrt(3)*e7_10*h1_12 - sqrt(3)*e7_12*h1_10 - 1/3*sqrt(3)*e7_14*h1_6 - sqrt(3)*
e7_14*h1_7 + 1/3*sqrt(3)*e7_6*h1_14 + sqrt(3)*e7_7*h1_14 + 1/3*e7_11*h1_13 - 1/3
*e7_13*h1_11 - 1/2*e7_14),
4*(sqrt(3)*e7_11*h1_6 + 3/2*sqrt(3)*e7_11*h1_7 - 3/2*sqrt(3)*e7_14*h1_2 + 3/2*
sqrt(3)*e7_2*h1_14 - sqrt(3)*e7_6*h1_11 - 3/2*sqrt(3)*e7_7*h1_11 + 3/4*e7_11 - 9
/2*e7_12*h1_8 + 9/2*e7_8*h1_12),
2*(sqrt(3)*e7_10*h1_7 - 2*sqrt(3)*e7_12*h1_9 - sqrt(3)*e7_13*h1_8 - sqrt(3)*
e7_14*h1_5 + sqrt(3)*e7_5*h1_14 - sqrt(3)*e7_7*h1_10 + sqrt(3)*e7_8*h1_13 + 2*
sqrt(3)*e7_9*h1_12 + 3/2*e7_10),
4*(sqrt(3)*e7_4*h1_6 + 3/2*sqrt(3)*e7_4*h1_7 - sqrt(3)*e7_6*h1_4 - 3/2*sqrt(3)*
e7_7*h1_4 + 3/2*e7_1*h1_13 - 3/2*e7_13*h1_1 - 3/4*e7_4 + 3/2*e7_5*h1_9 - 3/2*
e7_9*h1_5),
6*(sqrt(3)*e7_1*h1_12 - sqrt(3)*e7_12*h1_1 - 1/3*sqrt(3)*e7_3*h1_7 + 2/3*sqrt(3)
*e7_5*h1_8 + 1/3*sqrt(3)*e7_7*h1_3 - 2/3*sqrt(3)*e7_8*h1_5 + e7_2*h1_9 + 1/2*
e7_3 - e7_9*h1_2),
2*(sqrt(3)*e7_1*h1_6 + 3*sqrt(3)*e7_1*h1_7 - sqrt(3)*e7_2*h1_4 - sqrt(3)*e7_3*
h1_5 + sqrt(3)*e7_4*h1_2 + sqrt(3)*e7_5*h1_3 - sqrt(3)*e7_6*h1_1 - 3*sqrt(3)*
e7_7*h1_1 - 3/2*e7_1),
6*(sqrt(3)*e9_10*h1_12 - sqrt(3)*e9_12*h1_10 - 1/3*sqrt(3)*e9_14*h1_6 - sqrt(3)*
e9_14*h1_7 + 1/3*sqrt(3)*e9_6*h1_14 + sqrt(3)*e9_7*h1_14 + 1/3*e9_11*h1_13 - 1/3
*e9_13*h1_11 - 1/2*e9_14),
4*(sqrt(3)*e9_11*h1_6 + 3/2*sqrt(3)*e9_11*h1_7 - 3/2*sqrt(3)*e9_14*h1_2 + 3/2*
sqrt(3)*e9_2*h1_14 - sqrt(3)*e9_6*h1_11 - 3/2*sqrt(3)*e9_7*h1_11 + 3/4*e9_11 - 9
/2*e9_12*h1_8 + 9/2*e9_8*h1_12),
2*(sqrt(3)*e9_10*h1_7 - 2*sqrt(3)*e9_12*h1_9 - sqrt(3)*e9_13*h1_8 - sqrt(3)*
e9_14*h1_5 + sqrt(3)*e9_5*h1_14 - sqrt(3)*e9_7*h1_10 + sqrt(3)*e9_8*h1_13 + 2*
sqrt(3)*e9_9*h1_12 + 3/2*e9_10),
4*(sqrt(3)*e9_4*h1_6 + 3/2*sqrt(3)*e9_4*h1_7 - sqrt(3)*e9_6*h1_4 - 3/2*sqrt(3)*
e9_7*h1_4 + 3/2*e9_1*h1_13 - 3/2*e9_13*h1_1 - 3/4*e9_4 + 3/2*e9_5*h1_9 - 3/2*
e9_9*h1_5),
6*(sqrt(3)*e9_1*h1_12 - sqrt(3)*e9_12*h1_1 - 1/3*sqrt(3)*e9_3*h1_7 + 2/3*sqrt(3)
*e9_5*h1_8 + 1/3*sqrt(3)*e9_7*h1_3 - 2/3*sqrt(3)*e9_8*h1_5 + e9_2*h1_9 + 1/2*
e9_3 - e9_9*h1_2),
2*(sqrt(3)*e9_1*h1_6 + 3*sqrt(3)*e9_1*h1_7 - sqrt(3)*e9_2*h1_4 - sqrt(3)*e9_3*
h1_5 + sqrt(3)*e9_4*h1_2 + sqrt(3)*e9_5*h1_3 - sqrt(3)*e9_6*h1_1 - 3*sqrt(3)*
e9_7*h1_1 - 3/2*e9_1),
6*(sqrt(3)*e10_10*h1_12 - sqrt(3)*e10_12*h1_10 - 1/3*sqrt(3)*e10_14*h1_6 - sqrt(
3)*e10_14*h1_7 + 1/3*sqrt(3)*e10_6*h1_14 + sqrt(3)*e10_7*h1_14 + 1/3*e10_11*
h1_13 - 1/3*e10_13*h1_11 - 1/2*e10_14),
4*(sqrt(3)*e10_11*h1_6 + 3/2*sqrt(3)*e10_11*h1_7 - 3/2*sqrt(3)*e10_14*h1_2 + 3/2
*sqrt(3)*e10_2*h1_14 - sqrt(3)*e10_6*h1_11 - 3/2*sqrt(3)*e10_7*h1_11 + 3/4*
e10_11 - 9/2*e10_12*h1_8 + 9/2*e10_8*h1_12),
2*(sqrt(3)*e10_10*h1_7 - 2*sqrt(3)*e10_12*h1_9 - sqrt(3)*e10_13*h1_8 - sqrt(3)*
e10_14*h1_5 + sqrt(3)*e10_5*h1_14 - sqrt(3)*e10_7*h1_10 + sqrt(3)*e10_8*h1_13 + 
2*sqrt(3)*e10_9*h1_12 + 3/2*e10_10),
4*(sqrt(3)*e10_4*h1_6 + 3/2*sqrt(3)*e10_4*h1_7 - sqrt(3)*e10_6*h1_4 - 3/2*sqrt(3
)*e10_7*h1_4 + 3/2*e10_1*h1_13 - 3/2*e10_13*h1_1 - 3/4*e10_4 + 3/2*e10_5*h1_9 - 
3/2*e10_9*h1_5),
6*(sqrt(3)*e10_1*h1_12 - sqrt(3)*e10_12*h1_1 - 1/3*sqrt(3)*e10_3*h1_7 + 2/3*sqrt
(3)*e10_5*h1_8 + 1/3*sqrt(3)*e10_7*h1_3 - 2/3*sqrt(3)*e10_8*h1_5 + e10_2*h1_9 + 
1/2*e10_3 - e10_9*h1_2),
2*(sqrt(3)*e10_1*h1_6 + 3*sqrt(3)*e10_1*h1_7 - sqrt(3)*e10_2*h1_4 - sqrt(3)*
e10_3*h1_5 + sqrt(3)*e10_4*h1_2 + sqrt(3)*e10_5*h1_3 - sqrt(3)*e10_6*h1_1 - 3*
sqrt(3)*e10_7*h1_1 - 3/2*e10_1),
6*(sqrt(3)*e11_10*h1_12 - sqrt(3)*e11_12*h1_10 - 1/3*sqrt(3)*e11_14*h1_6 - sqrt(
3)*e11_14*h1_7 + 1/3*sqrt(3)*e11_6*h1_14 + sqrt(3)*e11_7*h1_14 + 1/3*e11_11*
h1_13 - 1/3*e11_13*h1_11 - 1/2*e11_14),
4*(sqrt(3)*e11_11*h1_6 + 3/2*sqrt(3)*e11_11*h1_7 - 3/2*sqrt(3)*e11_14*h1_2 + 3/2
*sqrt(3)*e11_2*h1_14 - sqrt(3)*e11_6*h1_11 - 3/2*sqrt(3)*e11_7*h1_11 + 3/4*
e11_11 - 9/2*e11_12*h1_8 + 9/2*e11_8*h1_12),
2*(sqrt(3)*e11_10*h1_7 - 2*sqrt(3)*e11_12*h1_9 - sqrt(3)*e11_13*h1_8 - sqrt(3)*
e11_14*h1_5 + sqrt(3)*e11_5*h1_14 - sqrt(3)*e11_7*h1_10 + sqrt(3)*e11_8*h1_13 + 
2*sqrt(3)*e11_9*h1_12 + 3/2*e11_10),
4*(sqrt(3)*e11_4*h1_6 + 3/2*sqrt(3)*e11_4*h1_7 - sqrt(3)*e11_6*h1_4 - 3/2*sqrt(3
)*e11_7*h1_4 + 3/2*e11_1*h1_13 - 3/2*e11_13*h1_1 - 3/4*e11_4 + 3/2*e11_5*h1_9 - 
3/2*e11_9*h1_5),
6*(sqrt(3)*e11_1*h1_12 - sqrt(3)*e11_12*h1_1 - 1/3*sqrt(3)*e11_3*h1_7 + 2/3*sqrt
(3)*e11_5*h1_8 + 1/3*sqrt(3)*e11_7*h1_3 - 2/3*sqrt(3)*e11_8*h1_5 + e11_2*h1_9 + 
1/2*e11_3 - e11_9*h1_2),
2*(sqrt(3)*e11_1*h1_6 + 3*sqrt(3)*e11_1*h1_7 - sqrt(3)*e11_2*h1_4 - sqrt(3)*
e11_3*h1_5 + sqrt(3)*e11_4*h1_2 + sqrt(3)*e11_5*h1_3 - sqrt(3)*e11_6*h1_1 - 3*
sqrt(3)*e11_7*h1_1 - 3/2*e11_1),
3*(sqrt(3)*e12_10*h1_12 - sqrt(3)*e12_12*h1_10 - 1/3*sqrt(3)*e12_14*h1_6 - sqrt(
3)*e12_14*h1_7 + 1/3*sqrt(3)*e12_6*h1_14 + sqrt(3)*e12_7*h1_14 + 1/3*e12_11*
h1_13 - 1/3*e12_13*h1_11 - e12_14),
2*(sqrt(3)*e12_11*h1_6 + 3/2*sqrt(3)*e12_11*h1_7 - 3/2*sqrt(3)*e12_14*h1_2 + 3/2
*sqrt(3)*e12_2*h1_14 - sqrt(3)*e12_6*h1_11 - 3/2*sqrt(3)*e12_7*h1_11 + 3/2*
e12_11 - 9/2*e12_12*h1_8 + 9/2*e12_8*h1_12),
sqrt(3)*e12_10*h1_7 - 2*sqrt(3)*e12_12*h1_9 - sqrt(3)*e12_13*h1_8 - sqrt(3)*
e12_14*h1_5 + sqrt(3)*e12_5*h1_14 - sqrt(3)*e12_7*h1_10 + sqrt(3)*e12_8*h1_13 + 
2*sqrt(3)*e12_9*h1_12 + 3*e12_10,
2*(sqrt(3)*e12_4*h1_6 + 3/2*sqrt(3)*e12_4*h1_7 - sqrt(3)*e12_6*h1_4 - 3/2*sqrt(3
)*e12_7*h1_4 + 3/2*e12_1*h1_13 - 3/2*e12_13*h1_1 - 3/2*e12_4 + 3/2*e12_5*h1_9 - 
3/2*e12_9*h1_5),
3*(sqrt(3)*e12_1*h1_12 - sqrt(3)*e12_12*h1_1 - 1/3*sqrt(3)*e12_3*h1_7 + 2/3*sqrt
(3)*e12_5*h1_8 + 1/3*sqrt(3)*e12_7*h1_3 - 2/3*sqrt(3)*e12_8*h1_5 + e12_2*h1_9 + 
e12_3 - e12_9*h1_2),
sqrt(3)*e12_1*h1_6 + 3*sqrt(3)*e12_1*h1_7 - sqrt(3)*e12_2*h1_4 - sqrt(3)*e12_3*
h1_5 + sqrt(3)*e12_4*h1_2 + sqrt(3)*e12_5*h1_3 - sqrt(3)*e12_6*h1_1 - 3*sqrt(3)*
e12_7*h1_1 - 3*e12_1,
4*(sqrt(3)*e1_4*h2_6 + 3/2*sqrt(3)*e1_4*h2_7 - 3/4*sqrt(3)*e1_4 - sqrt(3)*e1_6*
h2_4 - 3/2*sqrt(3)*e1_7*h2_4 + 3/2*e1_1*h2_13 - 3/2*e1_13*h2_1 + 3/2*e1_5*h2_9 -
 3/2*e1_9*h2_5),
6*(sqrt(3)*e1_10*h2_12 - sqrt(3)*e1_12*h2_10 - 1/3*sqrt(3)*e1_14*h2_6 - sqrt(3)*
e1_14*h2_7 - 1/2*sqrt(3)*e1_14 + 1/3*sqrt(3)*e1_6*h2_14 + sqrt(3)*e1_7*h2_14 + 1
/3*e1_11*h2_13 - 1/3*e1_13*h2_11),
4*(sqrt(3)*e1_11*h2_6 + 3/2*sqrt(3)*e1_11*h2_7 + 3/4*sqrt(3)*e1_11 - 3/2*sqrt(3)
*e1_14*h2_2 + 3/2*sqrt(3)*e1_2*h2_14 - sqrt(3)*e1_6*h2_11 - 3/2*sqrt(3)*e1_7*
h2_11 - 9/2*e1_12*h2_8 + 9/2*e1_8*h2_12),
2*(e1_10*h2_7 + 3/2*e1_10 - 2*e1_12*h2_9 - e1_13*h2_8 - e1_14*h2_5 + e1_5*h2_14 
- e1_7*h2_10 + e1_8*h2_13 + 2*e1_9*h2_12),
6*(sqrt(3)*e1_1*h2_12 - sqrt(3)*e1_12*h2_1 - 1/3*sqrt(3)*e1_3*h2_7 + 1/2*sqrt(3)
*e1_3 + 2/3*sqrt(3)*e1_5*h2_8 + 1/3*sqrt(3)*e1_7*h2_3 - 2/3*sqrt(3)*e1_8*h2_5 + 
e1_2*h2_9 - e1_9*h2_2),
2*(e1_1*h2_6 + 3*e1_1*h2_7 - 3/2*e1_1 - e1_2*h2_4 - e1_3*h2_5 + e1_4*h2_2 + e1_5
*h2_3 - e1_6*h2_1 - 3*e1_7*h2_1),
2*(sqrt(3)*e2_4*h2_6 + 3/2*sqrt(3)*e2_4*h2_7 + 1/2*sqrt(3)*e2_4 - sqrt(3)*e2_6*
h2_4 - 3/2*sqrt(3)*e2_7*h2_4 + 3/2*e2_1*h2_13 - 3/2*e2_13*h2_1 + 3/2*e2_5*h2_9 -
 3/2*e2_9*h2_5),
3*(sqrt(3)*e2_10*h2_12 - sqrt(3)*e2_12*h2_10 - 1/3*sqrt(3)*e2_14*h2_6 - sqrt(3)*
e2_14*h2_7 + 1/3*sqrt(3)*e2_14 + 1/3*sqrt(3)*e2_6*h2_14 + sqrt(3)*e2_7*h2_14 + 1
/3*e2_11*h2_13 - 1/3*e2_13*h2_11),
2*(sqrt(3)*e2_11*h2_6 + 3/2*sqrt(3)*e2_11*h2_7 - 1/2*sqrt(3)*e2_11 - 3/2*sqrt(3)
*e2_14*h2_2 + 3/2*sqrt(3)*e2_2*h2_14 - sqrt(3)*e2_6*h2_11 - 3/2*sqrt(3)*e2_7*
h2_11 - 9/2*e2_12*h2_8 + 9/2*e2_8*h2_12),
e2_10*h2_7 - e2_10 - 2*e2_12*h2_9 - e2_13*h2_8 - e2_14*h2_5 + e2_5*h2_14 - e2_7*
h2_10 + e2_8*h2_13 + 2*e2_9*h2_12,
3*(sqrt(3)*e2_1*h2_12 - sqrt(3)*e2_12*h2_1 - 1/3*sqrt(3)*e2_3*h2_7 - 1/3*sqrt(3)
