#### Green Polynomials for B5

####  W-rep key:
#  x[1] = [[], [1, 1, 1, 1, 1]]   ,   orbit = [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1]  ,   A-rep = []    
#  x[2] = [[], [2, 1, 1, 1]]   ,   orbit = [2, 2, 1, 1, 1, 1, 1, 1, 1]  ,   A-rep = []    
#  x[3] = [[], [2, 2, 1]]   ,   orbit = [2, 2, 2, 2, 1, 1, 1]  ,   A-rep = []    
#  x[4] = [[1], [1, 1, 1, 1]]   ,   orbit = [3, 1, 1, 1, 1, 1, 1, 1, 1]  ,   A-rep = [1]   
#  x[5] = [[1, 1, 1, 1, 1], []]   ,   orbit = [3, 1, 1, 1, 1, 1, 1, 1, 1]  ,   A-rep = [-1]  
#  x[6] = [[1, 1], [1, 1, 1]]   ,   orbit = [3, 2, 2, 1, 1, 1, 1]  ,   A-rep = [1]   
#  x[7] = [[1, 1, 1, 1], [1]]   ,   orbit = [3, 2, 2, 1, 1, 1, 1]  ,   A-rep = [-1]  
#  x[8] = [[1, 1, 1], [1, 1]]   ,   orbit = [3, 2, 2, 2, 2]  ,   A-rep = []    
#  x[9] = [[1], [2, 1, 1]]   ,   orbit = [3, 3, 1, 1, 1, 1, 1]  ,   A-rep = [1]   
#  x[10] = [[], [3, 1, 1]]   ,   orbit = [3, 3, 1, 1, 1, 1, 1]  ,   A-rep = [-1]  
#  x[11] = [[1], [2, 2]]   ,   orbit = [3, 3, 2, 2, 1]  ,   A-rep = [1]   
#  x[12] = [[], [3, 2]]   ,   orbit = [3, 3, 2, 2, 1]  ,   A-rep = [-1]  
#  x[13] = [[1, 1], [2, 1]]   ,   orbit = [3, 3, 3, 1, 1]  ,   A-rep = [1]   
#  x[14] = [[1, 1, 1], [2]]   ,   orbit = [3, 3, 3, 1, 1]  ,   A-rep = [-1]  
#  x[15] = [[1], [3, 1]]   ,   orbit = [4, 4, 1, 1, 1]  ,   A-rep = []    
#  x[16] = [[1, 1], [3]]   ,   orbit = [4, 4, 3]  ,   A-rep = []    
#  x[17] = [[2], [1, 1, 1]]   ,   orbit = [5, 1, 1, 1, 1, 1, 1]  ,   A-rep = [1]   
#  x[18] = [[2, 1, 1, 1], []]   ,   orbit = [5, 1, 1, 1, 1, 1, 1]  ,   A-rep = [-1]  
#  x[19] = [[2, 1], [1, 1]]   ,   orbit = [5, 2, 2, 1, 1]  ,   A-rep = [1]   
#  x[20] = [[2, 1, 1], [1]]   ,   orbit = [5, 2, 2, 1, 1]  ,   A-rep = [-1]  
#  x[21] = [[2], [2, 1]]   ,   orbit = [5, 3, 1, 1, 1]  ,   A-rep = [1, 1]
#  x[22] = [[], [4, 1]]   ,   orbit = [5, 3, 1, 1, 1]  ,   A-rep = [-1, 1]
#  x[23] = [[2, 2, 1], []]   ,   orbit = [5, 3, 1, 1, 1]  ,   A-rep = [1, -1]
#  x[24] = [[2, 1], [2]]   ,   orbit = [5, 3, 3]  ,   A-rep = [1]   
#  x[25] = [[2, 2], [1]]   ,   orbit = [5, 3, 3]  ,   A-rep = [-1]  
#  x[26] = [[2], [3]]   ,   orbit = [5, 5, 1]  ,   A-rep = [1]   
#  x[27] = [[1], [4]]   ,   orbit = [5, 5, 1]  ,   A-rep = [-1]  
#  x[28] = [[3], [1, 1]]   ,   orbit = [7, 1, 1, 1, 1]  ,   A-rep = [1]   
#  x[29] = [[3, 1, 1], []]   ,   orbit = [7, 1, 1, 1, 1]  ,   A-rep = [-1]  
#  x[30] = [[3, 1], [1]]   ,   orbit = [7, 2, 2]  ,   A-rep = []    
#  x[31] = [[3], [2]]   ,   orbit = [7, 3, 1]  ,   A-rep = [1, 1]
#  x[32] = [[3, 2], []]   ,   orbit = [7, 3, 1]  ,   A-rep = [-1, 1]
#  x[33] = [[], [5]]    ,   orbit = [7, 3, 1]  ,   A-rep = [1, -1]
#  x[34] = [[4], [1]]   ,   orbit = [9, 1, 1]  ,   A-rep = [1]   
#  x[35] = [[4, 1], []]   ,   orbit = [9, 1, 1]  ,   A-rep = [-1]  
#  x[36] = [[5], []]    ,   orbit = [11]      ,   A-rep = []    


###   Green Polynomials by Orbit

orbit #1 : [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1]
  dim = 0
  A(O) = 1  ,  |A(O)_0| = 1
  g_s = 55*V[0]
  Z_G(x)_0 = B5

  # Green Polys by orbit reps
    #1.1 : x[1]  :  [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1],[]  : [[5], []]
        Qxi[B5,1,1] = (x[1])*q^25
                    + (x[4])*q^24
                    + (x[2]+x[6])*q^23
                    + (x[4]+x[8]+x[9])*q^22
                    + (x[2]+x[3]+x[6]+x[7]+x[13]+x[17])*q^21
                    + (x[4]+x[5]+x[8]+2*x[9]+x[11]+x[14]+x[19])*q^20
                    + (x[2]+x[3]+2*x[6]+x[7]+x[10]+2*x[13]+x[17]+x[20]+x[21])*q^19
                    + (x[4]+2*x[8]+3*x[9]+x[11]+x[14]+x[15]+x[18]+2*x[19]+x[24])*q^18
                    + (x[2]+x[3]+2*x[6]+x[7]+x[10]+x[12]+3*x[13]+x[16]+2*x[17]+2*x[20]+2*x[21]+x[25])*q^17
                    + (x[4]+2*x[8]+3*x[9]+2*x[11]+2*x[14]+2*x[15]+x[18]+3*x[19]+x[23]+2*x[24]+x[28])*q^16
                    + (x[3]+2*x[6]+x[7]+2*x[10]+x[12]+4*x[13]+x[16]+2*x[17]+3*x[20]+3*x[21]+x[25]+x[26]+x[30])*q^15
                    + (2*x[8]+3*x[9]+2*x[11]+2*x[14]+3*x[15]+x[18]+4*x[19]+x[23]+3*x[24]+x[28]+x[29]+x[31])*q^14
                    + (x[3]+x[6]+x[7]+x[10]+x[12]+4*x[13]+2*x[16]+2*x[17]+3*x[20]+4*x[21]+x[22]+2*x[25]+x[26]+2*x[30])*q^13
                    + (x[8]+2*x[9]+2*x[11]+2*x[14]+3*x[15]+x[18]+4*x[19]+x[23]+4*x[24]+x[27]+2*x[28]+x[29]+x[31]+x[32])*q^12
                    + (x[6]+x[10]+x[12]+3*x[13]+2*x[16]+x[17]+3*x[20]+4*x[21]+x[22]+2*x[25]+2*x[26]+3*x[30])*q^11
                    + (x[8]+x[9]+x[11]+x[14]+3*x[15]+3*x[19]+x[23]+4*x[24]+x[27]+2*x[28]+2*x[29]+2*x[31]+x[32])*q^10
                    + (x[12]+2*x[13]+2*x[16]+x[17]+2*x[20]+3*x[21]+x[22]+2*x[25]+2*x[26]+3*x[30]+x[34])*q^9
                    + (x[11]+x[14]+2*x[15]+2*x[19]+x[23]+3*x[24]+x[27]+2*x[28]+x[29]+2*x[31]+x[32]+x[35])*q^8
                    + (x[13]+x[16]+x[20]+2*x[21]+x[22]+x[25]+2*x[26]+3*x[30]+x[34])*q^7
                    + (x[15]+x[19]+2*x[24]+x[27]+x[28]+x[29]+2*x[31]+x[32]+x[35])*q^6
                    + (x[16]+x[21]+x[25]+x[26]+2*x[30]+x[33]+x[34])*q^5
                    + (x[24]+x[27]+x[28]+x[31]+x[32]+x[35])*q^4
                    + (x[26]+x[30]+x[34])*q^3
                    + (x[31]+x[35])*q^2
                    + (x[34])*q
                    + x[36]

  # Green Polys by conj class in A(O)
    #1.1  :  c = ()
        |O_x_c^F| = 1
        Qxc[B5,1,1] = (x[1])*q^25
                     + (x[4])*q^24
                     + (x[2]+x[6])*q^23
                     + (x[4]+x[8]+x[9])*q^22
                     + (x[2]+x[3]+x[6]+x[7]+x[13]+x[17])*q^21
                     + (x[4]+x[5]+x[8]+2*x[9]+x[11]+x[14]+x[19])*q^20
                     + (x[2]+x[3]+2*x[6]+x[7]+x[10]+2*x[13]+x[17]+x[20]+x[21])*q^19
                     + (x[4]+2*x[8]+3*x[9]+x[11]+x[14]+x[15]+x[18]+2*x[19]+x[24])*q^18
                     + (x[2]+x[3]+2*x[6]+x[7]+x[10]+x[12]+3*x[13]+x[16]+2*x[17]+2*x[20]+2*x[21]+x[25])*q^17
                     + (x[4]+2*x[8]+3*x[9]+2*x[11]+2*x[14]+2*x[15]+x[18]+3*x[19]+x[23]+2*x[24]+x[28])*q^16
                     + (x[3]+2*x[6]+x[7]+2*x[10]+x[12]+4*x[13]+x[16]+2*x[17]+3*x[20]+3*x[21]+x[25]+x[26]+x[30])*q^15
                     + (2*x[8]+3*x[9]+2*x[11]+2*x[14]+3*x[15]+x[18]+4*x[19]+x[23]+3*x[24]+x[28]+x[29]+x[31])*q^14
                     + (x[3]+x[6]+x[7]+x[10]+x[12]+4*x[13]+2*x[16]+2*x[17]+3*x[20]+4*x[21]+x[22]+2*x[25]+x[26]+2*x[30])*q^13
                     + (x[8]+2*x[9]+2*x[11]+2*x[14]+3*x[15]+x[18]+4*x[19]+x[23]+4*x[24]+x[27]+2*x[28]+x[29]+x[31]+x[32])*q^12
                     + (x[6]+x[10]+x[12]+3*x[13]+2*x[16]+x[17]+3*x[20]+4*x[21]+x[22]+2*x[25]+2*x[26]+3*x[30])*q^11
                     + (x[8]+x[9]+x[11]+x[14]+3*x[15]+3*x[19]+x[23]+4*x[24]+x[27]+2*x[28]+2*x[29]+2*x[31]+x[32])*q^10
                     + (x[12]+2*x[13]+2*x[16]+x[17]+2*x[20]+3*x[21]+x[22]+2*x[25]+2*x[26]+3*x[30]+x[34])*q^9
                     + (x[11]+x[14]+2*x[15]+2*x[19]+x[23]+3*x[24]+x[27]+2*x[28]+x[29]+2*x[31]+x[32]+x[35])*q^8
                     + (x[13]+x[16]+x[20]+2*x[21]+x[22]+x[25]+2*x[26]+3*x[30]+x[34])*q^7
                     + (x[15]+x[19]+2*x[24]+x[27]+x[28]+x[29]+2*x[31]+x[32]+x[35])*q^6
                     + (x[16]+x[21]+x[25]+x[26]+2*x[30]+x[33]+x[34])*q^5
                     + (x[24]+x[27]+x[28]+x[31]+x[32]+x[35])*q^4
                     + (x[26]+x[30]+x[34])*q^3
                     + (x[31]+x[35])*q^2
                     + (x[34])*q
                     + x[36]


orbit #2 : [2, 2, 1, 1, 1, 1, 1, 1, 1]
  dim = 16
  A(O) = 1  ,  |A(O)_0| = 1
  g_s = 14*V[1]+V[2]+24*V[0]
  Z_G(x)_0 = O7+Sp2