*e2_3 + 2/3*sqrt(3)*e2_5*h2_8 + 1/3*sqrt(3)*e2_7*h2_3 - 2/3*sqrt(3)*e2_8*h2_5 + 
e2_2*h2_9 - e2_9*h2_2),
e2_1*h2_6 + 3*e2_1*h2_7 + e2_1 - e2_2*h2_4 - e2_3*h2_5 + e2_4*h2_2 + e2_5*h2_3 -
 e2_6*h2_1 - 3*e2_7*h2_1,
4*(sqrt(3)*e3_4*h2_6 + 3/2*sqrt(3)*e3_4*h2_7 - 1/4*sqrt(3)*e3_4 - sqrt(3)*e3_6*
h2_4 - 3/2*sqrt(3)*e3_7*h2_4 + 3/2*e3_1*h2_13 - 3/2*e3_13*h2_1 + 3/2*e3_5*h2_9 -
 3/2*e3_9*h2_5),
6*(sqrt(3)*e3_10*h2_12 - sqrt(3)*e3_12*h2_10 - 1/3*sqrt(3)*e3_14*h2_6 - sqrt(3)*
e3_14*h2_7 - 1/6*sqrt(3)*e3_14 + 1/3*sqrt(3)*e3_6*h2_14 + sqrt(3)*e3_7*h2_14 + 1
/3*e3_11*h2_13 - 1/3*e3_13*h2_11),
4*(sqrt(3)*e3_11*h2_6 + 3/2*sqrt(3)*e3_11*h2_7 + 1/4*sqrt(3)*e3_11 - 3/2*sqrt(3)
*e3_14*h2_2 + 3/2*sqrt(3)*e3_2*h2_14 - sqrt(3)*e3_6*h2_11 - 3/2*sqrt(3)*e3_7*
h2_11 - 9/2*e3_12*h2_8 + 9/2*e3_8*h2_12),
2*(e3_10*h2_7 + 1/2*e3_10 - 2*e3_12*h2_9 - e3_13*h2_8 - e3_14*h2_5 + e3_5*h2_14 
- e3_7*h2_10 + e3_8*h2_13 + 2*e3_9*h2_12),
6*(sqrt(3)*e3_1*h2_12 - sqrt(3)*e3_12*h2_1 - 1/3*sqrt(3)*e3_3*h2_7 + 1/6*sqrt(3)
*e3_3 + 2/3*sqrt(3)*e3_5*h2_8 + 1/3*sqrt(3)*e3_7*h2_3 - 2/3*sqrt(3)*e3_8*h2_5 + 
e3_2*h2_9 - e3_9*h2_2),
2*(e3_1*h2_6 + 3*e3_1*h2_7 - 1/2*e3_1 - e3_2*h2_4 - e3_3*h2_5 + e3_4*h2_2 + e3_5
*h2_3 - e3_6*h2_1 - 3*e3_7*h2_1),
4*(sqrt(3)*e4_4*h2_6 + 3/2*sqrt(3)*e4_4*h2_7 + 1/4*sqrt(3)*e4_4 - sqrt(3)*e4_6*
h2_4 - 3/2*sqrt(3)*e4_7*h2_4 + 3/2*e4_1*h2_13 - 3/2*e4_13*h2_1 + 3/2*e4_5*h2_9 -
 3/2*e4_9*h2_5),
6*(sqrt(3)*e4_10*h2_12 - sqrt(3)*e4_12*h2_10 - 1/3*sqrt(3)*e4_14*h2_6 - sqrt(3)*
e4_14*h2_7 + 1/6*sqrt(3)*e4_14 + 1/3*sqrt(3)*e4_6*h2_14 + sqrt(3)*e4_7*h2_14 + 1
/3*e4_11*h2_13 - 1/3*e4_13*h2_11),
4*(sqrt(3)*e4_11*h2_6 + 3/2*sqrt(3)*e4_11*h2_7 - 1/4*sqrt(3)*e4_11 - 3/2*sqrt(3)
*e4_14*h2_2 + 3/2*sqrt(3)*e4_2*h2_14 - sqrt(3)*e4_6*h2_11 - 3/2*sqrt(3)*e4_7*
h2_11 - 9/2*e4_12*h2_8 + 9/2*e4_8*h2_12),
2*(e4_10*h2_7 - 1/2*e4_10 - 2*e4_12*h2_9 - e4_13*h2_8 - e4_14*h2_5 + e4_5*h2_14 
- e4_7*h2_10 + e4_8*h2_13 + 2*e4_9*h2_12),
6*(sqrt(3)*e4_1*h2_12 - sqrt(3)*e4_12*h2_1 - 1/3*sqrt(3)*e4_3*h2_7 - 1/6*sqrt(3)
*e4_3 + 2/3*sqrt(3)*e4_5*h2_8 + 1/3*sqrt(3)*e4_7*h2_3 - 2/3*sqrt(3)*e4_8*h2_5 + 
e4_2*h2_9 - e4_9*h2_2),
2*(e4_1*h2_6 + 3*e4_1*h2_7 + 1/2*e4_1 - e4_2*h2_4 - e4_3*h2_5 + e4_4*h2_2 + e4_5
*h2_3 - e4_6*h2_1 - 3*e4_7*h2_1),
4*(sqrt(3)*e5_4*h2_6 + 3/2*sqrt(3)*e5_4*h2_7 + 3/4*sqrt(3)*e5_4 - sqrt(3)*e5_6*
h2_4 - 3/2*sqrt(3)*e5_7*h2_4 + 3/2*e5_1*h2_13 - 3/2*e5_13*h2_1 + 3/2*e5_5*h2_9 -
 3/2*e5_9*h2_5),
6*(sqrt(3)*e5_10*h2_12 - sqrt(3)*e5_12*h2_10 - 1/3*sqrt(3)*e5_14*h2_6 - sqrt(3)*
e5_14*h2_7 + 1/2*sqrt(3)*e5_14 + 1/3*sqrt(3)*e5_6*h2_14 + sqrt(3)*e5_7*h2_14 + 1
/3*e5_11*h2_13 - 1/3*e5_13*h2_11),
4*(sqrt(3)*e5_11*h2_6 + 3/2*sqrt(3)*e5_11*h2_7 - 3/4*sqrt(3)*e5_11 - 3/2*sqrt(3)
*e5_14*h2_2 + 3/2*sqrt(3)*e5_2*h2_14 - sqrt(3)*e5_6*h2_11 - 3/2*sqrt(3)*e5_7*
h2_11 - 9/2*e5_12*h2_8 + 9/2*e5_8*h2_12),
2*(e5_10*h2_7 - 3/2*e5_10 - 2*e5_12*h2_9 - e5_13*h2_8 - e5_14*h2_5 + e5_5*h2_14 
- e5_7*h2_10 + e5_8*h2_13 + 2*e5_9*h2_12),
6*(sqrt(3)*e5_1*h2_12 - sqrt(3)*e5_12*h2_1 - 1/3*sqrt(3)*e5_3*h2_7 - 1/2*sqrt(3)
*e5_3 + 2/3*sqrt(3)*e5_5*h2_8 + 1/3*sqrt(3)*e5_7*h2_3 - 2/3*sqrt(3)*e5_8*h2_5 + 
e5_2*h2_9 - e5_9*h2_2),
2*(e5_1*h2_6 + 3*e5_1*h2_7 + 3/2*e5_1 - e5_2*h2_4 - e5_3*h2_5 + e5_4*h2_2 + e5_5
*h2_3 - e5_6*h2_1 - 3*e5_7*h2_1),
4*(sqrt(3)*e7_4*h2_6 + 3/2*sqrt(3)*e7_4*h2_7 + 3/4*sqrt(3)*e7_4 - sqrt(3)*e7_6*
h2_4 - 3/2*sqrt(3)*e7_7*h2_4 + 3/2*e7_1*h2_13 - 3/2*e7_13*h2_1 + 3/2*e7_5*h2_9 -
 3/2*e7_9*h2_5),
6*(sqrt(3)*e7_10*h2_12 - sqrt(3)*e7_12*h2_10 - 1/3*sqrt(3)*e7_14*h2_6 - sqrt(3)*
e7_14*h2_7 + 1/2*sqrt(3)*e7_14 + 1/3*sqrt(3)*e7_6*h2_14 + sqrt(3)*e7_7*h2_14 + 1
/3*e7_11*h2_13 - 1/3*e7_13*h2_11),
4*(sqrt(3)*e7_11*h2_6 + 3/2*sqrt(3)*e7_11*h2_7 - 3/4*sqrt(3)*e7_11 - 3/2*sqrt(3)
*e7_14*h2_2 + 3/2*sqrt(3)*e7_2*h2_14 - sqrt(3)*e7_6*h2_11 - 3/2*sqrt(3)*e7_7*
h2_11 - 9/2*e7_12*h2_8 + 9/2*e7_8*h2_12),
2*(e7_10*h2_7 - 3/2*e7_10 - 2*e7_12*h2_9 - e7_13*h2_8 - e7_14*h2_5 + e7_5*h2_14 
- e7_7*h2_10 + e7_8*h2_13 + 2*e7_9*h2_12),
6*(sqrt(3)*e7_1*h2_12 - sqrt(3)*e7_12*h2_1 - 1/3*sqrt(3)*e7_3*h2_7 - 1/2*sqrt(3)
*e7_3 + 2/3*sqrt(3)*e7_5*h2_8 + 1/3*sqrt(3)*e7_7*h2_3 - 2/3*sqrt(3)*e7_8*h2_5 + 
e7_2*h2_9 - e7_9*h2_2),
2*(e7_1*h2_6 + 3*e7_1*h2_7 + 3/2*e7_1 - e7_2*h2_4 - e7_3*h2_5 + e7_4*h2_2 + e7_5
*h2_3 - e7_6*h2_1 - 3*e7_7*h2_1),
2*(sqrt(3)*e8_4*h2_6 + 3/2*sqrt(3)*e8_4*h2_7 - 1/2*sqrt(3)*e8_4 - sqrt(3)*e8_6*
h2_4 - 3/2*sqrt(3)*e8_7*h2_4 + 3/2*e8_1*h2_13 - 3/2*e8_13*h2_1 + 3/2*e8_5*h2_9 -
 3/2*e8_9*h2_5),
3*(sqrt(3)*e8_10*h2_12 - sqrt(3)*e8_12*h2_10 - 1/3*sqrt(3)*e8_14*h2_6 - sqrt(3)*
e8_14*h2_7 - 1/3*sqrt(3)*e8_14 + 1/3*sqrt(3)*e8_6*h2_14 + sqrt(3)*e8_7*h2_14 + 1
/3*e8_11*h2_13 - 1/3*e8_13*h2_11),
2*(sqrt(3)*e8_11*h2_6 + 3/2*sqrt(3)*e8_11*h2_7 + 1/2*sqrt(3)*e8_11 - 3/2*sqrt(3)
*e8_14*h2_2 + 3/2*sqrt(3)*e8_2*h2_14 - sqrt(3)*e8_6*h2_11 - 3/2*sqrt(3)*e8_7*
h2_11 - 9/2*e8_12*h2_8 + 9/2*e8_8*h2_12),
e8_10*h2_7 + e8_10 - 2*e8_12*h2_9 - e8_13*h2_8 - e8_14*h2_5 + e8_5*h2_14 - e8_7*
h2_10 + e8_8*h2_13 + 2*e8_9*h2_12,
3*(sqrt(3)*e8_1*h2_12 - sqrt(3)*e8_12*h2_1 - 1/3*sqrt(3)*e8_3*h2_7 + 1/3*sqrt(3)
*e8_3 + 2/3*sqrt(3)*e8_5*h2_8 + 1/3*sqrt(3)*e8_7*h2_3 - 2/3*sqrt(3)*e8_8*h2_5 + 
e8_2*h2_9 - e8_9*h2_2),
e8_1*h2_6 + 3*e8_1*h2_7 - e8_1 - e8_2*h2_4 - e8_3*h2_5 + e8_4*h2_2 + e8_5*h2_3 -
 e8_6*h2_1 - 3*e8_7*h2_1,
4*(sqrt(3)*e9_4*h2_6 + 3/2*sqrt(3)*e9_4*h2_7 + 1/4*sqrt(3)*e9_4 - sqrt(3)*e9_6*
h2_4 - 3/2*sqrt(3)*e9_7*h2_4 + 3/2*e9_1*h2_13 - 3/2*e9_13*h2_1 + 3/2*e9_5*h2_9 -
 3/2*e9_9*h2_5),
6*(sqrt(3)*e9_10*h2_12 - sqrt(3)*e9_12*h2_10 - 1/3*sqrt(3)*e9_14*h2_6 - sqrt(3)*
e9_14*h2_7 + 1/6*sqrt(3)*e9_14 + 1/3*sqrt(3)*e9_6*h2_14 + sqrt(3)*e9_7*h2_14 + 1
/3*e9_11*h2_13 - 1/3*e9_13*h2_11),
4*(sqrt(3)*e9_11*h2_6 + 3/2*sqrt(3)*e9_11*h2_7 - 1/4*sqrt(3)*e9_11 - 3/2*sqrt(3)
*e9_14*h2_2 + 3/2*sqrt(3)*e9_2*h2_14 - sqrt(3)*e9_6*h2_11 - 3/2*sqrt(3)*e9_7*
h2_11 - 9/2*e9_12*h2_8 + 9/2*e9_8*h2_12),
2*(e9_10*h2_7 - 1/2*e9_10 - 2*e9_12*h2_9 - e9_13*h2_8 - e9_14*h2_5 + e9_5*h2_14 
- e9_7*h2_10 + e9_8*h2_13 + 2*e9_9*h2_12),
6*(sqrt(3)*e9_1*h2_12 - sqrt(3)*e9_12*h2_1 - 1/3*sqrt(3)*e9_3*h2_7 - 1/6*sqrt(3)
*e9_3 + 2/3*sqrt(3)*e9_5*h2_8 + 1/3*sqrt(3)*e9_7*h2_3 - 2/3*sqrt(3)*e9_8*h2_5 + 
e9_2*h2_9 - e9_9*h2_2),
2*(e9_1*h2_6 + 3*e9_1*h2_7 + 1/2*e9_1 - e9_2*h2_4 - e9_3*h2_5 + e9_4*h2_2 + e9_5
*h2_3 - e9_6*h2_1 - 3*e9_7*h2_1),
4*(sqrt(3)*e10_4*h2_6 + 3/2*sqrt(3)*e10_4*h2_7 - 1/4*sqrt(3)*e10_4 - sqrt(3)*
e10_6*h2_4 - 3/2*sqrt(3)*e10_7*h2_4 + 3/2*e10_1*h2_13 - 3/2*e10_13*h2_1 + 3/2*
e10_5*h2_9 - 3/2*e10_9*h2_5),
6*(sqrt(3)*e10_10*h2_12 - sqrt(3)*e10_12*h2_10 - 1/3*sqrt(3)*e10_14*h2_6 - sqrt(
3)*e10_14*h2_7 - 1/6*sqrt(3)*e10_14 + 1/3*sqrt(3)*e10_6*h2_14 + sqrt(3)*e10_7*
h2_14 + 1/3*e10_11*h2_13 - 1/3*e10_13*h2_11),
4*(sqrt(3)*e10_11*h2_6 + 3/2*sqrt(3)*e10_11*h2_7 + 1/4*sqrt(3)*e10_11 - 3/2*sqrt
(3)*e10_14*h2_2 + 3/2*sqrt(3)*e10_2*h2_14 - sqrt(3)*e10_6*h2_11 - 3/2*sqrt(3)*
e10_7*h2_11 - 9/2*e10_12*h2_8 + 9/2*e10_8*h2_12),
2*(e10_10*h2_7 + 1/2*e10_10 - 2*e10_12*h2_9 - e10_13*h2_8 - e10_14*h2_5 + e10_5*
h2_14 - e10_7*h2_10 + e10_8*h2_13 + 2*e10_9*h2_12),
6*(sqrt(3)*e10_1*h2_12 - sqrt(3)*e10_12*h2_1 - 1/3*sqrt(3)*e10_3*h2_7 + 1/6*sqrt
(3)*e10_3 + 2/3*sqrt(3)*e10_5*h2_8 + 1/3*sqrt(3)*e10_7*h2_3 - 2/3*sqrt(3)*e10_8*
h2_5 + e10_2*h2_9 - e10_9*h2_2),
2*(e10_1*h2_6 + 3*e10_1*h2_7 - 1/2*e10_1 - e10_2*h2_4 - e10_3*h2_5 + e10_4*h2_2 
+ e10_5*h2_3 - e10_6*h2_1 - 3*e10_7*h2_1),
4*(sqrt(3)*e11_4*h2_6 + 3/2*sqrt(3)*e11_4*h2_7 - 3/4*sqrt(3)*e11_4 - sqrt(3)*
e11_6*h2_4 - 3/2*sqrt(3)*e11_7*h2_4 + 3/2*e11_1*h2_13 - 3/2*e11_13*h2_1 + 3/2*
e11_5*h2_9 - 3/2*e11_9*h2_5),