  # Green Polys by orbit reps
    #2.1 : x[2]  :  [2, 2, 1, 1, 1, 1, 1, 1, 1],[]  : [[], [2, 1, 1, 1]]
        Qxi[B5,2,1] = (x[2])*q^17
                    + (x[4]+x[9])*q^16
                    + (x[3]+x[6]+x[10]+x[13]+x[17])*q^15
                    + (x[8]+2*x[9]+x[11]+x[14]+x[15]+x[19])*q^14
                    + (x[3]+x[6]+x[7]+x[10]+x[12]+2*x[13]+x[16]+x[17]+x[20]+2*x[21])*q^13
                    + (x[8]+2*x[9]+2*x[11]+x[14]+2*x[15]+x[18]+2*x[19]+2*x[24]+x[28])*q^12
                    + (x[6]+x[10]+x[12]+3*x[13]+x[16]+x[17]+2*x[20]+3*x[21]+x[22]+x[25]+x[26]+x[30])*q^11
                    + (x[8]+x[9]+x[11]+x[14]+3*x[15]+3*x[19]+x[23]+3*x[24]+x[27]+x[28]+x[29]+x[31])*q^10
                    + (x[12]+2*x[13]+2*x[16]+x[17]+2*x[20]+3*x[21]+x[22]+2*x[25]+2*x[26]+2*x[30])*q^9
                    + (x[11]+x[14]+2*x[15]+2*x[19]+x[23]+3*x[24]+x[27]+2*x[28]+x[29]+2*x[31]+x[32])*q^8
                    + (x[13]+x[16]+x[20]+2*x[21]+x[22]+x[25]+2*x[26]+3*x[30]+x[34])*q^7
                    + (x[15]+x[19]+2*x[24]+x[27]+x[28]+x[29]+2*x[31]+x[32]+x[35])*q^6
                    + (x[16]+x[21]+x[25]+x[26]+2*x[30]+x[33]+x[34])*q^5
                    + (x[24]+x[27]+x[28]+x[31]+x[32]+x[35])*q^4
                    + (x[26]+x[30]+x[34])*q^3
                    + (x[31]+x[35])*q^2
                    + (x[34])*q
                    + x[36]

  # Green Polys by conj class in A(O)
    #2.1  :  c = ()
        |O_x_c^F| = (q^2+1)*(q^4+1)*(q^10-1)
        Qxc[B5,2,1] = (x[2])*q^17
                     + (x[4]+x[9])*q^16
                     + (x[3]+x[6]+x[10]+x[13]+x[17])*q^15
                     + (x[8]+2*x[9]+x[11]+x[14]+x[15]+x[19])*q^14
                     + (x[3]+x[6]+x[7]+x[10]+x[12]+2*x[13]+x[16]+x[17]+x[20]+2*x[21])*q^13
                     + (x[8]+2*x[9]+2*x[11]+x[14]+2*x[15]+x[18]+2*x[19]+2*x[24]+x[28])*q^12
                     + (x[6]+x[10]+x[12]+3*x[13]+x[16]+x[17]+2*x[20]+3*x[21]+x[22]+x[25]+x[26]+x[30])*q^11
                     + (x[8]+x[9]+x[11]+x[14]+3*x[15]+3*x[19]+x[23]+3*x[24]+x[27]+x[28]+x[29]+x[31])*q^10
                     + (x[12]+2*x[13]+2*x[16]+x[17]+2*x[20]+3*x[21]+x[22]+2*x[25]+2*x[26]+2*x[30])*q^9
                     + (x[11]+x[14]+2*x[15]+2*x[19]+x[23]+3*x[24]+x[27]+2*x[28]+x[29]+2*x[31]+x[32])*q^8
                     + (x[13]+x[16]+x[20]+2*x[21]+x[22]+x[25]+2*x[26]+3*x[30]+x[34])*q^7
                     + (x[15]+x[19]+2*x[24]+x[27]+x[28]+x[29]+2*x[31]+x[32]+x[35])*q^6
                     + (x[16]+x[21]+x[25]+x[26]+2*x[30]+x[33]+x[34])*q^5
                     + (x[24]+x[27]+x[28]+x[31]+x[32]+x[35])*q^4
                     + (x[26]+x[30]+x[34])*q^3
                     + (x[31]+x[35])*q^2
                     + (x[34])*q
                     + x[36]


orbit #3 : [2, 2, 2, 2, 1, 1, 1]
  dim = 24
  A(O) = 1  ,  |A(O)_0| = 1
  g_s = 6*V[2]+12*V[1]+13*V[0]
  Z_G(x)_0 = O3+Sp4

  # Green Polys by orbit reps
    #3.1 : x[3]  :  [2, 2, 2, 2, 1, 1, 1],[]  : [[], [2, 2, 1]]
        Qxi[B5,3,1] = (x[3])*q^13
                    + (x[9]+x[11])*q^12
                    + (x[6]+x[10]+x[12]+x[13]+x[21])*q^11
                    + (x[8]+x[9]+x[11]+2*x[15]+x[19]+x[24])*q^10
                    + (x[12]+2*x[13]+x[16]+x[17]+x[20]+2*x[21]+x[22]+x[25]+x[26])*q^9
                    + (x[11]+x[14]+2*x[15]+2*x[19]+x[23]+2*x[24]+x[27]+x[28]+x[31])*q^8
                    + (x[13]+x[16]+x[20]+2*x[21]+x[22]+x[25]+2*x[26]+2*x[30])*q^7
                    + (x[15]+x[19]+2*x[24]+x[27]+x[28]+x[29]+2*x[31]+x[32])*q^6
                    + (x[16]+x[21]+x[25]+x[26]+2*x[30]+x[33]+x[34])*q^5
                    + (x[24]+x[27]+x[28]+x[31]+x[32]+x[35])*q^4
                    + (x[26]+x[30]+x[34])*q^3
                    + (x[31]+x[35])*q^2
                    + (x[34])*q
                    + x[36]

  # Green Polys by conj class in A(O)
    #3.1  :  c = ()
        |O_x_c^F| = q^2*(q^2-q+1)*(q^2+q+1)*(q^8-1)*(q^10-1)
        Qxc[B5,3,1] = (x[3])*q^13
                     + (x[9]+x[11])*q^12
                     + (x[6]+x[10]+x[12]+x[13]+x[21])*q^11
                     + (x[8]+x[9]+x[11]+2*x[15]+x[19]+x[24])*q^10
                     + (x[12]+2*x[13]+x[16]+x[17]+x[20]+2*x[21]+x[22]+x[25]+x[26])*q^9
                     + (x[11]+x[14]+2*x[15]+2*x[19]+x[23]+2*x[24]+x[27]+x[28]+x[31])*q^8
                     + (x[13]+x[16]+x[20]+2*x[21]+x[22]+x[25]+2*x[26]+2*x[30])*q^7
                     + (x[15]+x[19]+2*x[24]+x[27]+x[28]+x[29]+2*x[31]+x[32])*q^6
                     + (x[16]+x[21]+x[25]+x[26]+2*x[30]+x[33]+x[34])*q^5
                     + (x[24]+x[27]+x[28]+x[31]+x[32]+x[35])*q^4
                     + (x[26]+x[30]+x[34])*q^3
                     + (x[31]+x[35])*q^2
                     + (x[34])*q
                     + x[36]


orbit #4 : [3, 1, 1, 1, 1, 1, 1, 1, 1]
  dim = 18
  A(O) = Z2  ,  |A(O)_0| = 2
  g_s = 9*V[2]+28*V[0]
  Z_G(x)_0 = O8+O1

  # Green Polys by orbit reps
    #4.1 : x[4]  :  [3, 1, 1, 1, 1, 1, 1, 1, 1],[1]  : [[1], [1, 1, 1, 1]]
        Qxi[B5,4,1] = (x[4])*q^16
                    + (x[6]+x[17])*q^15
                    + (x[8]+x[9]+x[19])*q^14
                    + (x[6]+x[7]+x[13]+x[17]+x[20]+x[21])*q^13
                    + (x[8]+x[9]+x[11]+x[14]+x[18]+2*x[19]+x[24]+x[28])*q^12
                    + (x[6]+2*x[13]+x[17]+2*x[20]+2*x[21]+x[25]+x[30])*q^11
                    + (x[8]+x[9]+x[14]+x[15]+3*x[19]+x[23]+2*x[24]+x[28]+x[29]+x[31])*q^10
                    + (2*x[13]+x[16]+x[17]+2*x[20]+2*x[21]+2*x[25]+x[26]+2*x[30])*q^9
                    + (x[11]+x[14]+x[15]+2*x[19]+x[23]+3*x[24]+2*x[28]+x[29]+x[31]+x[32])*q^8
                    + (x[13]+x[16]+x[20]+2*x[21]+x[25]+x[26]+3*x[30]+x[34])*q^7
                    + (x[15]+x[19]+2*x[24]+x[28]+x[29]+2*x[31]+x[32]+x[35])*q^6
                    + (x[16]+x[21]+x[25]+x[26]+2*x[30]+x[34])*q^5
                    + (x[24]+x[27]+x[28]+x[31]+x[32]+x[35])*q^4
                    + (x[26]+x[30]+x[34])*q^3
                    + (x[31]+x[35])*q^2
                    + (x[34])*q
                    + x[36]
    #4.2 : x[5]  :  [3, 1, 1, 1, 1, 1, 1, 1, 1],[-1]  : [[1, 1, 1, 1, 1], []]
        Qxi[B5,4,2] = (x[5])*q^16
                    + (x[7])*q^15
                    + (x[8]+x[18])*q^14
                    + (x[6]+x[7]+x[20])*q^13
                    + (x[8]+x[14]+x[18]+x[19]+x[23])*q^12
                    + (x[7]+x[13]+2*x[20]+x[25])*q^11
                    + (x[8]+x[14]+x[18]+x[19]+x[23]+x[24]+x[29])*q^10
                    + (x[13]+2*x[20]+x[25]+x[30])*q^9
                    + (x[14]+x[19]+x[23]+x[24]+x[29]+x[32])*q^8
                    + (x[16]+x[20]+x[25]+x[30])*q^7
                    + (x[24]+x[29]+x[32])*q^6
                    + (x[30])*q^5
                    + (x[35])*q^4

  # Green Polys by conj class in A(O)
    #4.1  :  c = ()
        |O_x_c^F| = 1/2*q^4*(q^4+1)*(q^10-1)
        Qxc[B5,4,1] = (x[4]+x[5])*q^16
                     + (x[6]+x[7]+x[17])*q^15
                     + (2*x[8]+x[9]+x[18]+x[19])*q^14
                     + (2*x[6]+2*x[7]+x[13]+x[17]+2*x[20]+x[21])*q^13
                     + (2*x[8]+x[9]+x[11]+2*x[14]+2*x[18]+3*x[19]+x[23]+x[24]+x[28])*q^12
                     + (x[6]+x[7]+3*x[13]+x[17]+4*x[20]+2*x[21]+2*x[25]+x[30])*q^11
                     + (2*x[8]+x[9]+2*x[14]+x[15]+x[18]+4*x[19]+2*x[23]+3*x[24]+x[28]+2*x[29]+x[31])*q^10
                     + (3*x[13]+x[16]+x[17]+4*x[20]+2*x[21]+3*x[25]+x[26]+3*x[30])*q^9
                     + (x[11]+2*x[14]+x[15]+3*x[19]+2*x[23]+4*x[24]+2*x[28]+2*x[29]+x[31]+2*x[32])*q^8
                     + (x[13]+2*x[16]+2*x[20]+2*x[21]+2*x[25]+x[26]+4*x[30]+x[34])*q^7
                     + (x[15]+x[19]+3*x[24]+x[28]+2*x[29]+2*x[31]+2*x[32]+x[35])*q^6
                     + (x[16]+x[21]+x[25]+x[26]+3*x[30]+x[34])*q^5
                     + (x[24]+x[27]+x[28]+x[31]+x[32]+2*x[35])*q^4
                     + (x[26]+x[30]+x[34])*q^3
                     + (x[31]+x[35])*q^2
                     + (x[34])*q
                     + x[36]
    #4.2  :  c = (1)
        |O_x_c^F| = 1/2*q^4*(q^4-1)*(q^10-1)
        Qxc[B5,4,2] = (x[4]-x[5])*q^16
                     + (x[6]-x[7]+x[17])*q^15
                     + (x[9]-x[18]+x[19])*q^14
                     + (x[13]+x[17]+x[21])*q^13
                     + (x[9]+x[11]+x[19]-x[23]+x[24]+x[28])*q^12
                     + (x[6]-x[7]+x[13]+x[17]+2*x[21]+x[30])*q^11
                     + (x[9]+x[15]-x[18]+2*x[19]+x[24]+x[28]+x[31])*q^10
                     + (x[13]+x[16]+x[17]+2*x[21]+x[25]+x[26]+x[30])*q^9
                     + (x[11]+x[15]+x[19]+2*x[24]+2*x[28]+x[31])*q^8
                     + (x[13]+2*x[21]+x[26]+2*x[30]+x[34])*q^7
                     + (x[15]+x[19]+x[24]+x[28]+2*x[31]+x[35])*q^6
                     + (x[16]+x[21]+x[25]+x[26]+x[30]+x[34])*q^5
                     + (x[24]+x[27]+x[28]+x[31]+x[32])*q^4
                     + (x[26]+x[30]+x[34])*q^3
                     + (x[31]+x[35])*q^2
                     + (x[34])*q
                     + x[36]


orbit #5 : [3, 2, 2, 1, 1, 1, 1]
  dim = 28
  A(O) = Z2  ,  |A(O)_0| = 2
  g_s = 2*V[3]+6*V[2]+10*V[1]+9*V[0]
  Z_G(x)_0 = O4+Sp2+O1