6*(sqrt(3)*e11_10*h2_12 - sqrt(3)*e11_12*h2_10 - 1/3*sqrt(3)*e11_14*h2_6 - sqrt(
3)*e11_14*h2_7 - 1/2*sqrt(3)*e11_14 + 1/3*sqrt(3)*e11_6*h2_14 + sqrt(3)*e11_7*
h2_14 + 1/3*e11_11*h2_13 - 1/3*e11_13*h2_11),
4*(sqrt(3)*e11_11*h2_6 + 3/2*sqrt(3)*e11_11*h2_7 + 3/4*sqrt(3)*e11_11 - 3/2*sqrt
(3)*e11_14*h2_2 + 3/2*sqrt(3)*e11_2*h2_14 - sqrt(3)*e11_6*h2_11 - 3/2*sqrt(3)*
e11_7*h2_11 - 9/2*e11_12*h2_8 + 9/2*e11_8*h2_12),
2*(e11_10*h2_7 + 3/2*e11_10 - 2*e11_12*h2_9 - e11_13*h2_8 - e11_14*h2_5 + e11_5*
h2_14 - e11_7*h2_10 + e11_8*h2_13 + 2*e11_9*h2_12),
6*(sqrt(3)*e11_1*h2_12 - sqrt(3)*e11_12*h2_1 - 1/3*sqrt(3)*e11_3*h2_7 + 1/2*sqrt
(3)*e11_3 + 2/3*sqrt(3)*e11_5*h2_8 + 1/3*sqrt(3)*e11_7*h2_3 - 2/3*sqrt(3)*e11_8*
h2_5 + e11_2*h2_9 - e11_9*h2_2),
2*(e11_1*h2_6 + 3*e11_1*h2_7 - 3/2*e11_1 - e11_2*h2_4 - e11_3*h2_5 + e11_4*h2_2 
+ e11_5*h2_3 - e11_6*h2_1 - 3*e11_7*h2_1),
2*(sqrt(3)*e2_4*e8_6 + 3/2*sqrt(3)*e2_4*e8_7 - sqrt(3)*e2_6*e8_4 - 3/2*sqrt(3)*
e2_7*e8_4 - 1/2*sqrt(3)*h2_4 + 3/2*e2_1*e8_13 - 3/2*e2_13*e8_1 + 3/2*e2_5*e8_9 -
 3/2*e2_9*e8_5),
3*(sqrt(3)*e2_10*e8_12 - sqrt(3)*e2_12*e8_10 - 1/3*sqrt(3)*e2_14*e8_6 - sqrt(3)*
e2_14*e8_7 + 1/3*sqrt(3)*e2_6*e8_14 + sqrt(3)*e2_7*e8_14 - 1/3*sqrt(3)*h2_14 + 1
/3*e2_11*e8_13 - 1/3*e2_13*e8_11),
2*(sqrt(3)*e2_11*e8_6 + 3/2*sqrt(3)*e2_11*e8_7 - 3/2*sqrt(3)*e2_14*e8_2 + 3/2*
sqrt(3)*e2_2*e8_14 - sqrt(3)*e2_6*e8_11 - 3/2*sqrt(3)*e2_7*e8_11 + 1/2*sqrt(3)*
h2_11 - 9/2*e2_12*e8_8 + 9/2*e2_8*e8_12),
e2_10*e8_7 - 2*e2_12*e8_9 - e2_13*e8_8 - e2_14*e8_5 + e2_5*e8_14 - e2_7*e8_10 + 
e2_8*e8_13 + 2*e2_9*e8_12 + h2_10,
3*(sqrt(3)*e2_1*e8_12 - sqrt(3)*e2_12*e8_1 - 1/3*sqrt(3)*e2_3*e8_7 + 2/3*sqrt(3)
*e2_5*e8_8 + 1/3*sqrt(3)*e2_7*e8_3 - 2/3*sqrt(3)*e2_8*e8_5 + 1/3*sqrt(3)*h2_3 + 
e2_2*e8_9 - e2_9*e8_2),
e2_1*e8_6 + 3*e2_1*e8_7 - e2_2*e8_4 - e2_3*e8_5 + e2_4*e8_2 + e2_5*e8_3 - e2_6*
e8_1 - 3*e2_7*e8_1 - h2_1,
3*(sqrt(3)*e12_10*e6_12 - sqrt(3)*e12_12*e6_10 - 1/3*sqrt(3)*e12_14*e6_6 - sqrt(
3)*e12_14*e6_7 + 1/3*sqrt(3)*e12_6*e6_14 + sqrt(3)*e12_7*e6_14 + 1/3*e12_11*
e6_13 - 1/3*e12_13*e6_11 + h1_14),
2*(sqrt(3)*e12_11*e6_6 + 3/2*sqrt(3)*e12_11*e6_7 - 3/2*sqrt(3)*e12_14*e6_2 + 3/2
*sqrt(3)*e12_2*e6_14 - sqrt(3)*e12_6*e6_11 - 3/2*sqrt(3)*e12_7*e6_11 - 9/2*
e12_12*e6_8 + 9/2*e12_8*e6_12 - 3/2*h1_11),
sqrt(3)*e12_10*e6_7 - 2*sqrt(3)*e12_12*e6_9 - sqrt(3)*e12_13*e6_8 - sqrt(3)*
e12_14*e6_5 + sqrt(3)*e12_5*e6_14 - sqrt(3)*e12_7*e6_10 + sqrt(3)*e12_8*e6_13 + 
2*sqrt(3)*e12_9*e6_12 - 3*h1_10,
2*(sqrt(3)*e12_4*e6_6 + 3/2*sqrt(3)*e12_4*e6_7 - sqrt(3)*e12_6*e6_4 - 3/2*sqrt(3
)*e12_7*e6_4 + 3/2*e12_1*e6_13 - 3/2*e12_13*e6_1 + 3/2*e12_5*e6_9 - 3/2*e12_9*
e6_5 + 3/2*h1_4),
3*(sqrt(3)*e12_1*e6_12 - sqrt(3)*e12_12*e6_1 - 1/3*sqrt(3)*e12_3*e6_7 + 2/3*sqrt
(3)*e12_5*e6_8 + 1/3*sqrt(3)*e12_7*e6_3 - 2/3*sqrt(3)*e12_8*e6_5 + e12_2*e6_9 - 
e12_9*e6_2 - h1_3),
sqrt(3)*e12_1*e6_6 + 3*sqrt(3)*e12_1*e6_7 - sqrt(3)*e12_2*e6_4 - sqrt(3)*e12_3*
e6_5 + sqrt(3)*e12_4*e6_2 + sqrt(3)*e12_5*e6_3 - sqrt(3)*e12_6*e6_1 - 3*sqrt(3)*
e12_7*e6_1 + 3*h1_1,
6*(sqrt(3)*e1_10*e7_12 - sqrt(3)*e1_12*e7_10 - 1/3*sqrt(3)*e1_14*e7_6 - sqrt(3)*
e1_14*e7_7 + 1/3*sqrt(3)*e1_6*e7_14 + sqrt(3)*e1_7*e7_14 + 1/2*sqrt(3)*h2_14 + 1
/3*e1_11*e7_13 - 1/3*e1_13*e7_11 - 1/2*h1_14),
4*(sqrt(3)*e1_11*e7_6 + 3/2*sqrt(3)*e1_11*e7_7 - 3/2*sqrt(3)*e1_14*e7_2 + 3/2*
sqrt(3)*e1_2*e7_14 - sqrt(3)*e1_6*e7_11 - 3/2*sqrt(3)*e1_7*e7_11 - 3/4*sqrt(3)*
h2_11 - 9/2*e1_12*e7_8 + 9/2*e1_8*e7_12 + 3/4*h1_11),
2*(sqrt(3)*e1_10*e7_7 - 2*sqrt(3)*e1_12*e7_9 - sqrt(3)*e1_13*e7_8 - sqrt(3)*
e1_14*e7_5 + sqrt(3)*e1_5*e7_14 - sqrt(3)*e1_7*e7_10 + sqrt(3)*e1_8*e7_13 + 2*
sqrt(3)*e1_9*e7_12 - 3/2*sqrt(3)*h2_10 + 3/2*h1_10),
4*(sqrt(3)*e1_4*e7_6 + 3/2*sqrt(3)*e1_4*e7_7 - sqrt(3)*e1_6*e7_4 - 3/2*sqrt(3)*
e1_7*e7_4 + 3/4*sqrt(3)*h2_4 + 3/2*e1_1*e7_13 - 3/2*e1_13*e7_1 + 3/2*e1_5*e7_9 -
 3/2*e1_9*e7_5 - 3/4*h1_4),
6*(sqrt(3)*e1_1*e7_12 - sqrt(3)*e1_12*e7_1 - 1/3*sqrt(3)*e1_3*e7_7 + 2/3*sqrt(3)
*e1_5*e7_8 + 1/3*sqrt(3)*e1_7*e7_3 - 2/3*sqrt(3)*e1_8*e7_5 - 1/2*sqrt(3)*h2_3 + 
e1_2*e7_9 - e1_9*e7_2 + 1/2*h1_3),
2*(sqrt(3)*e1_1*e7_6 + 3*sqrt(3)*e1_1*e7_7 - sqrt(3)*e1_2*e7_4 - sqrt(3)*e1_3*
e7_5 + sqrt(3)*e1_4*e7_2 + sqrt(3)*e1_5*e7_3 - sqrt(3)*e1_6*e7_1 - 3*sqrt(3)*
e1_7*e7_1 + 3/2*sqrt(3)*h2_1 - 3/2*h1_1),
6*(sqrt(3)*e3_10*e9_12 - sqrt(3)*e3_12*e9_10 - 1/3*sqrt(3)*e3_14*e9_6 - sqrt(3)*
e3_14*e9_7 + 1/3*sqrt(3)*e3_6*e9_14 + sqrt(3)*e3_7*e9_14 + 1/6*sqrt(3)*h2_14 + 1
/3*e3_11*e9_13 - 1/3*e3_13*e9_11 - 1/2*h1_14),
4*(sqrt(3)*e3_11*e9_6 + 3/2*sqrt(3)*e3_11*e9_7 - 3/2*sqrt(3)*e3_14*e9_2 + 3/2*
sqrt(3)*e3_2*e9_14 - sqrt(3)*e3_6*e9_11 - 3/2*sqrt(3)*e3_7*e9_11 - 1/4*sqrt(3)*
h2_11 - 9/2*e3_12*e9_8 + 9/2*e3_8*e9_12 + 3/4*h1_11),
2*(sqrt(3)*e3_10*e9_7 - 2*sqrt(3)*e3_12*e9_9 - sqrt(3)*e3_13*e9_8 - sqrt(3)*
e3_14*e9_5 + sqrt(3)*e3_5*e9_14 - sqrt(3)*e3_7*e9_10 + sqrt(3)*e3_8*e9_13 + 2*
sqrt(3)*e3_9*e9_12 - 1/2*sqrt(3)*h2_10 + 3/2*h1_10),
4*(sqrt(3)*e3_4*e9_6 + 3/2*sqrt(3)*e3_4*e9_7 - sqrt(3)*e3_6*e9_4 - 3/2*sqrt(3)*
e3_7*e9_4 + 1/4*sqrt(3)*h2_4 + 3/2*e3_1*e9_13 - 3/2*e3_13*e9_1 + 3/2*e3_5*e9_9 -
 3/2*e3_9*e9_5 - 3/4*h1_4),
6*(sqrt(3)*e3_1*e9_12 - sqrt(3)*e3_12*e9_1 - 1/3*sqrt(3)*e3_3*e9_7 + 2/3*sqrt(3)
*e3_5*e9_8 + 1/3*sqrt(3)*e3_7*e9_3 - 2/3*sqrt(3)*e3_8*e9_5 - 1/6*sqrt(3)*h2_3 + 
e3_2*e9_9 - e3_9*e9_2 + 1/2*h1_3),
2*(sqrt(3)*e3_1*e9_6 + 3*sqrt(3)*e3_1*e9_7 - sqrt(3)*e3_2*e9_4 - sqrt(3)*e3_3*
e9_5 + sqrt(3)*e3_4*e9_2 + sqrt(3)*e3_5*e9_3 - sqrt(3)*e3_6*e9_1 - 3*sqrt(3)*
e3_7*e9_1 + 1/2*sqrt(3)*h2_1 - 3/2*h1_1),
6*(sqrt(3)*e10_10*e4_12 - sqrt(3)*e10_12*e4_10 - 1/3*sqrt(3)*e10_14*e4_6 - sqrt(
3)*e10_14*e4_7 + 1/3*sqrt(3)*e10_6*e4_14 + sqrt(3)*e10_7*e4_14 + 1/6*sqrt(3)*
h2_14 + 1/3*e10_11*e4_13 - 1/3*e10_13*e4_11 + 1/2*h1_14),
4*(sqrt(3)*e10_11*e4_6 + 3/2*sqrt(3)*e10_11*e4_7 - 3/2*sqrt(3)*e10_14*e4_2 + 3/2
*sqrt(3)*e10_2*e4_14 - sqrt(3)*e10_6*e4_11 - 3/2*sqrt(3)*e10_7*e4_11 - 1/4*sqrt(
3)*h2_11 - 9/2*e10_12*e4_8 + 9/2*e10_8*e4_12 - 3/4*h1_11),
2*(sqrt(3)*e10_10*e4_7 - 2*sqrt(3)*e10_12*e4_9 - sqrt(3)*e10_13*e4_8 - sqrt(3)*
e10_14*e4_5 + sqrt(3)*e10_5*e4_14 - sqrt(3)*e10_7*e4_10 + sqrt(3)*e10_8*e4_13 + 
2*sqrt(3)*e10_9*e4_12 - 1/2*sqrt(3)*h2_10 - 3/2*h1_10),
4*(sqrt(3)*e10_4*e4_6 + 3/2*sqrt(3)*e10_4*e4_7 - sqrt(3)*e10_6*e4_4 - 3/2*sqrt(3
)*e10_7*e4_4 + 1/4*sqrt(3)*h2_4 + 3/2*e10_1*e4_13 - 3/2*e10_13*e4_1 + 3/2*e10_5*
e4_9 - 3/2*e10_9*e4_5 + 3/4*h1_4),
6*(sqrt(3)*e10_1*e4_12 - sqrt(3)*e10_12*e4_1 - 1/3*sqrt(3)*e10_3*e4_7 + 2/3*sqrt
(3)*e10_5*e4_8 + 1/3*sqrt(3)*e10_7*e4_3 - 2/3*sqrt(3)*e10_8*e4_5 - 1/6*sqrt(3)*
h2_3 + e10_2*e4_9 - e10_9*e4_2 - 1/2*h1_3),
2*(sqrt(3)*e10_1*e4_6 + 3*sqrt(3)*e10_1*e4_7 - sqrt(3)*e10_2*e4_4 - sqrt(3)*
e10_3*e4_5 + sqrt(3)*e10_4*e4_2 + sqrt(3)*e10_5*e4_3 - sqrt(3)*e10_6*e4_1 - 3*
sqrt(3)*e10_7*e4_1 + 1/2*sqrt(3)*h2_1 + 3/2*h1_1),
6*(sqrt(3)*e11_10*e5_12 - sqrt(3)*e11_12*e5_10 - 1/3*sqrt(3)*e11_14*e5_6 - sqrt(
3)*e11_14*e5_7 + 1/3*sqrt(3)*e11_6*e5_14 + sqrt(3)*e11_7*e5_14 + 1/2*sqrt(3)*
h2_14 + 1/3*e11_11*e5_13 - 1/3*e11_13*e5_11 + 1/2*h1_14),
4*(sqrt(3)*e11_11*e5_6 + 3/2*sqrt(3)*e11_11*e5_7 - 3/2*sqrt(3)*e11_14*e5_2 + 3/2
*sqrt(3)*e11_2*e5_14 - sqrt(3)*e11_6*e5_11 - 3/2*sqrt(3)*e11_7*e5_11 - 3/4*sqrt(
3)*h2_11 - 9/2*e11_12*e5_8 + 9/2*e11_8*e5_12 - 3/4*h1_11),
2*(sqrt(3)*e11_10*e5_7 - 2*sqrt(3)*e11_12*e5_9 - sqrt(3)*e11_13*e5_8 - sqrt(3)*
e11_14*e5_5 + sqrt(3)*e11_5*e5_14 - sqrt(3)*e11_7*e5_10 + sqrt(3)*e11_8*e5_13 + 
2*sqrt(3)*e11_9*e5_12 - 3/2*sqrt(3)*h2_10 - 3/2*h1_10),
4*(sqrt(3)*e11_4*e5_6 + 3/2*sqrt(3)*e11_4*e5_7 - sqrt(3)*e11_6*e5_4 - 3/2*sqrt(3