  # Green Polys by orbit reps
    #5.1 : x[6]  :  [3, 2, 2, 1, 1, 1, 1],[1]  : [[1, 1], [1, 1, 1]]
        Qxi[B5,5,1] = (x[6])*q^11
                    + (x[8]+x[9]+x[19])*q^10
                    + (2*x[13]+x[17]+x[20]+x[21]+x[25])*q^9
                    + (x[11]+x[14]+x[15]+2*x[19]+x[23]+2*x[24]+x[28])*q^8
                    + (x[13]+x[16]+x[20]+2*x[21]+x[25]+x[26]+2*x[30])*q^7
                    + (x[15]+x[19]+2*x[24]+x[28]+x[29]+2*x[31]+x[32])*q^6
                    + (x[16]+x[21]+x[25]+x[26]+2*x[30]+x[34])*q^5
                    + (x[24]+x[27]+x[28]+x[31]+x[32]+x[35])*q^4
                    + (x[26]+x[30]+x[34])*q^3
                    + (x[31]+x[35])*q^2
                    + (x[34])*q
                    + x[36]
    #5.2 : x[7]  :  [3, 2, 2, 1, 1, 1, 1],[-1]  : [[1, 1, 1, 1], [1]]
        Qxi[B5,5,2] = (x[7])*q^11
                    + (x[8]+x[14]+x[18])*q^10
                    + (x[13]+2*x[20])*q^9
                    + (x[14]+x[19]+x[23]+x[24]+x[29])*q^8
                    + (x[16]+x[20]+x[25]+x[30])*q^7
                    + (x[24]+x[29]+x[32])*q^6
                    + (x[30])*q^5
                    + (x[35])*q^4

  # Green Polys by conj class in A(O)
    #5.1  :  c = ()
        |O_x_c^F| = 1/2*q^4*(q^2-q+1)*(q^2+q+1)*(q^2+1)*(q^8-1)*(q^10-1)
        Qxc[B5,5,1] = (x[6]+x[7])*q^11
                     + (2*x[8]+x[9]+x[14]+x[18]+x[19])*q^10
                     + (3*x[13]+x[17]+3*x[20]+x[21]+x[25])*q^9
                     + (x[11]+2*x[14]+x[15]+3*x[19]+2*x[23]+3*x[24]+x[28]+x[29])*q^8
                     + (x[13]+2*x[16]+2*x[20]+2*x[21]+2*x[25]+x[26]+3*x[30])*q^7
                     + (x[15]+x[19]+3*x[24]+x[28]+2*x[29]+2*x[31]+2*x[32])*q^6
                     + (x[16]+x[21]+x[25]+x[26]+3*x[30]+x[34])*q^5
                     + (x[24]+x[27]+x[28]+x[31]+x[32]+2*x[35])*q^4
                     + (x[26]+x[30]+x[34])*q^3
                     + (x[31]+x[35])*q^2
                     + (x[34])*q
                     + x[36]
    #5.2  :  c = (1)
        |O_x_c^F| = 1/2*q^4*(q^6-1)*(q^8-1)*(q^10-1)
        Qxc[B5,5,2] = (x[6]-x[7])*q^11
                     + (x[9]-x[14]-x[18]+x[19])*q^10
                     + (x[13]+x[17]-x[20]+x[21]+x[25])*q^9
                     + (x[11]+x[15]+x[19]+x[24]+x[28]-x[29])*q^8
                     + (x[13]+2*x[21]+x[26]+x[30])*q^7
                     + (x[15]+x[19]+x[24]+x[28]+2*x[31])*q^6
                     + (x[16]+x[21]+x[25]+x[26]+x[30]+x[34])*q^5
                     + (x[24]+x[27]+x[28]+x[31]+x[32])*q^4
                     + (x[26]+x[30]+x[34])*q^3
                     + (x[31]+x[35])*q^2
                     + (x[34])*q
                     + x[36]


orbit #6 : [3, 2, 2, 2, 2]
  dim = 30
  A(O) = 1  ,  |A(O)_0| = 1
  g_s = 4*V[3]+7*V[2]+4*V[1]+10*V[0]
  Z_G(x)_0 = O1+Sp4

  # Green Polys by orbit reps
    #6.1 : x[8]  :  [3, 2, 2, 2, 2],[]  : [[1, 1, 1], [1, 1]]
        Qxi[B5,6,1] = (x[8])*q^10
                    + (x[13]+x[20])*q^9
                    + (x[11]+x[14]+x[19]+x[23]+x[24])*q^8
                    + (x[13]+x[16]+x[20]+x[21]+x[25]+x[30])*q^7
                    + (x[15]+x[19]+2*x[24]+x[29]+x[31]+x[32])*q^6
                    + (x[16]+x[21]+x[25]+x[26]+2*x[30])*q^5
                    + (x[24]+x[27]+x[28]+x[31]+x[32]+x[35])*q^4
                    + (x[26]+x[30]+x[34])*q^3
                    + (x[31]+x[35])*q^2
                    + (x[34])*q
                    + x[36]

  # Green Polys by conj class in A(O)
    #6.1  :  c = ()
        |O_x_c^F| = q^6*(q^6-1)*(q^8-1)*(q^10-1)
        Qxc[B5,6,1] = (x[8])*q^10
                     + (x[13]+x[20])*q^9
                     + (x[11]+x[14]+x[19]+x[23]+x[24])*q^8
                     + (x[13]+x[16]+x[20]+x[21]+x[25]+x[30])*q^7
                     + (x[15]+x[19]+2*x[24]+x[29]+x[31]+x[32])*q^6
                     + (x[16]+x[21]+x[25]+x[26]+2*x[30])*q^5
                     + (x[24]+x[27]+x[28]+x[31]+x[32]+x[35])*q^4
                     + (x[26]+x[30]+x[34])*q^3
                     + (x[31]+x[35])*q^2
                     + (x[34])*q
                     + x[36]


orbit #7 : [3, 3, 1, 1, 1, 1, 1]
  dim = 30
  A(O) = Z2  ,  |A(O)_0| = 2
  g_s = V[4]+13*V[2]+11*V[0]
  Z_G(x)_0 = O5+O2