)*e11_7*e5_4 + 3/4*sqrt(3)*h2_4 + 3/2*e11_1*e5_13 - 3/2*e11_13*e5_1 + 3/2*e11_5*
e5_9 - 3/2*e11_9*e5_5 + 3/4*h1_4),
6*(sqrt(3)*e11_1*e5_12 - sqrt(3)*e11_12*e5_1 - 1/3*sqrt(3)*e11_3*e5_7 + 2/3*sqrt
(3)*e11_5*e5_8 + 1/3*sqrt(3)*e11_7*e5_3 - 2/3*sqrt(3)*e11_8*e5_5 - 1/2*sqrt(3)*
h2_3 + e11_2*e5_9 - e11_9*e5_2 - 1/2*h1_3),
2*(sqrt(3)*e11_1*e5_6 + 3*sqrt(3)*e11_1*e5_7 - sqrt(3)*e11_2*e5_4 - sqrt(3)*
e11_3*e5_5 + sqrt(3)*e11_4*e5_2 + sqrt(3)*e11_5*e5_3 - sqrt(3)*e11_6*e5_1 - 3*
sqrt(3)*e11_7*e5_1 + 3/2*sqrt(3)*h2_1 + 3/2*h1_1),
2*(sqrt(3)*e1_4*e2_6 + 3/2*sqrt(3)*e1_4*e2_7 - sqrt(3)*e1_6*e2_4 - 3/2*sqrt(3)*
e1_7*e2_4 - 1/2*sqrt(3)*e3_4*n1_2 + 3/2*e1_1*e2_13 - 3/2*e1_13*e2_1 + 3/2*e1_5*
e2_9 - 3/2*e1_9*e2_5),
3*(sqrt(3)*e1_10*e2_12 - sqrt(3)*e1_12*e2_10 - 1/3*sqrt(3)*e1_14*e2_6 - sqrt(3)*
e1_14*e2_7 + 1/3*sqrt(3)*e1_6*e2_14 + sqrt(3)*e1_7*e2_14 - 1/3*sqrt(3)*e3_14*
n1_2 + 1/3*e1_11*e2_13 - 1/3*e1_13*e2_11),
2*(sqrt(3)*e1_11*e2_6 + 3/2*sqrt(3)*e1_11*e2_7 - 3/2*sqrt(3)*e1_14*e2_2 + 3/2*
sqrt(3)*e1_2*e2_14 - sqrt(3)*e1_6*e2_11 - 3/2*sqrt(3)*e1_7*e2_11 + 1/2*sqrt(3)*
e3_11*n1_2 - 9/2*e1_12*e2_8 + 9/2*e1_8*e2_12),
e1_10*e2_7 - 2*e1_12*e2_9 - e1_13*e2_8 - e1_14*e2_5 + e1_5*e2_14 - e1_7*e2_10 + 
e1_8*e2_13 + 2*e1_9*e2_12 + e3_10*n1_2,
3*(sqrt(3)*e1_1*e2_12 - sqrt(3)*e1_12*e2_1 - 1/3*sqrt(3)*e1_3*e2_7 + 2/3*sqrt(3)
*e1_5*e2_8 + 1/3*sqrt(3)*e1_7*e2_3 - 2/3*sqrt(3)*e1_8*e2_5 + 1/3*sqrt(3)*e3_3*
n1_2 + e1_2*e2_9 - e1_9*e2_2),
e1_1*e2_6 + 3*e1_1*e2_7 - e1_2*e2_4 - e1_3*e2_5 + e1_4*e2_2 + e1_5*e2_3 - e1_6*
e2_1 - 3*e1_7*e2_1 - e3_1*n1_2,
2*(sqrt(3)*e1_4*e5_6 + 3/2*sqrt(3)*e1_4*e5_7 - sqrt(3)*e1_6*e5_4 - 3/2*sqrt(3)*
e1_7*e5_4 - 1/2*sqrt(3)*e6_4*n1_5 + 3/2*e1_1*e5_13 - 3/2*e1_13*e5_1 + 3/2*e1_5*
e5_9 - 3/2*e1_9*e5_5),
3*(sqrt(3)*e1_10*e5_12 - sqrt(3)*e1_12*e5_10 - 1/3*sqrt(3)*e1_14*e5_6 - sqrt(3)*
e1_14*e5_7 + 1/3*sqrt(3)*e1_6*e5_14 + sqrt(3)*e1_7*e5_14 - 1/3*sqrt(3)*e6_14*
n1_5 + 1/3*e1_11*e5_13 - 1/3*e1_13*e5_11),
2*(sqrt(3)*e1_11*e5_6 + 3/2*sqrt(3)*e1_11*e5_7 - 3/2*sqrt(3)*e1_14*e5_2 + 3/2*
sqrt(3)*e1_2*e5_14 - sqrt(3)*e1_6*e5_11 - 3/2*sqrt(3)*e1_7*e5_11 + 1/2*sqrt(3)*
e6_11*n1_5 - 9/2*e1_12*e5_8 + 9/2*e1_8*e5_12),
e1_10*e5_7 - 2*e1_12*e5_9 - e1_13*e5_8 - e1_14*e5_5 + e1_5*e5_14 - e1_7*e5_10 + 
e1_8*e5_13 + 2*e1_9*e5_12 + e6_10*n1_5,
3*(sqrt(3)*e1_1*e5_12 - sqrt(3)*e1_12*e5_1 - 1/3*sqrt(3)*e1_3*e5_7 + 2/3*sqrt(3)
*e1_5*e5_8 + 1/3*sqrt(3)*e1_7*e5_3 - 2/3*sqrt(3)*e1_8*e5_5 + 1/3*sqrt(3)*e6_3*
n1_5 + e1_2*e5_9 - e1_9*e5_2),
e1_1*e5_6 + 3*e1_1*e5_7 - e1_2*e5_4 - e1_3*e5_5 + e1_4*e5_2 + e1_5*e5_3 - e1_6*
e5_1 - 3*e1_7*e5_1 - e6_1*n1_5,
2*(sqrt(3)*e1_4*e9_6 + 3/2*sqrt(3)*e1_4*e9_7 - sqrt(3)*e1_6*e9_4 - 3/2*sqrt(3)*
e1_7*e9_4 - 1/2*sqrt(3)*e8_4*n1_9 + 3/2*e1_1*e9_13 - 3/2*e1_13*e9_1 + 3/2*e1_5*
e9_9 - 3/2*e1_9*e9_5),
3*(sqrt(3)*e1_10*e9_12 - sqrt(3)*e1_12*e9_10 - 1/3*sqrt(3)*e1_14*e9_6 - sqrt(3)*
e1_14*e9_7 + 1/3*sqrt(3)*e1_6*e9_14 + sqrt(3)*e1_7*e9_14 - 1/3*sqrt(3)*e8_14*
n1_9 + 1/3*e1_11*e9_13 - 1/3*e1_13*e9_11),
2*(sqrt(3)*e1_11*e9_6 + 3/2*sqrt(3)*e1_11*e9_7 - 3/2*sqrt(3)*e1_14*e9_2 + 3/2*
sqrt(3)*e1_2*e9_14 - sqrt(3)*e1_6*e9_11 - 3/2*sqrt(3)*e1_7*e9_11 + 1/2*sqrt(3)*
e8_11*n1_9 - 9/2*e1_12*e9_8 + 9/2*e1_8*e9_12),
e1_10*e9_7 - 2*e1_12*e9_9 - e1_13*e9_8 - e1_14*e9_5 + e1_5*e9_14 - e1_7*e9_10 + 
e1_8*e9_13 + 2*e1_9*e9_12 + e8_10*n1_9,
3*(sqrt(3)*e1_1*e9_12 - sqrt(3)*e1_12*e9_1 - 1/3*sqrt(3)*e1_3*e9_7 + 2/3*sqrt(3)
*e1_5*e9_8 + 1/3*sqrt(3)*e1_7*e9_3 - 2/3*sqrt(3)*e1_8*e9_5 + 1/3*sqrt(3)*e8_3*
n1_9 + e1_2*e9_9 - e1_9*e9_2),
e1_1*e9_6 + 3*e1_1*e9_7 - e1_2*e9_4 - e1_3*e9_5 + e1_4*e9_2 + e1_5*e9_3 - e1_6*
e9_1 - 3*e1_7*e9_1 - e8_1*n1_9,
e11_1*n1_12 + e12_1*e1_6 + 3*e12_1*e1_7 - e12_2*e1_4 - e12_3*e1_5 + e12_4*e1_2 +
 e12_5*e1_3 - e12_6*e1_1 - 3*e12_7*e1_1,
sqrt(3)*e11_4*n1_12 + 2*sqrt(3)*e12_4*e1_6 + 3*sqrt(3)*e12_4*e1_7 - 2*sqrt(3)*
e12_6*e1_4 - 3*sqrt(3)*e12_7*e1_4 + 3*e12_1*e1_13 - 3*e12_13*e1_1 + 3*e12_5*e1_9
 - 3*e12_9*e1_5,
sqrt(3)*e11_11*n1_12 - 2*sqrt(3)*e12_11*e1_6 - 3*sqrt(3)*e12_11*e1_7 + 3*sqrt(3)
*e12_14*e1_2 - 3*sqrt(3)*e12_2*e1_14 + 2*sqrt(3)*e12_6*e1_11 + 3*sqrt(3)*e12_7*
e1_11 + 9*e12_12*e1_8 - 9*e12_8*e1_12,
sqrt(3)*e11_14*n1_12 + 3*sqrt(3)*e12_10*e1_12 - 3*sqrt(3)*e12_12*e1_10 - sqrt(3)
*e12_14*e1_6 - 3*sqrt(3)*e12_14*e1_7 + sqrt(3)*e12_6*e1_14 + 3*sqrt(3)*e12_7*
e1_14 + e12_11*e1_13 - e12_13*e1_11,
e11_10*n1_12 - e12_10*e1_7 + 2*e12_12*e1_9 + e12_13*e1_8 + e12_14*e1_5 - e12_5*
e1_14 + e12_7*e1_10 - e12_8*e1_13 - 2*e12_9*e1_12,
sqrt(3)*e11_3*n1_12 - 3*sqrt(3)*e12_1*e1_12 + 3*sqrt(3)*e12_12*e1_1 + sqrt(3)*
e12_3*e1_7 - 2*sqrt(3)*e12_5*e1_8 - sqrt(3)*e12_7*e1_3 + 2*sqrt(3)*e12_8*e1_5 - 
3*e12_2*e1_9 + 3*e12_9*e1_2,
2*(sqrt(3)*e2_4*e3_6 + 3/2*sqrt(3)*e2_4*e3_7 - sqrt(3)*e2_6*e3_4 - 3/2*sqrt(3)*
e2_7*e3_4 - 1/2*sqrt(3)*e4_4*n2_3 + 3/2*e2_1*e3_13 - 3/2*e2_13*e3_1 + 3/2*e2_5*
e3_9 - 3/2*e2_9*e3_5),
3*(sqrt(3)*e2_10*e3_12 - sqrt(3)*e2_12*e3_10 - 1/3*sqrt(3)*e2_14*e3_6 - sqrt(3)*
e2_14*e3_7 + 1/3*sqrt(3)*e2_6*e3_14 + sqrt(3)*e2_7*e3_14 - 1/3*sqrt(3)*e4_14*
n2_3 + 1/3*e2_11*e3_13 - 1/3*e2_13*e3_11),
2*(sqrt(3)*e2_11*e3_6 + 3/2*sqrt(3)*e2_11*e3_7 - 3/2*sqrt(3)*e2_14*e3_2 + 3/2*
sqrt(3)*e2_2*e3_14 - sqrt(3)*e2_6*e3_11 - 3/2*sqrt(3)*e2_7*e3_11 + 1/2*sqrt(3)*
e4_11*n2_3 - 9/2*e2_12*e3_8 + 9/2*e2_8*e3_12),
e2_10*e3_7 - 2*e2_12*e3_9 - e2_13*e3_8 - e2_14*e3_5 + e2_5*e3_14 - e2_7*e3_10 + 
e2_8*e3_13 + 2*e2_9*e3_12 + e4_10*n2_3,
3*(sqrt(3)*e2_1*e3_12 - sqrt(3)*e2_12*e3_1 - 1/3*sqrt(3)*e2_3*e3_7 + 2/3*sqrt(3)
*e2_5*e3_8 + 1/3*sqrt(3)*e2_7*e3_3 - 2/3*sqrt(3)*e2_8*e3_5 + 1/3*sqrt(3)*e4_3*
n2_3 + e2_2*e3_9 - e2_9*e3_2),
e2_1*e3_6 + 3*e2_1*e3_7 - e2_2*e3_4 - e2_3*e3_5 + e2_4*e3_2 + e2_5*e3_3 - e2_6*
e3_1 - 3*e2_7*e3_1 - e4_1*n2_3,
2*(sqrt(3)*e2_4*e4_6 + 3/2*sqrt(3)*e2_4*e4_7 - sqrt(3)*e2_6*e4_4 - 3/2*sqrt(3)*
e2_7*e4_4 - 1/2*sqrt(3)*e5_4*n2_4 + 3/2*e2_1*e4_13 - 3/2*e2_13*e4_1 + 3/2*e2_5*
e4_9 - 3/2*e2_9*e4_5),
3*(sqrt(3)*e2_10*e4_12 - sqrt(3)*e2_12*e4_10 - 1/3*sqrt(3)*e2_14*e4_6 - sqrt(3)*
e2_14*e4_7 + 1/3*sqrt(3)*e2_6*e4_14 + sqrt(3)*e2_7*e4_14 - 1/3*sqrt(3)*e5_14*
n2_4 + 1/3*e2_11*e4_13 - 1/3*e2_13*e4_11),
2*(sqrt(3)*e2_11*e4_6 + 3/2*sqrt(3)*e2_11*e4_7 - 3/2*sqrt(3)*e2_14*e4_2 + 3/2*
sqrt(3)*e2_2*e4_14 - sqrt(3)*e2_6*e4_11 - 3/2*sqrt(3)*e2_7*e4_11 + 1/2*sqrt(3)*
e5_11*n2_4 - 9/2*e2_12*e4_8 + 9/2*e2_8*e4_12),
e2_10*e4_7 - 2*e2_12*e4_9 - e2_13*e4_8 - e2_14*e4_5 + e2_5*e4_14 - e2_7*e4_10 + 
e2_8*e4_13 + 2*e2_9*e4_12 + e5_10*n2_4,
3*(sqrt(3)*e2_1*e4_12 - sqrt(3)*e2_12*e4_1 - 1/3*sqrt(3)*e2_3*e4_7 + 2/3*sqrt(3)
*e2_5*e4_8 + 1/3*sqrt(3)*e2_7*e4_3 - 2/3*sqrt(3)*e2_8*e4_5 + 1/3*sqrt(3)*e5_3*
n2_4 + e2_2*e4_9 - e2_9*e4_2),
e2_1*e4_6 + 3*e2_1*e4_7 - e2_2*e4_4 - e2_3*e4_5 + e2_4*e4_2 + e2_5*e4_3 - e2_6*
e4_1 - 3*e2_7*e4_1 - e5_1*n2_4,
2*(sqrt(3)*e2_4*e9_6 + 3/2*sqrt(3)*e2_4*e9_7 - sqrt(3)*e2_6*e9_4 - 3/2*sqrt(3)*
e2_7*e9_4 - 1/2*sqrt(3)*e7_4*n2_9 + 3/2*e2_1*e9_13 - 3/2*e2_13*e9_1 + 3/2*e2_5*
e9_9 - 3/2*e2_9*e9_5),
3*(sqrt(3)*e2_10*e9_12 - sqrt(3)*e2_12*e9_10 - 1/3*sqrt(3)*e2_14*e9_6 - sqrt(3)*
e2_14*e9_7 + 1/3*sqrt(3)*e2_6*e9_14 + sqrt(3)*e2_7*e9_14 - 1/3*sqrt(3)*e7_14*
n2_9 + 1/3*e2_11*e9_13 - 1/3*e2_13*e9_11),
2*(sqrt(3)*e2_11*e9_6 + 3/2*sqrt(3)*e2_11*e9_7 - 3/2*sqrt(3)*e2_14*e9_2 + 3/2*
sqrt(3)*e2_2*e9_14 - sqrt(3)*e2_6*e9_11 - 3/2*sqrt(3)*e2_7*e9_11 + 1/2*sqrt(3)*
e7_11*n2_9 - 9/2*e2_12*e9_8 + 9/2*e2_8*e9_12),
e2_10*e9_7 - 2*e2_12*e9_9 - e2_13*e9_8 - e2_14*e9_5 + e2_5*e9_14 - e2_7*e9_10 + 
e2_8*e9_13 + 2*e2_9*e9_12 + e7_10*n2_9,
3*(sqrt(3)*e2_1*e9_12 - sqrt(3)*e2_12*e9_1 - 1/3*sqrt(3)*e2_3*e9_7 + 2/3*sqrt(3)
*e2_5*e9_8 + 1/3*sqrt(3)*e2_7*e9_3 - 2/3*sqrt(3)*e2_8*e9_5 + 1/3*sqrt(3)*e7_3*
n2_9 + e2_2*e9_9 - e2_9*e9_2),
e2_1*e9_6 + 3*e2_1*e9_7 - e2_2*e9_4 - e2_3*e9_5 + e2_4*e9_2 + e2_5*e9_3 - e2_6*
e9_1 - 3*e2_7*e9_1 - e7_1*n2_9,
2*(sqrt(3)*e10_4*e2_6 + 3/2*sqrt(3)*e10_4*e2_7 - sqrt(3)*e10_6*e2_4 - 3/2*sqrt(3
)*e10_7*e2_4 + 1/2*sqrt(3)*e9_4*n2_10 + 3/2*e10_1*e2_13 - 3/2*e10_13*e2_1 + 3/2*
e10_5*e2_9 - 3/2*e10_9*e2_5),
3*(sqrt(3)*e10_10*e2_12 - sqrt(3)*e10_12*e2_10 - 1/3*sqrt(3)*e10_14*e2_6 - sqrt(
3)*e10_14*e2_7 + 1/3*sqrt(3)*e10_6*e2_14 + sqrt(3)*e10_7*e2_14 + 1/3*sqrt(3)*
e9_14*n2_10 + 1/3*e10_11*e2_13 - 1/3*e10_13*e2_11),
2*(sqrt(3)*e10_11*e2_6 + 3/2*sqrt(3)*e10_11*e2_7 - 3/2*sqrt(3)*e10_14*e2_2 + 3/2
*sqrt(3)*e10_2*e2_14 - sqrt(3)*e10_6*e2_11 - 3/2*sqrt(3)*e10_7*e2_11 - 1/2*sqrt(
3)*e9_11*n2_10 - 9/2*e10_12*e2_8 + 9/2*e10_8*e2_12),
e10_10*e2_7 - 2*e10_12*e2_9 - e10_13*e2_8 - e10_14*e2_5 + e10_5*e2_14 - e10_7*
e2_10 + e10_8*e2_13 + 2*e10_9*e2_12 - e9_10*n2_10,
3*(sqrt(3)*e10_1*e2_12 - sqrt(3)*e10_12*e2_1 - 1/3*sqrt(3)*e10_3*e2_7 + 2/3*sqrt
(3)*e10_5*e2_8 + 1/3*sqrt(3)*e10_7*e2_3 - 2/3*sqrt(3)*e10_8*e2_5 - 1/3*sqrt(3)*
e9_3*n2_10 + e10_2*e2_9 - e10_9*e2_2),
e10_1*e2_6 + 3*e10_1*e2_7 - e10_2*e2_4 - e10_3*e2_5 + e10_4*e2_2 + e10_5*e2_3 - 
e10_6*e2_1 - 3*e10_7*e2_1 + e9_1*n2_10,
e10_1*n2_11 + e11_1*e2_6 + 3*e11_1*e2_7 - e11_2*e2_4 - e11_3*e2_5 + e11_4*e2_2 +
 e11_5*e2_3 - e11_6*e2_1 - 3*e11_7*e2_1,
sqrt(3)*e10_4*n2_11 + 2*sqrt(3)*e11_4*e2_6 + 3*sqrt(3)*e11_4*e2_7 - 2*sqrt(3)*
e11_6*e2_4 - 3*sqrt(3)*e11_7*e2_4 + 3*e11_1*e2_13 - 3*e11_13*e2_1 + 3*e11_5*e2_9
 - 3*e11_9*e2_5,
sqrt(3)*e10_11*n2_11 - 2*sqrt(3)*e11_11*e2_6 - 3*sqrt(3)*e11_11*e2_7 + 3*sqrt(3)
*e11_14*e2_2 - 3*sqrt(3)*e11_2*e2_14 + 2*sqrt(3)*e11_6*e2_11 + 3*sqrt(3)*e11_7*
e2_11 + 9*e11_12*e2_8 - 9*e11_8*e2_12,
sqrt(3)*e10_14*n2_11 + 3*sqrt(3)*e11_10*e2_12 - 3*sqrt(3)*e11_12*e2_10 - sqrt(3)
*e11_14*e2_6 - 3*sqrt(3)*e11_14*e2_7 + sqrt(3)*e11_6*e2_14 + 3*sqrt(3)*e11_7*
e2_14 + e11_11*e2_13 - e11_13*e2_11,
e10_10*n2_11 - e11_10*e2_7 + 2*e11_12*e2_9 + e11_13*e2_8 + e11_14*e2_5 - e11_5*
e2_14 + e11_7*e2_10 - e11_8*e2_13 - 2*e11_9*e2_12,
sqrt(3)*e10_3*n2_11 - 3*sqrt(3)*e11_1*e2_12 + 3*sqrt(3)*e11_12*e2_1 + sqrt(3)*
e11_3*e2_7 - 2*sqrt(3)*e11_5*e2_8 - sqrt(3)*e11_7*e2_3 + 2*sqrt(3)*e11_8*e2_5 - 
3*e11_2*e2_9 + 3*e11_9*e2_2,
2*(sqrt(3)*e3_4*e4_6 + 3/2*sqrt(3)*e3_4*e4_7 - sqrt(3)*e3_6*e4_4 - 3/2*sqrt(3)*
e3_7*e4_4 - 1/2*sqrt(3)*e6_4*n3_4 + 3/2*e3_1*e4_13 - 3/2*e3_13*e4_1 + 3/2*e3_5*
e4_9 - 3/2*e3_9*e4_5),
3*(sqrt(3)*e3_10*e4_12 - sqrt(3)*e3_12*e4_10 - 1/3*sqrt(3)*e3_14*e4_6 - sqrt(3)*
e3_14*e4_7 + 1/3*sqrt(3)*e3_6*e4_14 + sqrt(3)*e3_7*e4_14 - 1/3*sqrt(3)*e6_14*
n3_4 + 1/3*e3_11*e4_13 - 1/3*e3_13*e4_11),
2*(sqrt(3)*e3_11*e4_6 + 3/2*sqrt(3)*e3_11*e4_7 - 3/2*sqrt(3)*e3_14*e4_2 + 3/2*
sqrt(3)*e3_2*e4_14 - sqrt(3)*e3_6*e4_11 - 3/2*sqrt(3)*e3_7*e4_11 + 1/2*sqrt(3)*
e6_11*n3_4 - 9/2*e3_12*e4_8 + 9/2*e3_8*e4_12),
e3_10*e4_7 - 2*e3_12*e4_9 - e3_13*e4_8 - e3_14*e4_5 + e3_5*e4_14 - e3_7*e4_10 + 
e3_8*e4_13 + 2*e3_9*e4_12 + e6_10*n3_4,
3*(sqrt(3)*e3_1*e4_12 - sqrt(3)*e3_12*e4_1 - 1/3*sqrt(3)*e3_3*e4_7 + 2/3*sqrt(3)
*e3_5*e4_8 + 1/3*sqrt(3)*e3_7*e4_3 - 2/3*sqrt(3)*e3_8*e4_5 + 1/3*sqrt(3)*e6_3*
n3_4 + e3_2*e4_9 - e3_9*e4_2),
e3_1*e4_6 + 3*e3_1*e4_7 - e3_2*e4_4 - e3_3*e4_5 + e3_4*e4_2 + e3_5*e4_3 - e3_6*
e4_1 - 3*e3_7*e4_1 - e6_1*n3_4,
e2_1*n3_7 - e3_1*e7_6 - 3*e3_1*e7_7 + e3_2*e7_4 + e3_3*e7_5 - e3_4*e7_2 - e3_5*
e7_3 + e3_6*e7_1 + 3*e3_7*e7_1,
sqrt(3)*e2_4*n3_7 - 2*sqrt(3)*e3_4*e7_6 - 3*sqrt(3)*e3_4*e7_7 + 2*sqrt(3)*e3_6*
e7_4 + 3*sqrt(3)*e3_7*e7_4 - 3*e3_1*e7_13 + 3*e3_13*e7_1 - 3*e3_5*e7_9 + 3*e3_9*
e7_5,
sqrt(3)*e2_11*n3_7 + 2*sqrt(3)*e3_11*e7_6 + 3*sqrt(3)*e3_11*e7_7 - 3*sqrt(3)*
e3_14*e7_2 + 3*sqrt(3)*e3_2*e7_14 - 2*sqrt(3)*e3_6*e7_11 - 3*sqrt(3)*e3_7*e7_11 
- 9*e3_12*e7_8 + 9*e3_8*e7_12,
sqrt(3)*e2_14*n3_7 - 3*sqrt(3)*e3_10*e7_12 + 3*sqrt(3)*e3_12*e7_10 + sqrt(3)*
e3_14*e7_6 + 3*sqrt(3)*e3_14*e7_7 - sqrt(3)*e3_6*e7_14 - 3*sqrt(3)*e3_7*e7_14 - 
e3_11*e7_13 + e3_13*e7_11,
e2_10*n3_7 + e3_10*e7_7 - 2*e3_12*e7_9 - e3_13*e7_8 - e3_14*e7_5 + e3_5*e7_14 - 
e3_7*e7_10 + e3_8*e7_13 + 2*e3_9*e7_12,
sqrt(3)*e2_3*n3_7 + 3*sqrt(3)*e3_1*e7_12 - 3*sqrt(3)*e3_12*e7_1 - sqrt(3)*e3_3*
e7_7 + 2*sqrt(3)*e3_5*e7_8 + sqrt(3)*e3_7*e7_3 - 2*sqrt(3)*e3_8*e7_5 + 3*e3_2*
e7_9 - 3*e3_9*e7_2,
e1_1*n3_8 - e3_1*e8_6 - 3*e3_1*e8_7 + e3_2*e8_4 + e3_3*e8_5 - e3_4*e8_2 - e3_5*
e8_3 + e3_6*e8_1 + 3*e3_7*e8_1,
sqrt(3)*e1_4*n3_8 - 2*sqrt(3)*e3_4*e8_6 - 3*sqrt(3)*e3_4*e8_7 + 2*sqrt(3)*e3_6*
e8_4 + 3*sqrt(3)*e3_7*e8_4 - 3*e3_1*e8_13 + 3*e3_13*e8_1 - 3*e3_5*e8_9 + 3*e3_9*
e8_5,
sqrt(3)*e1_11*n3_8 + 2*sqrt(3)*e3_11*e8_6 + 3*sqrt(3)*e3_11*e8_7 - 3*sqrt(3)*
e3_14*e8_2 + 3*sqrt(3)*e3_2*e8_14 - 2*sqrt(3)*e3_6*e8_11 - 3*sqrt(3)*e3_7*e8_11 
- 9*e3_12*e8_8 + 9*e3_8*e8_12,
sqrt(3)*e1_14*n3_8 - 3*sqrt(3)*e3_10*e8_12 + 3*sqrt(3)*e3_12*e8_10 + sqrt(3)*
e3_14*e8_6 + 3*sqrt(3)*e3_14*e8_7 - sqrt(3)*e3_6*e8_14 - 3*sqrt(3)*e3_7*e8_14 - 
e3_11*e8_13 + e3_13*e8_11,
e1_10*n3_8 + e3_10*e8_7 - 2*e3_12*e8_9 - e3_13*e8_8 - e3_14*e8_5 + e3_5*e8_14 - 
e3_7*e8_10 + e3_8*e8_13 + 2*e3_9*e8_12,
sqrt(3)*e1_3*n3_8 + 3*sqrt(3)*e3_1*e8_12 - 3*sqrt(3)*e3_12*e8_1 - sqrt(3)*e3_3*
e8_7 + 2*sqrt(3)*e3_5*e8_8 + sqrt(3)*e3_7*e8_3 - 2*sqrt(3)*e3_8*e8_5 + 3*e3_2*
e8_9 - 3*e3_9*e8_2,
2*(sqrt(3)*e10_4*e3_6 + 3/2*sqrt(3)*e10_4*e3_7 - sqrt(3)*e10_6*e3_4 - 3/2*sqrt(3
)*e10_7*e3_4 + 1/2*sqrt(3)*e8_4*n3_10 + 3/2*e10_1*e3_13 - 3/2*e10_13*e3_1 + 3/2*
e10_5*e3_9 - 3/2*e10_9*e3_5),
3*(sqrt(3)*e10_10*e3_12 - sqrt(3)*e10_12*e3_10 - 1/3*sqrt(3)*e10_14*e3_6 - sqrt(
3)*e10_14*e3_7 + 1/3*sqrt(3)*e10_6*e3_14 + sqrt(3)*e10_7*e3_14 + 1/3*sqrt(3)*
e8_14*n3_10 + 1/3*e10_11*e3_13 - 1/3*e10_13*e3_11),
2*(sqrt(3)*e10_11*e3_6 + 3/2*sqrt(3)*e10_11*e3_7 - 3/2*sqrt(3)*e10_14*e3_2 + 3/2
*sqrt(3)*e10_2*e3_14 - sqrt(3)*e10_6*e3_11 - 3/2*sqrt(3)*e10_7*e3_11 - 1/2*sqrt(
3)*e8_11*n3_10 - 9/2*e10_12*e3_8 + 9/2*e10_8*e3_12),
e10_10*e3_7 - 2*e10_12*e3_9 - e10_13*e3_8 - e10_14*e3_5 + e10_5*e3_14 - e10_7*
e3_10 + e10_8*e3_13 + 2*e10_9*e3_12 - e8_10*n3_10,
3*(sqrt(3)*e10_1*e3_12 - sqrt(3)*e10_12*e3_1 - 1/3*sqrt(3)*e10_3*e3_7 + 2/3*sqrt
(3)*e10_5*e3_8 + 1/3*sqrt(3)*e10_7*e3_3 - 2/3*sqrt(3)*e10_8*e3_5 - 1/3*sqrt(3)*
e8_3*n3_10 + e10_2*e3_9 - e10_9*e3_2),
e10_1*e3_6 + 3*e10_1*e3_7 - e10_2*e3_4 - e10_3*e3_5 + e10_4*e3_2 + e10_5*e3_3 - 
e10_6*e3_1 - 3*e10_7*e3_1 + e8_1*n3_10,
e10_1*n3_12 + e12_1*e3_6 + 3*e12_1*e3_7 - e12_2*e3_4 - e12_3*e3_5 + e12_4*e3_2 +
 e12_5*e3_3 - e12_6*e3_1 - 3*e12_7*e3_1,
sqrt(3)*e10_4*n3_12 + 2*sqrt(3)*e12_4*e3_6 + 3*sqrt(3)*e12_4*e3_7 - 2*sqrt(3)*
e12_6*e3_4 - 3*sqrt(3)*e12_7*e3_4 + 3*e12_1*e3_13 - 3*e12_13*e3_1 + 3*e12_5*e3_9
 - 3*e12_9*e3_5,
sqrt(3)*e10_11*n3_12 - 2*sqrt(3)*e12_11*e3_6 - 3*sqrt(3)*e12_11*e3_7 + 3*sqrt(3)
*e12_14*e3_2 - 3*sqrt(3)*e12_2*e3_14 + 2*sqrt(3)*e12_6*e3_11 + 3*sqrt(3)*e12_7*
e3_11 + 9*e12_12*e3_8 - 9*e12_8*e3_12,
sqrt(3)*e10_14*n3_12 + 3*sqrt(3)*e12_10*e3_12 - 3*sqrt(3)*e12_12*e3_10 - sqrt(3)
*e12_14*e3_6 - 3*sqrt(3)*e12_14*e3_7 + sqrt(3)*e12_6*e3_14 + 3*sqrt(3)*e12_7*
e3_14 + e12_11*e3_13 - e12_13*e3_11,
e10_10*n3_12 - e12_10*e3_7 + 2*e12_12*e3_9 + e12_13*e3_8 + e12_14*e3_5 - e12_5*
e3_14 + e12_7*e3_10 - e12_8*e3_13 - 2*e12_9*e3_12,
sqrt(3)*e10_3*n3_12 - 3*sqrt(3)*e12_1*e3_12 + 3*sqrt(3)*e12_12*e3_1 + sqrt(3)*
e12_3*e3_7 - 2*sqrt(3)*e12_5*e3_8 - sqrt(3)*e12_7*e3_3 + 2*sqrt(3)*e12_8*e3_5 - 
3*e12_2*e3_9 + 3*e12_9*e3_2,
e3_1*n4_8 - e4_1*e8_6 - 3*e4_1*e8_7 + e4_2*e8_4 + e4_3*e8_5 - e4_4*e8_2 - e4_5*
e8_3 + e4_6*e8_1 + 3*e4_7*e8_1,
sqrt(3)*e3_4*n4_8 - 2*sqrt(3)*e4_4*e8_6 - 3*sqrt(3)*e4_4*e8_7 + 2*sqrt(3)*e4_6*