  # Green Polys by orbit reps
    #7.1 : x[9]  :  [3, 3, 1, 1, 1, 1, 1],[1]  : [[1], [2, 1, 1]]
        Qxi[B5,7,1] = (x[9])*q^10
                    + (x[13]+x[17]+x[21])*q^9
                    + (x[11]+x[14]+x[15]+x[19]+x[24]+x[28])*q^8
                    + (x[13]+x[16]+x[20]+2*x[21]+x[26]+x[30])*q^7
                    + (x[15]+x[19]+2*x[24]+x[28]+x[29]+2*x[31])*q^6
                    + (x[16]+x[21]+x[25]+x[26]+2*x[30]+x[34])*q^5
                    + (x[24]+x[27]+x[28]+x[31]+x[32]+x[35])*q^4
                    + (x[26]+x[30]+x[34])*q^3
                    + (x[31]+x[35])*q^2
                    + (x[34])*q
                    + x[36]
    #7.2 : x[10]  :  [3, 3, 1, 1, 1, 1, 1],[-1]  : [[], [3, 1, 1]]
        Qxi[B5,7,2] = (x[10])*q^10
                    + (x[15])*q^9
                    + (x[12]+x[16]+x[22])*q^8
                    + (x[15]+x[27])*q^7
                    + (x[22]+x[26])*q^6
                    + (x[27])*q^5
                    + (x[33])*q^4

  # Green Polys by conj class in A(O)
    #7.1  :  c = ()
        |O_x_c^F| = 1/2*q^7*(q^2+q+1)*(q^3+1)*(q^8-1)*(q^10-1)
        Qxc[B5,7,1] = (x[9]+x[10])*q^10
                     + (x[13]+x[15]+x[17]+x[21])*q^9
                     + (x[11]+x[12]+x[14]+x[15]+x[16]+x[19]+x[22]+x[24]+x[28])*q^8
                     + (x[13]+x[15]+x[16]+x[20]+2*x[21]+x[26]+x[27]+x[30])*q^7
                     + (x[15]+x[19]+x[22]+2*x[24]+x[26]+x[28]+x[29]+2*x[31])*q^6
                     + (x[16]+x[21]+x[25]+x[26]+x[27]+2*x[30]+x[34])*q^5
                     + (x[24]+x[27]+x[28]+x[31]+x[32]+x[33]+x[35])*q^4
                     + (x[26]+x[30]+x[34])*q^3
                     + (x[31]+x[35])*q^2
                     + (x[34])*q
                     + x[36]
    #7.2  :  c = (1)
        |O_x_c^F| = 1/2*q^7*(q^2-q+1)*(q^3-1)*(q^8-1)*(q^10-1)
        Qxc[B5,7,2] = (x[9]-x[10])*q^10
                     + (x[13]-x[15]+x[17]+x[21])*q^9
                     + (x[11]-x[12]+x[14]+x[15]-x[16]+x[19]-x[22]+x[24]+x[28])*q^8
                     + (x[13]-x[15]+x[16]+x[20]+2*x[21]+x[26]-x[27]+x[30])*q^7
                     + (x[15]+x[19]-x[22]+2*x[24]-x[26]+x[28]+x[29]+2*x[31])*q^6
                     + (x[16]+x[21]+x[25]+x[26]-x[27]+2*x[30]+x[34])*q^5
                     + (x[24]+x[27]+x[28]+x[31]+x[32]-x[33]+x[35])*q^4
                     + (x[26]+x[30]+x[34])*q^3
                     + (x[31]+x[35])*q^2
                     + (x[34])*q
                     + x[36]


orbit #8 : [3, 3, 2, 2, 1]
  dim = 34
  A(O) = Z2  ,  |A(O)_0| = 2
  g_s = V[4]+4*V[3]+6*V[2]+6*V[1]+4*V[0]
  Z_G(x)_0 = O2+Sp2+O1

  # Green Polys by orbit reps
    #8.1 : x[11]  :  [3, 3, 2, 2, 1],[1]  : [[1], [2, 2]]
        Qxi[B5,8,1] = (x[11])*q^8
                    + (x[13]+x[21])*q^7
                    + (x[15]+x[19]+x[24]+x[31])*q^6
                    + (x[16]+x[21]+x[25]+x[26]+x[30])*q^5
                    + (x[24]+x[27]+x[28]+x[31]+x[32])*q^4
                    + (x[26]+x[30]+x[34])*q^3
                    + (x[31]+x[35])*q^2
                    + (x[34])*q
                    + x[36]
    #8.2 : x[12]  :  [3, 3, 2, 2, 1],[-1]  : [[], [3, 2]]
        Qxi[B5,8,2] = (x[12])*q^8
                    + (x[15])*q^7
                    + (x[22]+x[26])*q^6
                    + (x[27])*q^5
                    + (x[33])*q^4

  # Green Polys by conj class in A(O)
    #8.1  :  c = ()
        |O_x_c^F| = 1/2*q^7*(q+1)*(q^2+1)*(q^6-1)*(q^8-1)*(q^10-1)
        Qxc[B5,8,1] = (x[11]+x[12])*q^8
                     + (x[13]+x[15]+x[21])*q^7
                     + (x[15]+x[19]+x[22]+x[24]+x[26]+x[31])*q^6
                     + (x[16]+x[21]+x[25]+x[26]+x[27]+x[30])*q^5
                     + (x[24]+x[27]+x[28]+x[31]+x[32]+x[33])*q^4
                     + (x[26]+x[30]+x[34])*q^3
                     + (x[31]+x[35])*q^2
                     + (x[34])*q
                     + x[36]
    #8.2  :  c = (1)
        |O_x_c^F| = 1/2*q^7*(q-1)*(q^2+1)*(q^6-1)*(q^8-1)*(q^10-1)
        Qxc[B5,8,2] = (x[11]-x[12])*q^8
                     + (x[13]-x[15]+x[21])*q^7
                     + (x[15]+x[19]-x[22]+x[24]-x[26]+x[31])*q^6
                     + (x[16]+x[21]+x[25]+x[26]-x[27]+x[30])*q^5
                     + (x[24]+x[27]+x[28]+x[31]+x[32]-x[33])*q^4
                     + (x[26]+x[30]+x[34])*q^3
                     + (x[31]+x[35])*q^2
                     + (x[34])*q
                     + x[36]


orbit #9 : [3, 3, 3, 1, 1]
  dim = 36
  A(O) = Z2  ,  |A(O)_0| = 2
  g_s = 3*V[4]+12*V[2]+4*V[0]
  Z_G(x)_0 = O3+O2

  # Green Polys by orbit reps
    #9.1 : x[13]  :  [3, 3, 3, 1, 1],[1]  : [[1, 1], [2, 1]]
        Qxi[B5,9,1] = (x[13])*q^7
                    + (x[15]+x[19]+x[24])*q^6
                    + (x[16]+x[21]+x[25]+x[26]+x[30])*q^5
                    + (x[24]+x[27]+x[28]+x[31]+x[32])*q^4
                    + (x[26]+x[30]+x[34])*q^3
                    + (x[31]+x[35])*q^2
                    + (x[34])*q
                    + x[36]
    #9.2 : x[14]  :  [3, 3, 3, 1, 1],[-1]  : [[1, 1, 1], [2]]
        Qxi[B5,9,2] = (x[14])*q^7
                    + (x[16]+x[20])*q^6
                    + (x[24]+x[29])*q^5
                    + (x[30])*q^4
                    + (x[35])*q^3