e8_4 + 3*sqrt(3)*e4_7*e8_4 - 3*e4_1*e8_13 + 3*e4_13*e8_1 - 3*e4_5*e8_9 + 3*e4_9*
e8_5,
sqrt(3)*e3_11*n4_8 + 2*sqrt(3)*e4_11*e8_6 + 3*sqrt(3)*e4_11*e8_7 - 3*sqrt(3)*
e4_14*e8_2 + 3*sqrt(3)*e4_2*e8_14 - 2*sqrt(3)*e4_6*e8_11 - 3*sqrt(3)*e4_7*e8_11 
- 9*e4_12*e8_8 + 9*e4_8*e8_12,
sqrt(3)*e3_14*n4_8 - 3*sqrt(3)*e4_10*e8_12 + 3*sqrt(3)*e4_12*e8_10 + sqrt(3)*
e4_14*e8_6 + 3*sqrt(3)*e4_14*e8_7 - sqrt(3)*e4_6*e8_14 - 3*sqrt(3)*e4_7*e8_14 - 
e4_11*e8_13 + e4_13*e8_11,
e3_10*n4_8 + e4_10*e8_7 - 2*e4_12*e8_9 - e4_13*e8_8 - e4_14*e8_5 + e4_5*e8_14 - 
e4_7*e8_10 + e4_8*e8_13 + 2*e4_9*e8_12,
sqrt(3)*e3_3*n4_8 + 3*sqrt(3)*e4_1*e8_12 - 3*sqrt(3)*e4_12*e8_1 - sqrt(3)*e4_3*
e8_7 + 2*sqrt(3)*e4_5*e8_8 + sqrt(3)*e4_7*e8_3 - 2*sqrt(3)*e4_8*e8_5 + 3*e4_2*
e8_9 - 3*e4_9*e8_2,
e2_1*n4_9 - e4_1*e9_6 - 3*e4_1*e9_7 + e4_2*e9_4 + e4_3*e9_5 - e4_4*e9_2 - e4_5*
e9_3 + e4_6*e9_1 + 3*e4_7*e9_1,
sqrt(3)*e2_4*n4_9 - 2*sqrt(3)*e4_4*e9_6 - 3*sqrt(3)*e4_4*e9_7 + 2*sqrt(3)*e4_6*
e9_4 + 3*sqrt(3)*e4_7*e9_4 - 3*e4_1*e9_13 + 3*e4_13*e9_1 - 3*e4_5*e9_9 + 3*e4_9*
e9_5,
sqrt(3)*e2_11*n4_9 + 2*sqrt(3)*e4_11*e9_6 + 3*sqrt(3)*e4_11*e9_7 - 3*sqrt(3)*
e4_14*e9_2 + 3*sqrt(3)*e4_2*e9_14 - 2*sqrt(3)*e4_6*e9_11 - 3*sqrt(3)*e4_7*e9_11 
- 9*e4_12*e9_8 + 9*e4_8*e9_12,
sqrt(3)*e2_14*n4_9 - 3*sqrt(3)*e4_10*e9_12 + 3*sqrt(3)*e4_12*e9_10 + sqrt(3)*
e4_14*e9_6 + 3*sqrt(3)*e4_14*e9_7 - sqrt(3)*e4_6*e9_14 - 3*sqrt(3)*e4_7*e9_14 - 
e4_11*e9_13 + e4_13*e9_11,
e2_10*n4_9 + e4_10*e9_7 - 2*e4_12*e9_9 - e4_13*e9_8 - e4_14*e9_5 + e4_5*e9_14 - 
e4_7*e9_10 + e4_8*e9_13 + 2*e4_9*e9_12,
sqrt(3)*e2_3*n4_9 + 3*sqrt(3)*e4_1*e9_12 - 3*sqrt(3)*e4_12*e9_1 - sqrt(3)*e4_3*
e9_7 + 2*sqrt(3)*e4_5*e9_8 + sqrt(3)*e4_7*e9_3 - 2*sqrt(3)*e4_8*e9_5 + 3*e4_2*
e9_9 - 3*e4_9*e9_2,
2*(sqrt(3)*e11_4*e4_6 + 3/2*sqrt(3)*e11_4*e4_7 - sqrt(3)*e11_6*e4_4 - 3/2*sqrt(3
)*e11_7*e4_4 + 1/2*sqrt(3)*e8_4*n4_11 + 3/2*e11_1*e4_13 - 3/2*e11_13*e4_1 + 3/2*
e11_5*e4_9 - 3/2*e11_9*e4_5),
3*(sqrt(3)*e11_10*e4_12 - sqrt(3)*e11_12*e4_10 - 1/3*sqrt(3)*e11_14*e4_6 - sqrt(
3)*e11_14*e4_7 + 1/3*sqrt(3)*e11_6*e4_14 + sqrt(3)*e11_7*e4_14 + 1/3*sqrt(3)*
e8_14*n4_11 + 1/3*e11_11*e4_13 - 1/3*e11_13*e4_11),
2*(sqrt(3)*e11_11*e4_6 + 3/2*sqrt(3)*e11_11*e4_7 - 3/2*sqrt(3)*e11_14*e4_2 + 3/2
*sqrt(3)*e11_2*e4_14 - sqrt(3)*e11_6*e4_11 - 3/2*sqrt(3)*e11_7*e4_11 - 1/2*sqrt(
3)*e8_11*n4_11 - 9/2*e11_12*e4_8 + 9/2*e11_8*e4_12),
e11_10*e4_7 - 2*e11_12*e4_9 - e11_13*e4_8 - e11_14*e4_5 + e11_5*e4_14 - e11_7*
e4_10 + e11_8*e4_13 + 2*e11_9*e4_12 - e8_10*n4_11,
3*(sqrt(3)*e11_1*e4_12 - sqrt(3)*e11_12*e4_1 - 1/3*sqrt(3)*e11_3*e4_7 + 2/3*sqrt
(3)*e11_5*e4_8 + 1/3*sqrt(3)*e11_7*e4_3 - 2/3*sqrt(3)*e11_8*e4_5 - 1/3*sqrt(3)*
e8_3*n4_11 + e11_2*e4_9 - e11_9*e4_2),
e11_1*e4_6 + 3*e11_1*e4_7 - e11_2*e4_4 - e11_3*e4_5 + e11_4*e4_2 + e11_5*e4_3 - 
e11_6*e4_1 - 3*e11_7*e4_1 + e8_1*n4_11,
2*(sqrt(3)*e12_4*e4_6 + 3/2*sqrt(3)*e12_4*e4_7 - sqrt(3)*e12_6*e4_4 - 3/2*sqrt(3
)*e12_7*e4_4 + 1/2*sqrt(3)*e9_4*n4_12 + 3/2*e12_1*e4_13 - 3/2*e12_13*e4_1 + 3/2*
e12_5*e4_9 - 3/2*e12_9*e4_5),
3*(sqrt(3)*e12_10*e4_12 - sqrt(3)*e12_12*e4_10 - 1/3*sqrt(3)*e12_14*e4_6 - sqrt(
3)*e12_14*e4_7 + 1/3*sqrt(3)*e12_6*e4_14 + sqrt(3)*e12_7*e4_14 + 1/3*sqrt(3)*
e9_14*n4_12 + 1/3*e12_11*e4_13 - 1/3*e12_13*e4_11),
2*(sqrt(3)*e12_11*e4_6 + 3/2*sqrt(3)*e12_11*e4_7 - 3/2*sqrt(3)*e12_14*e4_2 + 3/2
*sqrt(3)*e12_2*e4_14 - sqrt(3)*e12_6*e4_11 - 3/2*sqrt(3)*e12_7*e4_11 - 1/2*sqrt(
3)*e9_11*n4_12 - 9/2*e12_12*e4_8 + 9/2*e12_8*e4_12),
e12_10*e4_7 - 2*e12_12*e4_9 - e12_13*e4_8 - e12_14*e4_5 + e12_5*e4_14 - e12_7*
e4_10 + e12_8*e4_13 + 2*e12_9*e4_12 - e9_10*n4_12,
3*(sqrt(3)*e12_1*e4_12 - sqrt(3)*e12_12*e4_1 - 1/3*sqrt(3)*e12_3*e4_7 + 2/3*sqrt
(3)*e12_5*e4_8 + 1/3*sqrt(3)*e12_7*e4_3 - 2/3*sqrt(3)*e12_8*e4_5 - 1/3*sqrt(3)*
e9_3*n4_12 + e12_2*e4_9 - e12_9*e4_2),
e12_1*e4_6 + 3*e12_1*e4_7 - e12_2*e4_4 - e12_3*e4_5 + e12_4*e4_2 + e12_5*e4_3 - 
e12_6*e4_1 - 3*e12_7*e4_1 + e9_1*n4_12,
e4_1*n5_8 - e5_1*e8_6 - 3*e5_1*e8_7 + e5_2*e8_4 + e5_3*e8_5 - e5_4*e8_2 - e5_5*
e8_3 + e5_6*e8_1 + 3*e5_7*e8_1,
sqrt(3)*e4_4*n5_8 - 2*sqrt(3)*e5_4*e8_6 - 3*sqrt(3)*e5_4*e8_7 + 2*sqrt(3)*e5_6*
e8_4 + 3*sqrt(3)*e5_7*e8_4 - 3*e5_1*e8_13 + 3*e5_13*e8_1 - 3*e5_5*e8_9 + 3*e5_9*
e8_5,
sqrt(3)*e4_11*n5_8 + 2*sqrt(3)*e5_11*e8_6 + 3*sqrt(3)*e5_11*e8_7 - 3*sqrt(3)*
e5_14*e8_2 + 3*sqrt(3)*e5_2*e8_14 - 2*sqrt(3)*e5_6*e8_11 - 3*sqrt(3)*e5_7*e8_11 
- 9*e5_12*e8_8 + 9*e5_8*e8_12,
sqrt(3)*e4_14*n5_8 - 3*sqrt(3)*e5_10*e8_12 + 3*sqrt(3)*e5_12*e8_10 + sqrt(3)*
e5_14*e8_6 + 3*sqrt(3)*e5_14*e8_7 - sqrt(3)*e5_6*e8_14 - 3*sqrt(3)*e5_7*e8_14 - 
e5_11*e8_13 + e5_13*e8_11,
e4_10*n5_8 + e5_10*e8_7 - 2*e5_12*e8_9 - e5_13*e8_8 - e5_14*e8_5 + e5_5*e8_14 - 
e5_7*e8_10 + e5_8*e8_13 + 2*e5_9*e8_12,
sqrt(3)*e4_3*n5_8 + 3*sqrt(3)*e5_1*e8_12 - 3*sqrt(3)*e5_12*e8_1 - sqrt(3)*e5_3*
e8_7 + 2*sqrt(3)*e5_5*e8_8 + sqrt(3)*e5_7*e8_3 - 2*sqrt(3)*e5_8*e8_5 + 3*e5_2*
e8_9 - 3*e5_9*e8_2,
2*(sqrt(3)*e10_4*e5_6 + 3/2*sqrt(3)*e10_4*e5_7 - sqrt(3)*e10_6*e5_4 - 3/2*sqrt(3
)*e10_7*e5_4 + 1/2*sqrt(3)*e2_4*n5_10 + 3/2*e10_1*e5_13 - 3/2*e10_13*e5_1 + 3/2*
e10_5*e5_9 - 3/2*e10_9*e5_5),
3*(sqrt(3)*e10_10*e5_12 - sqrt(3)*e10_12*e5_10 - 1/3*sqrt(3)*e10_14*e5_6 - sqrt(
3)*e10_14*e5_7 + 1/3*sqrt(3)*e10_6*e5_14 + sqrt(3)*e10_7*e5_14 + 1/3*sqrt(3)*
e2_14*n5_10 + 1/3*e10_11*e5_13 - 1/3*e10_13*e5_11),
2*(sqrt(3)*e10_11*e5_6 + 3/2*sqrt(3)*e10_11*e5_7 - 3/2*sqrt(3)*e10_14*e5_2 + 3/2
*sqrt(3)*e10_2*e5_14 - sqrt(3)*e10_6*e5_11 - 3/2*sqrt(3)*e10_7*e5_11 - 1/2*sqrt(
3)*e2_11*n5_10 - 9/2*e10_12*e5_8 + 9/2*e10_8*e5_12),
e10_10*e5_7 - 2*e10_12*e5_9 - e10_13*e5_8 - e10_14*e5_5 + e10_5*e5_14 - e10_7*
e5_10 + e10_8*e5_13 + 2*e10_9*e5_12 - e2_10*n5_10,
3*(sqrt(3)*e10_1*e5_12 - sqrt(3)*e10_12*e5_1 - 1/3*sqrt(3)*e10_3*e5_7 + 2/3*sqrt
(3)*e10_5*e5_8 + 1/3*sqrt(3)*e10_7*e5_3 - 2/3*sqrt(3)*e10_8*e5_5 - 1/3*sqrt(3)*
e2_3*n5_10 + e10_2*e5_9 - e10_9*e5_2),
e10_1*e5_6 + 3*e10_1*e5_7 - e10_2*e5_4 - e10_3*e5_5 + e10_4*e5_2 + e10_5*e5_3 - 
e10_6*e5_1 - 3*e10_7*e5_1 + e2_1*n5_10,
2*(sqrt(3)*e12_4*e5_6 + 3/2*sqrt(3)*e12_4*e5_7 - sqrt(3)*e12_6*e5_4 - 3/2*sqrt(3
)*e12_7*e5_4 + 1/2*sqrt(3)*e7_4*n5_12 + 3/2*e12_1*e5_13 - 3/2*e12_13*e5_1 + 3/2*
e12_5*e5_9 - 3/2*e12_9*e5_5),
3*(sqrt(3)*e12_10*e5_12 - sqrt(3)*e12_12*e5_10 - 1/3*sqrt(3)*e12_14*e5_6 - sqrt(
3)*e12_14*e5_7 + 1/3*sqrt(3)*e12_6*e5_14 + sqrt(3)*e12_7*e5_14 + 1/3*sqrt(3)*
e7_14*n5_12 + 1/3*e12_11*e5_13 - 1/3*e12_13*e5_11),
2*(sqrt(3)*e12_11*e5_6 + 3/2*sqrt(3)*e12_11*e5_7 - 3/2*sqrt(3)*e12_14*e5_2 + 3/2
*sqrt(3)*e12_2*e5_14 - sqrt(3)*e12_6*e5_11 - 3/2*sqrt(3)*e12_7*e5_11 - 1/2*sqrt(
3)*e7_11*n5_12 - 9/2*e12_12*e5_8 + 9/2*e12_8*e5_12),
e12_10*e5_7 - 2*e12_12*e5_9 - e12_13*e5_8 - e12_14*e5_5 + e12_5*e5_14 - e12_7*
e5_10 + e12_8*e5_13 + 2*e12_9*e5_12 - e7_10*n5_12,
3*(sqrt(3)*e12_1*e5_12 - sqrt(3)*e12_12*e5_1 - 1/3*sqrt(3)*e12_3*e5_7 + 2/3*sqrt
(3)*e12_5*e5_8 + 1/3*sqrt(3)*e12_7*e5_3 - 2/3*sqrt(3)*e12_8*e5_5 - 1/3*sqrt(3)*
e7_3*n5_12 + e12_2*e5_9 - e12_9*e5_2),
e12_1*e5_6 + 3*e12_1*e5_7 - e12_2*e5_4 - e12_3*e5_5 + e12_4*e5_2 + e12_5*e5_3 - 
e12_6*e5_1 - 3*e12_7*e5_1 + e7_1*n5_12,
e5_1*n6_7 - e6_1*e7_6 - 3*e6_1*e7_7 + e6_2*e7_4 + e6_3*e7_5 - e6_4*e7_2 - e6_5*
e7_3 + e6_6*e7_1 + 3*e6_7*e7_1,
sqrt(3)*e5_4*n6_7 - 2*sqrt(3)*e6_4*e7_6 - 3*sqrt(3)*e6_4*e7_7 + 2*sqrt(3)*e6_6*
e7_4 + 3*sqrt(3)*e6_7*e7_4 - 3*e6_1*e7_13 + 3*e6_13*e7_1 - 3*e6_5*e7_9 + 3*e6_9*
e7_5,
sqrt(3)*e5_11*n6_7 + 2*sqrt(3)*e6_11*e7_6 + 3*sqrt(3)*e6_11*e7_7 - 3*sqrt(3)*
e6_14*e7_2 + 3*sqrt(3)*e6_2*e7_14 - 2*sqrt(3)*e6_6*e7_11 - 3*sqrt(3)*e6_7*e7_11 
- 9*e6_12*e7_8 + 9*e6_8*e7_12,
sqrt(3)*e5_14*n6_7 - 3*sqrt(3)*e6_10*e7_12 + 3*sqrt(3)*e6_12*e7_10 + sqrt(3)*
e6_14*e7_6 + 3*sqrt(3)*e6_14*e7_7 - sqrt(3)*e6_6*e7_14 - 3*sqrt(3)*e6_7*e7_14 - 
e6_11*e7_13 + e6_13*e7_11,
e5_10*n6_7 + e6_10*e7_7 - 2*e6_12*e7_9 - e6_13*e7_8 - e6_14*e7_5 + e6_5*e7_14 - 
e6_7*e7_10 + e6_8*e7_13 + 2*e6_9*e7_12,
sqrt(3)*e5_3*n6_7 + 3*sqrt(3)*e6_1*e7_12 - 3*sqrt(3)*e6_12*e7_1 - sqrt(3)*e6_3*
e7_7 + 2*sqrt(3)*e6_5*e7_8 + sqrt(3)*e6_7*e7_3 - 2*sqrt(3)*e6_8*e7_5 + 3*e6_2*
e7_9 - 3*e6_9*e7_2,
e4_1*n6_9 - e6_1*e9_6 - 3*e6_1*e9_7 + e6_2*e9_4 + e6_3*e9_5 - e6_4*e9_2 - e6_5*
e9_3 + e6_6*e9_1 + 3*e6_7*e9_1,
sqrt(3)*e4_4*n6_9 - 2*sqrt(3)*e6_4*e9_6 - 3*sqrt(3)*e6_4*e9_7 + 2*sqrt(3)*e6_6*
e9_4 + 3*sqrt(3)*e6_7*e9_4 - 3*e6_1*e9_13 + 3*e6_13*e9_1 - 3*e6_5*e9_9 + 3*e6_9*
e9_5,
sqrt(3)*e4_11*n6_9 + 2*sqrt(3)*e6_11*e9_6 + 3*sqrt(3)*e6_11*e9_7 - 3*sqrt(3)*
e6_14*e9_2 + 3*sqrt(3)*e6_2*e9_14 - 2*sqrt(3)*e6_6*e9_11 - 3*sqrt(3)*e6_7*e9_11 
- 9*e6_12*e9_8 + 9*e6_8*e9_12,
sqrt(3)*e4_14*n6_9 - 3*sqrt(3)*e6_10*e9_12 + 3*sqrt(3)*e6_12*e9_10 + sqrt(3)*
e6_14*e9_6 + 3*sqrt(3)*e6_14*e9_7 - sqrt(3)*e6_6*e9_14 - 3*sqrt(3)*e6_7*e9_14 - 
e6_11*e9_13 + e6_13*e9_11,
e4_10*n6_9 + e6_10*e9_7 - 2*e6_12*e9_9 - e6_13*e9_8 - e6_14*e9_5 + e6_5*e9_14 - 
e6_7*e9_10 + e6_8*e9_13 + 2*e6_9*e9_12,
sqrt(3)*e4_3*n6_9 + 3*sqrt(3)*e6_1*e9_12 - 3*sqrt(3)*e6_12*e9_1 - sqrt(3)*e6_3*
e9_7 + 2*sqrt(3)*e6_5*e9_8 + sqrt(3)*e6_7*e9_3 - 2*sqrt(3)*e6_8*e9_5 + 3*e6_2*
e9_9 - 3*e6_9*e9_2,
2*(sqrt(3)*e10_4*e6_6 + 3/2*sqrt(3)*e10_4*e6_7 - sqrt(3)*e10_6*e6_4 - 3/2*sqrt(3
)*e10_7*e6_4 + 1/2*sqrt(3)*e3_4*n6_10 + 3/2*e10_1*e6_13 - 3/2*e10_13*e6_1 + 3/2*
e10_5*e6_9 - 3/2*e10_9*e6_5),
3*(sqrt(3)*e10_10*e6_12 - sqrt(3)*e10_12*e6_10 - 1/3*sqrt(3)*e10_14*e6_6 - sqrt(
3)*e10_14*e6_7 + 1/3*sqrt(3)*e10_6*e6_14 + sqrt(3)*e10_7*e6_14 + 1/3*sqrt(3)*
e3_14*n6_10 + 1/3*e10_11*e6_13 - 1/3*e10_13*e6_11),
2*(sqrt(3)*e10_11*e6_6 + 3/2*sqrt(3)*e10_11*e6_7 - 3/2*sqrt(3)*e10_14*e6_2 + 3/2
*sqrt(3)*e10_2*e6_14 - sqrt(3)*e10_6*e6_11 - 3/2*sqrt(3)*e10_7*e6_11 - 1/2*sqrt(
3)*e3_11*n6_10 - 9/2*e10_12*e6_8 + 9/2*e10_8*e6_12),
e10_10*e6_7 - 2*e10_12*e6_9 - e10_13*e6_8 - e10_14*e6_5 + e10_5*e6_14 - e10_7*
e6_10 + e10_8*e6_13 + 2*e10_9*e6_12 - e3_10*n6_10,
3*(sqrt(3)*e10_1*e6_12 - sqrt(3)*e10_12*e6_1 - 1/3*sqrt(3)*e10_3*e6_7 + 2/3*sqrt
(3)*e10_5*e6_8 + 1/3*sqrt(3)*e10_7*e6_3 - 2/3*sqrt(3)*e10_8*e6_5 - 1/3*sqrt(3)*
e3_3*n6_10 + e10_2*e6_9 - e10_9*e6_2),
e10_1*e6_6 + 3*e10_1*e6_7 - e10_2*e6_4 - e10_3*e6_5 + e10_4*e6_2 + e10_5*e6_3 - 
e10_6*e6_1 - 3*e10_7*e6_1 + e3_1*n6_10,
2*(sqrt(3)*e11_4*e6_6 + 3/2*sqrt(3)*e11_4*e6_7 - sqrt(3)*e11_6*e6_4 - 3/2*sqrt(3
)*e11_7*e6_4 + 1/2*sqrt(3)*e1_4*n6_11 + 3/2*e11_1*e6_13 - 3/2*e11_13*e6_1 + 3/2*
e11_5*e6_9 - 3/2*e11_9*e6_5),
3*(sqrt(3)*e11_10*e6_12 - sqrt(3)*e11_12*e6_10 - 1/3*sqrt(3)*e11_14*e6_6 - sqrt(
3)*e11_14*e6_7 + 1/3*sqrt(3)*e11_6*e6_14 + sqrt(3)*e11_7*e6_14 + 1/3*sqrt(3)*
e1_14*n6_11 + 1/3*e11_11*e6_13 - 1/3*e11_13*e6_11),
2*(sqrt(3)*e11_11*e6_6 + 3/2*sqrt(3)*e11_11*e6_7 - 3/2*sqrt(3)*e11_14*e6_2 + 3/2
*sqrt(3)*e11_2*e6_14 - sqrt(3)*e11_6*e6_11 - 3/2*sqrt(3)*e11_7*e6_11 - 1/2*sqrt(
3)*e1_11*n6_11 - 9/2*e11_12*e6_8 + 9/2*e11_8*e6_12),
e11_10*e6_7 - 2*e11_12*e6_9 - e11_13*e6_8 - e11_14*e6_5 + e11_5*e6_14 - e11_7*
e6_10 + e11_8*e6_13 + 2*e11_9*e6_12 - e1_10*n6_11,
3*(sqrt(3)*e11_1*e6_12 - sqrt(3)*e11_12*e6_1 - 1/3*sqrt(3)*e11_3*e6_7 + 2/3*sqrt
(3)*e11_5*e6_8 + 1/3*sqrt(3)*e11_7*e6_3 - 2/3*sqrt(3)*e11_8*e6_5 - 1/3*sqrt(3)*
e1_3*n6_11 + e11_2*e6_9 - e11_9*e6_2),
e11_1*e6_6 + 3*e11_1*e6_7 - e11_2*e6_4 - e11_3*e6_5 + e11_4*e6_2 + e11_5*e6_3 - 
e11_6*e6_1 - 3*e11_7*e6_1 + e1_1*n6_11,
2*(sqrt(3)*e7_4*e8_6 + 3/2*sqrt(3)*e7_4*e8_7 - sqrt(3)*e7_6*e8_4 - 3/2*sqrt(3)*
e7_7*e8_4 - 1/2*sqrt(3)*e9_4*n7_8 + 3/2*e7_1*e8_13 - 3/2*e7_13*e8_1 + 3/2*e7_5*
e8_9 - 3/2*e7_9*e8_5),
3*(sqrt(3)*e7_10*e8_12 - sqrt(3)*e7_12*e8_10 - 1/3*sqrt(3)*e7_14*e8_6 - sqrt(3)*
e7_14*e8_7 + 1/3*sqrt(3)*e7_6*e8_14 + sqrt(3)*e7_7*e8_14 - 1/3*sqrt(3)*e9_14*
n7_8 + 1/3*e7_11*e8_13 - 1/3*e7_13*e8_11),
2*(sqrt(3)*e7_11*e8_6 + 3/2*sqrt(3)*e7_11*e8_7 - 3/2*sqrt(3)*e7_14*e8_2 + 3/2*
sqrt(3)*e7_2*e8_14 - sqrt(3)*e7_6*e8_11 - 3/2*sqrt(3)*e7_7*e8_11 + 1/2*sqrt(3)*
e9_11*n7_8 - 9/2*e7_12*e8_8 + 9/2*e7_8*e8_12),
e7_10*e8_7 - 2*e7_12*e8_9 - e7_13*e8_8 - e7_14*e8_5 + e7_5*e8_14 - e7_7*e8_10 + 
e7_8*e8_13 + 2*e7_9*e8_12 + e9_10*n7_8,
3*(sqrt(3)*e7_1*e8_12 - sqrt(3)*e7_12*e8_1 - 1/3*sqrt(3)*e7_3*e8_7 + 2/3*sqrt(3)
*e7_5*e8_8 + 1/3*sqrt(3)*e7_7*e8_3 - 2/3*sqrt(3)*e7_8*e8_5 + 1/3*sqrt(3)*e9_3*
n7_8 + e7_2*e8_9 - e7_9*e8_2),
e7_1*e8_6 + 3*e7_1*e8_7 - e7_2*e8_4 - e7_3*e8_5 + e7_4*e8_2 + e7_5*e8_3 - e7_6*
e8_1 - 3*e7_7*e8_1 - e9_1*n7_8,
2*(sqrt(3)*e11_4*e7_6 + 3/2*sqrt(3)*e11_4*e7_7 - sqrt(3)*e11_6*e7_4 - 3/2*sqrt(3
)*e11_7*e7_4 + 1/2*sqrt(3)*e12_4*n7_11 + 3/2*e11_1*e7_13 - 3/2*e11_13*e7_1 + 3/2
*e11_5*e7_9 - 3/2*e11_9*e7_5),
3*(sqrt(3)*e11_10*e7_12 - sqrt(3)*e11_12*e7_10 - 1/3*sqrt(3)*e11_14*e7_6 - sqrt(
3)*e11_14*e7_7 + 1/3*sqrt(3)*e11_6*e7_14 + sqrt(3)*e11_7*e7_14 + 1/3*sqrt(3)*
e12_14*n7_11 + 1/3*e11_11*e7_13 - 1/3*e11_13*e7_11),
2*(sqrt(3)*e11_11*e7_6 + 3/2*sqrt(3)*e11_11*e7_7 - 3/2*sqrt(3)*e11_14*e7_2 + 3/2
*sqrt(3)*e11_2*e7_14 - sqrt(3)*e11_6*e7_11 - 3/2*sqrt(3)*e11_7*e7_11 - 1/2*sqrt(
3)*e12_11*n7_11 - 9/2*e11_12*e7_8 + 9/2*e11_8*e7_12),
e11_10*e7_7 - 2*e11_12*e7_9 - e11_13*e7_8 - e11_14*e7_5 + e11_5*e7_14 - e11_7*
e7_10 + e11_8*e7_13 + 2*e11_9*e7_12 - e12_10*n7_11,
3*(sqrt(3)*e11_1*e7_12 - sqrt(3)*e11_12*e7_1 - 1/3*sqrt(3)*e11_3*e7_7 + 2/3*sqrt
(3)*e11_5*e7_8 + 1/3*sqrt(3)*e11_7*e7_3 - 2/3*sqrt(3)*e11_8*e7_5 - 1/3*sqrt(3)*
e12_3*n7_11 + e11_2*e7_9 - e11_9*e7_2),
e11_1*e7_6 + 3*e11_1*e7_7 - e11_2*e7_4 - e11_3*e7_5 + e11_4*e7_2 + e11_5*e7_3 - 
e11_6*e7_1 - 3*e11_7*e7_1 + e12_1*n7_11,
e10_1*n8_9 - e8_1*e9_6 - 3*e8_1*e9_7 + e8_2*e9_4 + e8_3*e9_5 - e8_4*e9_2 - e8_5*
e9_3 + e8_6*e9_1 + 3*e8_7*e9_1,
sqrt(3)*e10_4*n8_9 - 2*sqrt(3)*e8_4*e9_6 - 3*sqrt(3)*e8_4*e9_7 + 2*sqrt(3)*e8_6*
e9_4 + 3*sqrt(3)*e8_7*e9_4 - 3*e8_1*e9_13 + 3*e8_13*e9_1 - 3*e8_5*e9_9 + 3*e8_9*
e9_5,
sqrt(3)*e10_11*n8_9 + 2*sqrt(3)*e8_11*e9_6 + 3*sqrt(3)*e8_11*e9_7 - 3*sqrt(3)*
e8_14*e9_2 + 3*sqrt(3)*e8_2*e9_14 - 2*sqrt(3)*e8_6*e9_11 - 3*sqrt(3)*e8_7*e9_11 
- 9*e8_12*e9_8 + 9*e8_8*e9_12,
sqrt(3)*e10_14*n8_9 - 3*sqrt(3)*e8_10*e9_12 + 3*sqrt(3)*e8_12*e9_10 + sqrt(3)*
e8_14*e9_6 + 3*sqrt(3)*e8_14*e9_7 - sqrt(3)*e8_6*e9_14 - 3*sqrt(3)*e8_7*e9_14 - 
e8_11*e9_13 + e8_13*e9_11,
e10_10*n8_9 + e8_10*e9_7 - 2*e8_12*e9_9 - e8_13*e9_8 - e8_14*e9_5 + e8_5*e9_14 -
 e8_7*e9_10 + e8_8*e9_13 + 2*e8_9*e9_12,
sqrt(3)*e10_3*n8_9 + 3*sqrt(3)*e8_1*e9_12 - 3*sqrt(3)*e8_12*e9_1 - sqrt(3)*e8_3*
e9_7 + 2*sqrt(3)*e8_5*e9_8 + sqrt(3)*e8_7*e9_3 - 2*sqrt(3)*e8_8*e9_5 + 3*e8_2*
e9_9 - 3*e8_9*e9_2,
2*(sqrt(3)*e10_4*e8_6 + 3/2*sqrt(3)*e10_4*e8_7 - sqrt(3)*e10_6*e8_4 - 3/2*sqrt(3
)*e10_7*e8_4 + 1/2*sqrt(3)*e11_4*n8_10 + 3/2*e10_1*e8_13 - 3/2*e10_13*e8_1 + 3/2
*e10_5*e8_9 - 3/2*e10_9*e8_5),
3*(sqrt(3)*e10_10*e8_12 - sqrt(3)*e10_12*e8_10 - 1/3*sqrt(3)*e10_14*e8_6 - sqrt(
3)*e10_14*e8_7 + 1/3*sqrt(3)*e10_6*e8_14 + sqrt(3)*e10_7*e8_14 + 1/3*sqrt(3)*
e11_14*n8_10 + 1/3*e10_11*e8_13 - 1/3*e10_13*e8_11),
2*(sqrt(3)*e10_11*e8_6 + 3/2*sqrt(3)*e10_11*e8_7 - 3/2*sqrt(3)*e10_14*e8_2 + 3/2
*sqrt(3)*e10_2*e8_14 - sqrt(3)*e10_6*e8_11 - 3/2*sqrt(3)*e10_7*e8_11 - 1/2*sqrt(
3)*e11_11*n8_10 - 9/2*e10_12*e8_8 + 9/2*e10_8*e8_12),
e10_10*e8_7 - 2*e10_12*e8_9 - e10_13*e8_8 - e10_14*e8_5 + e10_5*e8_14 - e10_7*
e8_10 + e10_8*e8_13 + 2*e10_9*e8_12 - e11_10*n8_10,