  # Green Polys by conj class in A(O)
    #9.1  :  c = ()
        |O_x_c^F| = 1/2*q^9*(q+1)*(q^2+1)*(q^6-1)*(q^8-1)*(q^10-1)
        Qxc[B5,9,1] = (x[13]+x[14])*q^7
                     + (x[15]+x[16]+x[19]+x[20]+x[24])*q^6
                     + (x[16]+x[21]+x[24]+x[25]+x[26]+x[29]+x[30])*q^5
                     + (x[24]+x[27]+x[28]+x[30]+x[31]+x[32])*q^4
                     + (x[26]+x[30]+x[34]+x[35])*q^3
                     + (x[31]+x[35])*q^2
                     + (x[34])*q
                     + x[36]
    #9.2  :  c = (1)
        |O_x_c^F| = 1/2*q^9*(q-1)*(q^2+1)*(q^6-1)*(q^8-1)*(q^10-1)
        Qxc[B5,9,2] = (x[13]-x[14])*q^7
                     + (x[15]-x[16]+x[19]-x[20]+x[24])*q^6
                     + (x[16]+x[21]-x[24]+x[25]+x[26]-x[29]+x[30])*q^5
                     + (x[24]+x[27]+x[28]-x[30]+x[31]+x[32])*q^4
                     + (x[26]+x[30]+x[34]-x[35])*q^3
                     + (x[31]+x[35])*q^2
                     + (x[34])*q
                     + x[36]


orbit #10 : [4, 4, 1, 1, 1]
  dim = 38
  A(O) = 1  ,  |A(O)_0| = 1
  g_s = V[6]+3*V[4]+6*V[3]+V[2]+6*V[0]
  Z_G(x)_0 = O3+Sp2

  # Green Polys by orbit reps
    #10.1 : x[15]  :  [4, 4, 1, 1, 1],[]  : [[1], [3, 1]]
        Qxi[B5,10,1] = (x[15])*q^6
                    + (x[16]+x[21]+x[22]+x[26])*q^5
                    + (x[24]+2*x[27]+x[28]+x[31])*q^4
                    + (x[26]+x[30]+x[33]+x[34])*q^3
                    + (x[31]+x[35])*q^2
                    + (x[34])*q
                    + x[36]

  # Green Polys by conj class in A(O)
    #10.1  :  c = ()
        |O_x_c^F| = q^12*(q^2+1)*(q^6-1)*(q^8-1)*(q^10-1)
        Qxc[B5,10,1] = (x[15])*q^6
                     + (x[16]+x[21]+x[22]+x[26])*q^5
                     + (x[24]+2*x[27]+x[28]+x[31])*q^4
                     + (x[26]+x[30]+x[33]+x[34])*q^3
                     + (x[31]+x[35])*q^2
                     + (x[34])*q
                     + x[36]


orbit #11 : [4, 4, 3]
  dim = 40
  A(O) = 1  ,  |A(O)_0| = 1
  g_s = V[6]+2*V[5]+3*V[4]+2*V[3]+2*V[2]+2*V[1]+3*V[0]
  Z_G(x)_0 = O1+Sp2

  # Green Polys by orbit reps
    #11.1 : x[16]  :  [4, 4, 3],[]  : [[1, 1], [3]]
        Qxi[B5,11,1] = (x[16])*q^5
                    + (x[24]+x[27])*q^4
                    + (x[26]+x[30])*q^3
                    + (x[31]+x[35])*q^2
                    + (x[34])*q
                    + x[36]

  # Green Polys by conj class in A(O)
    #11.1  :  c = ()
        |O_x_c^F| = q^12*(q^4-1)*(q^6-1)*(q^8-1)*(q^10-1)
        Qxc[B5,11,1] = (x[16])*q^5
                     + (x[24]+x[27])*q^4
                     + (x[26]+x[30])*q^3
                     + (x[31]+x[35])*q^2
                     + (x[34])*q
                     + x[36]


orbit #12 : [5, 1, 1, 1, 1, 1, 1]
  dim = 32
  A(O) = Z2  ,  |A(O)_0| = 2
  g_s = V[6]+6*V[4]+V[2]+15*V[0]
  Z_G(x)_0 = O6+O1

  # Green Polys by orbit reps
    #12.1 : x[17]  :  [5, 1, 1, 1, 1, 1, 1],[1]  : [[2], [1, 1, 1]]
        Qxi[B5,12,1] = (x[17])*q^9
                    + (x[19]+x[28])*q^8
                    + (x[20]+x[21]+x[30])*q^7
                    + (x[19]+x[24]+x[28]+x[29]+x[31])*q^6
                    + (x[21]+x[25]+2*x[30]+x[34])*q^5
                    + (x[24]+x[28]+x[31]+x[32]+x[35])*q^4
                    + (x[26]+x[30]+x[34])*q^3
                    + (x[31]+x[35])*q^2
                    + (x[34])*q
                    + x[36]
    #12.2 : x[18]  :  [5, 1, 1, 1, 1, 1, 1],[-1]  : [[2, 1, 1, 1], []]
        Qxi[B5,12,2] = (x[18])*q^9
                    + (x[20])*q^8
                    + (x[19]+x[23]+x[29])*q^7
                    + (x[20]+x[25]+x[30])*q^6
                    + (x[23]+x[24]+x[29]+x[32])*q^5
                    + (x[25]+x[30])*q^4
                    + (x[32]+x[35])*q^3