3*(sqrt(3)*e10_1*e8_12 - sqrt(3)*e10_12*e8_1 - 1/3*sqrt(3)*e10_3*e8_7 + 2/3*sqrt
(3)*e10_5*e8_8 + 1/3*sqrt(3)*e10_7*e8_3 - 2/3*sqrt(3)*e10_8*e8_5 - 1/3*sqrt(3)*
e11_3*n8_10 + e10_2*e8_9 - e10_9*e8_2),
e10_1*e8_6 + 3*e10_1*e8_7 - e10_2*e8_4 - e10_3*e8_5 + e10_4*e8_2 + e10_5*e8_3 - 
e10_6*e8_1 - 3*e10_7*e8_1 + e11_1*n8_10,
2*(sqrt(3)*e10_4*e9_6 + 3/2*sqrt(3)*e10_4*e9_7 - sqrt(3)*e10_6*e9_4 - 3/2*sqrt(3
)*e10_7*e9_4 + 1/2*sqrt(3)*e12_4*n9_10 + 3/2*e10_1*e9_13 - 3/2*e10_13*e9_1 + 3/2
*e10_5*e9_9 - 3/2*e10_9*e9_5),
3*(sqrt(3)*e10_10*e9_12 - sqrt(3)*e10_12*e9_10 - 1/3*sqrt(3)*e10_14*e9_6 - sqrt(
3)*e10_14*e9_7 + 1/3*sqrt(3)*e10_6*e9_14 + sqrt(3)*e10_7*e9_14 + 1/3*sqrt(3)*
e12_14*n9_10 + 1/3*e10_11*e9_13 - 1/3*e10_13*e9_11),
2*(sqrt(3)*e10_11*e9_6 + 3/2*sqrt(3)*e10_11*e9_7 - 3/2*sqrt(3)*e10_14*e9_2 + 3/2
*sqrt(3)*e10_2*e9_14 - sqrt(3)*e10_6*e9_11 - 3/2*sqrt(3)*e10_7*e9_11 - 1/2*sqrt(
3)*e12_11*n9_10 - 9/2*e10_12*e9_8 + 9/2*e10_8*e9_12),
e10_10*e9_7 - 2*e10_12*e9_9 - e10_13*e9_8 - e10_14*e9_5 + e10_5*e9_14 - e10_7*
e9_10 + e10_8*e9_13 + 2*e10_9*e9_12 - e12_10*n9_10,
3*(sqrt(3)*e10_1*e9_12 - sqrt(3)*e10_12*e9_1 - 1/3*sqrt(3)*e10_3*e9_7 + 2/3*sqrt
(3)*e10_5*e9_8 + 1/3*sqrt(3)*e10_7*e9_3 - 2/3*sqrt(3)*e10_8*e9_5 - 1/3*sqrt(3)*
e12_3*n9_10 + e10_2*e9_9 - e10_9*e9_2),
e10_1*e9_6 + 3*e10_1*e9_7 - e10_2*e9_4 - e10_3*e9_5 + e10_4*e9_2 + e10_5*e9_3 - 
e10_6*e9_1 - 3*e10_7*e9_1 + e12_1*n9_10,
3*(sqrt(3)*h1_1*h2_10 - sqrt(3)*h1_10*h2_1 - 2/3*sqrt(3)*h1_3*h2_9 + 1/3*sqrt(3)
*h1_5*h2_6 + 2/3*sqrt(3)*h1_5*h2_7 - 1/3*sqrt(3)*h1_6*h2_5 - 2/3*sqrt(3)*h1_7*
h2_5 + 2/3*sqrt(3)*h1_9*h2_3 + h1_4*h2_8 - h1_8*h2_4),
3*(sqrt(3)*h1_1*h2_14 - 2/3*sqrt(3)*h1_10*h2_3 - 1/3*sqrt(3)*h1_12*h2_5 - sqrt(3
)*h1_14*h2_1 + 2/3*sqrt(3)*h1_3*h2_10 + 1/3*sqrt(3)*h1_5*h2_12 + 1/3*sqrt(3)*
h1_8*h2_9 - 1/3*sqrt(3)*h1_9*h2_8 - h1_13*h2_2 + h1_2*h2_13),
2*(sqrt(3)*h1_10*h2_8 - 1/2*sqrt(3)*h1_12*h2_6 - sqrt(3)*h1_12*h2_7 - 1/2*sqrt(3
)*h1_14*h2_3 + 1/2*sqrt(3)*h1_3*h2_14 + 1/2*sqrt(3)*h1_6*h2_12 + sqrt(3)*h1_7*
h2_12 - sqrt(3)*h1_8*h2_10 + 1/2*h1_11*h2_9 - 1/2*h1_9*h2_11),
2*(sqrt(3)*h1_10*h2_5 + 1/2*sqrt(3)*h1_13*h2_3 - 1/2*sqrt(3)*h1_3*h2_13 - sqrt(3
)*h1_5*h2_10 + 1/2*sqrt(3)*h1_6*h2_9 + 1/2*sqrt(3)*h1_7*h2_9 - 1/2*sqrt(3)*h1_9*
h2_6 - 1/2*sqrt(3)*h1_9*h2_7 - 3/2*h1_12*h2_4 + 3/2*h1_4*h2_12),
2*(sqrt(3)*h1_12*h2_3 - sqrt(3)*h1_3*h2_12 - 1/2*sqrt(3)*h1_6*h2_8 - 1/2*sqrt(3)
*h1_7*h2_8 + 1/2*sqrt(3)*h1_8*h2_6 + 1/2*sqrt(3)*h1_8*h2_7 + 3/2*h1_10*h2_2 + 1/
2*h1_11*h2_5 - 3/2*h1_2*h2_10 - 1/2*h1_5*h2_11),
3*(sqrt(3)*h1_1*h2_14 - sqrt(3)*h1_10*h2_3 - 1/3*sqrt(3)*h1_11*h2_4 - sqrt(3)*
h1_14*h2_1 + sqrt(3)*h1_3*h2_10 + 1/3*sqrt(3)*h1_4*h2_11 + sqrt(3)*h1_8*h2_9 - 
sqrt(3)*h1_9*h2_8 - 2*h1_13*h2_2 + 2*h1_2*h2_13),
3*(sqrt(3)*e2_1*h1_10 - sqrt(3)*e2_10*h1_1 - 2/3*sqrt(3)*e2_3*h1_9 + 1/3*sqrt(3)
*e2_5*h1_6 + 2/3*sqrt(3)*e2_5*h1_7 - 1/3*sqrt(3)*e2_6*h1_5 - 2/3*sqrt(3)*e2_7*
h1_5 + 2/3*sqrt(3)*e2_9*h1_3 + e2_4*h1_8 - e2_8*h1_4),
3*(sqrt(3)*e2_1*h1_14 - 2/3*sqrt(3)*e2_10*h1_3 - 1/3*sqrt(3)*e2_12*h1_5 - sqrt(3
)*e2_14*h1_1 + 2/3*sqrt(3)*e2_3*h1_10 + 1/3*sqrt(3)*e2_5*h1_12 + 1/3*sqrt(3)*
e2_8*h1_9 - 1/3*sqrt(3)*e2_9*h1_8 - e2_13*h1_2 + e2_2*h1_13),
2*(sqrt(3)*e2_10*h1_8 - 1/2*sqrt(3)*e2_12*h1_6 - sqrt(3)*e2_12*h1_7 - 1/2*sqrt(3
)*e2_14*h1_3 + 1/2*sqrt(3)*e2_3*h1_14 + 1/2*sqrt(3)*e2_6*h1_12 + sqrt(3)*e2_7*
h1_12 - sqrt(3)*e2_8*h1_10 + 1/2*e2_11*h1_9 - 1/2*e2_9*h1_11),
2*(sqrt(3)*e2_10*h1_5 + 1/2*sqrt(3)*e2_13*h1_3 - 1/2*sqrt(3)*e2_3*h1_13 - sqrt(3
)*e2_5*h1_10 + 1/2*sqrt(3)*e2_6*h1_9 + 1/2*sqrt(3)*e2_7*h1_9 - 1/2*sqrt(3)*e2_9*
h1_6 - 1/2*sqrt(3)*e2_9*h1_7 - 3/2*e2_12*h1_4 + 3/2*e2_4*h1_12),
2*(sqrt(3)*e2_12*h1_3 - sqrt(3)*e2_3*h1_12 - 1/2*sqrt(3)*e2_6*h1_8 - 1/2*sqrt(3)
*e2_7*h1_8 + 1/2*sqrt(3)*e2_8*h1_6 + 1/2*sqrt(3)*e2_8*h1_7 + 3/2*e2_10*h1_2 + 1/
2*e2_11*h1_5 - 3/2*e2_2*h1_10 - 1/2*e2_5*h1_11),
3*(sqrt(3)*e2_1*h1_14 - sqrt(3)*e2_10*h1_3 - 1/3*sqrt(3)*e2_11*h1_4 - sqrt(3)*
e2_14*h1_1 + sqrt(3)*e2_3*h1_10 + 1/3*sqrt(3)*e2_4*h1_11 + sqrt(3)*e2_8*h1_9 - 
sqrt(3)*e2_9*h1_8 - 2*e2_13*h1_2 + 2*e2_2*h1_13),
3*(sqrt(3)*e8_1*h1_10 - sqrt(3)*e8_10*h1_1 - 2/3*sqrt(3)*e8_3*h1_9 + 1/3*sqrt(3)
*e8_5*h1_6 + 2/3*sqrt(3)*e8_5*h1_7 - 1/3*sqrt(3)*e8_6*h1_5 - 2/3*sqrt(3)*e8_7*
h1_5 + 2/3*sqrt(3)*e8_9*h1_3 + e8_4*h1_8 - e8_8*h1_4),
3*(sqrt(3)*e8_1*h1_14 - 2/3*sqrt(3)*e8_10*h1_3 - 1/3*sqrt(3)*e8_12*h1_5 - sqrt(3
)*e8_14*h1_1 + 2/3*sqrt(3)*e8_3*h1_10 + 1/3*sqrt(3)*e8_5*h1_12 + 1/3*sqrt(3)*
e8_8*h1_9 - 1/3*sqrt(3)*e8_9*h1_8 - e8_13*h1_2 + e8_2*h1_13),
2*(sqrt(3)*e8_10*h1_8 - 1/2*sqrt(3)*e8_12*h1_6 - sqrt(3)*e8_12*h1_7 - 1/2*sqrt(3
)*e8_14*h1_3 + 1/2*sqrt(3)*e8_3*h1_14 + 1/2*sqrt(3)*e8_6*h1_12 + sqrt(3)*e8_7*
h1_12 - sqrt(3)*e8_8*h1_10 + 1/2*e8_11*h1_9 - 1/2*e8_9*h1_11),
2*(sqrt(3)*e8_10*h1_5 + 1/2*sqrt(3)*e8_13*h1_3 - 1/2*sqrt(3)*e8_3*h1_13 - sqrt(3
)*e8_5*h1_10 + 1/2*sqrt(3)*e8_6*h1_9 + 1/2*sqrt(3)*e8_7*h1_9 - 1/2*sqrt(3)*e8_9*
h1_6 - 1/2*sqrt(3)*e8_9*h1_7 - 3/2*e8_12*h1_4 + 3/2*e8_4*h1_12),
2*(sqrt(3)*e8_12*h1_3 - sqrt(3)*e8_3*h1_12 - 1/2*sqrt(3)*e8_6*h1_8 - 1/2*sqrt(3)
*e8_7*h1_8 + 1/2*sqrt(3)*e8_8*h1_6 + 1/2*sqrt(3)*e8_8*h1_7 + 3/2*e8_10*h1_2 + 1/
2*e8_11*h1_5 - 3/2*e8_2*h1_10 - 1/2*e8_5*h1_11),
3*(sqrt(3)*e8_1*h1_14 - sqrt(3)*e8_10*h1_3 - 1/3*sqrt(3)*e8_11*h1_4 - sqrt(3)*
e8_14*h1_1 + sqrt(3)*e8_3*h1_10 + 1/3*sqrt(3)*e8_4*h1_11 + sqrt(3)*e8_8*h1_9 - 
sqrt(3)*e8_9*h1_8 - 2*e8_13*h1_2 + 2*e8_2*h1_13),
3*(sqrt(3)*e6_1*h2_10 - sqrt(3)*e6_10*h2_1 - 2/3*sqrt(3)*e6_3*h2_9 + 1/3*sqrt(3)
*e6_5*h2_6 + 2/3*sqrt(3)*e6_5*h2_7 - 1/3*sqrt(3)*e6_6*h2_5 - 2/3*sqrt(3)*e6_7*
h2_5 + 2/3*sqrt(3)*e6_9*h2_3 + e6_4*h2_8 - e6_8*h2_4),
3*(sqrt(3)*e6_1*h2_14 - 2/3*sqrt(3)*e6_10*h2_3 - 1/3*sqrt(3)*e6_12*h2_5 - sqrt(3
)*e6_14*h2_1 + 2/3*sqrt(3)*e6_3*h2_10 + 1/3*sqrt(3)*e6_5*h2_12 + 1/3*sqrt(3)*
e6_8*h2_9 - 1/3*sqrt(3)*e6_9*h2_8 - e6_13*h2_2 + e6_2*h2_13),
2*(sqrt(3)*e6_10*h2_8 - 1/2*sqrt(3)*e6_12*h2_6 - sqrt(3)*e6_12*h2_7 - 1/2*sqrt(3
)*e6_14*h2_3 + 1/2*sqrt(3)*e6_3*h2_14 + 1/2*sqrt(3)*e6_6*h2_12 + sqrt(3)*e6_7*
h2_12 - sqrt(3)*e6_8*h2_10 + 1/2*e6_11*h2_9 - 1/2*e6_9*h2_11),
2*(sqrt(3)*e6_10*h2_5 + 1/2*sqrt(3)*e6_13*h2_3 - 1/2*sqrt(3)*e6_3*h2_13 - sqrt(3
)*e6_5*h2_10 + 1/2*sqrt(3)*e6_6*h2_9 + 1/2*sqrt(3)*e6_7*h2_9 - 1/2*sqrt(3)*e6_9*
h2_6 - 1/2*sqrt(3)*e6_9*h2_7 - 3/2*e6_12*h2_4 + 3/2*e6_4*h2_12),
2*(sqrt(3)*e6_12*h2_3 - sqrt(3)*e6_3*h2_12 - 1/2*sqrt(3)*e6_6*h2_8 - 1/2*sqrt(3)
*e6_7*h2_8 + 1/2*sqrt(3)*e6_8*h2_6 + 1/2*sqrt(3)*e6_8*h2_7 + 3/2*e6_10*h2_2 + 1/
2*e6_11*h2_5 - 3/2*e6_2*h2_10 - 1/2*e6_5*h2_11),
3*(sqrt(3)*e6_1*h2_14 - sqrt(3)*e6_10*h2_3 - 1/3*sqrt(3)*e6_11*h2_4 - sqrt(3)*
e6_14*h2_1 + sqrt(3)*e6_3*h2_10 + 1/3*sqrt(3)*e6_4*h2_11 + sqrt(3)*e6_8*h2_9 - 
sqrt(3)*e6_9*h2_8 - 2*e6_13*h2_2 + 2*e6_2*h2_13),
3*(sqrt(3)*e12_1*h2_10 - sqrt(3)*e12_10*h2_1 - 2/3*sqrt(3)*e12_3*h2_9 + 1/3*sqrt
(3)*e12_5*h2_6 + 2/3*sqrt(3)*e12_5*h2_7 - 1/3*sqrt(3)*e12_6*h2_5 - 2/3*sqrt(3)*
e12_7*h2_5 + 2/3*sqrt(3)*e12_9*h2_3 + e12_4*h2_8 - e12_8*h2_4),
3*(sqrt(3)*e12_1*h2_14 - 2/3*sqrt(3)*e12_10*h2_3 - 1/3*sqrt(3)*e12_12*h2_5 - 
sqrt(3)*e12_14*h2_1 + 2/3*sqrt(3)*e12_3*h2_10 + 1/3*sqrt(3)*e12_5*h2_12 + 1/3*
sqrt(3)*e12_8*h2_9 - 1/3*sqrt(3)*e12_9*h2_8 - e12_13*h2_2 + e12_2*h2_13),
2*(sqrt(3)*e12_10*h2_8 - 1/2*sqrt(3)*e12_12*h2_6 - sqrt(3)*e12_12*h2_7 - 1/2*
sqrt(3)*e12_14*h2_3 + 1/2*sqrt(3)*e12_3*h2_14 + 1/2*sqrt(3)*e12_6*h2_12 + sqrt(3
)*e12_7*h2_12 - sqrt(3)*e12_8*h2_10 + 1/2*e12_11*h2_9 - 1/2*e12_9*h2_11),
2*(sqrt(3)*e12_10*h2_5 + 1/2*sqrt(3)*e12_13*h2_3 - 1/2*sqrt(3)*e12_3*h2_13 - 
sqrt(3)*e12_5*h2_10 + 1/2*sqrt(3)*e12_6*h2_9 + 1/2*sqrt(3)*e12_7*h2_9 - 1/2*sqrt
(