  # Green Polys by conj class in A(O)
    #12.1  :  c = ()
        |O_x_c^F| = 1/2*q^11*(q^3+1)*(q^8-1)*(q^10-1)
        Qxc[B5,12,1] = (x[17]+x[18])*q^9
                     + (x[19]+x[20]+x[28])*q^8
                     + (x[19]+x[20]+x[21]+x[23]+x[29]+x[30])*q^7
                     + (x[19]+x[20]+x[24]+x[25]+x[28]+x[29]+x[30]+x[31])*q^6
                     + (x[21]+x[23]+x[24]+x[25]+x[29]+2*x[30]+x[32]+x[34])*q^5
                     + (x[24]+x[25]+x[28]+x[30]+x[31]+x[32]+x[35])*q^4
                     + (x[26]+x[30]+x[32]+x[34]+x[35])*q^3
                     + (x[31]+x[35])*q^2
                     + (x[34])*q
                     + x[36]
    #12.2  :  c = (1)
        |O_x_c^F| = 1/2*q^11*(q^3-1)*(q^8-1)*(q^10-1)
        Qxc[B5,12,2] = (x[17]-x[18])*q^9
                     + (x[19]-x[20]+x[28])*q^8
                     + (-x[19]+x[20]+x[21]-x[23]-x[29]+x[30])*q^7
                     + (x[19]-x[20]+x[24]-x[25]+x[28]+x[29]-x[30]+x[31])*q^6
                     + (x[21]-x[23]-x[24]+x[25]-x[29]+2*x[30]-x[32]+x[34])*q^5
                     + (x[24]-x[25]+x[28]-x[30]+x[31]+x[32]+x[35])*q^4
                     + (x[26]+x[30]-x[32]+x[34]-x[35])*q^3
                     + (x[31]+x[35])*q^2
                     + (x[34])*q
                     + x[36]


orbit #13 : [5, 2, 2, 1, 1]
  dim = 38
  A(O) = Z2  ,  |A(O)_0| = 2
  g_s = V[6]+2*V[5]+2*V[4]+2*V[3]+2*V[2]+4*V[1]+4*V[0]
  Z_G(x)_0 = O2+Sp2+O1

  # Green Polys by orbit reps
    #13.1 : x[19]  :  [5, 2, 2, 1, 1],[1]  : [[2, 1], [1, 1]]
        Qxi[B5,13,1] = (x[19])*q^6
                    + (x[21]+x[25]+x[30])*q^5
                    + (x[24]+x[28]+x[31]+x[32])*q^4
                    + (x[26]+x[30]+x[34])*q^3
                    + (x[31]+x[35])*q^2
                    + (x[34])*q
                    + x[36]
    #13.2 : x[20]  :  [5, 2, 2, 1, 1],[-1]  : [[2, 1, 1], [1]]
        Qxi[B5,13,2] = (x[20])*q^6
                    + (x[23]+x[24]+x[29])*q^5
                    + (x[25]+x[30])*q^4
                    + (x[32]+x[35])*q^3

  # Green Polys by conj class in A(O)
    #13.1  :  c = ()
        |O_x_c^F| = 1/2*q^11*(q+1)*(q^2+1)*(q^6-1)*(q^8-1)*(q^10-1)
        Qxc[B5,13,1] = (x[19]+x[20])*q^6
                     + (x[21]+x[23]+x[24]+x[25]+x[29]+x[30])*q^5
                     + (x[24]+x[25]+x[28]+x[30]+x[31]+x[32])*q^4
                     + (x[26]+x[30]+x[32]+x[34]+x[35])*q^3
                     + (x[31]+x[35])*q^2
                     + (x[34])*q
                     + x[36]
    #13.2  :  c = (1)
        |O_x_c^F| = 1/2*q^11*(q-1)*(q^2+1)*(q^6-1)*(q^8-1)*(q^10-1)
        Qxc[B5,13,2] = (x[19]-x[20])*q^6
                     + (x[21]-x[23]-x[24]+x[25]-x[29]+x[30])*q^5
                     + (x[24]-x[25]+x[28]-x[30]+x[31]+x[32])*q^4
                     + (x[26]+x[30]-x[32]+x[34]-x[35])*q^3
                     + (x[31]+x[35])*q^2
                     + (x[34])*q
                     + x[36]


orbit #14 : [5, 3, 1, 1, 1]
  dim = 40
  A(O) = Z2^2  ,  |A(O)_0| = 3
  g_s = 2*V[6]+4*V[4]+6*V[2]+3*V[0]
  Z_G(x)_0 = O3+2*O1

  # Green Polys by orbit reps
    #14.1 : x[21]  :  [5, 3, 1, 1, 1],[1, 1]  : [[2], [2, 1]]
        Qxi[B5,14,1] = (x[21])*q^5
                    + (x[24]+x[28]+x[31])*q^4
                    + (x[26]+x[30]+x[34])*q^3
                    + (x[31]+x[35])*q^2
                    + (x[34])*q
                    + x[36]
    #14.2 : x[22]  :  [5, 3, 1, 1, 1],[-1, 1]  : [[], [4, 1]]
        Qxi[B5,14,2] = (x[22])*q^5
                    + (x[27])*q^4
                    + (x[33])*q^3
    #14.3 : x[23]  :  [5, 3, 1, 1, 1],[1, -1]  : [[2, 2, 1], []]
        Qxi[B5,14,3] = (x[23])*q^5
                    + (x[25])*q^4
                    + (x[32])*q^3

  # Green Polys by conj class in A(O)
    #14.1  :  c = ()
        |O_x_c^F| = 1/4*q^12*(q^4-1)*(q^6-1)*(q^8-1)*(q^10-1)
        Qxc[B5,14,1] = (x[21]+x[22]+x[23])*q^5
                     + (x[24]+x[25]+x[27]+x[28]+x[31])*q^4
                     + (x[26]+x[30]+x[32]+x[33]+x[34])*q^3
                     + (x[31]+x[35])*q^2
                     + (x[34])*q
                     + x[36]
    #14.2  :  c = (1)
        |O_x_c^F| = 1/4*q^12*(q^4-1)*(q^6-1)*(q^8-1)*(q^10-1)
        Qxc[B5,14,2] = (x[21]-x[22]+x[23])*q^5
                     + (x[24]+x[25]-x[27]+x[28]+x[31])*q^4
                     + (x[26]+x[30]+x[32]-x[33]+x[34])*q^3
                     + (x[31]+x[35])*q^2
                     + (x[34])*q
                     + x[36]
    #14.3  :  c = (2)
        |O_x_c^F| = 1/4*q^12*(q^4-1)*(q^6-1)*(q^8-1)*(q^10-1)
        Qxc[B5,14,3] = (x[21]+x[22]-x[23])*q^5
                     + (x[24]-x[25]+x[27]+x[28]+x[31])*q^4
                     + (x[26]+x[30]-x[32]+x[33]+x[34])*q^3
                     + (x[31]+x[35])*q^2
                     + (x[34])*q
                     + x[36]
    #14.4  :  c = (12)
        |O_x_c^F| = 1/4*q^12*(q^4-1)*(q^6-1)*(q^8-1)*(q^10-1)
        Qxc[B5,14,4] = (x[21]-x[22]-x[23])*q^5
                     + (x[24]-x[25]-x[27]+x[28]+x[31])*q^4
                     + (x[26]+x[30]-x[32]-x[33]+x[34])*q^3
                     + (x[31]+x[35])*q^2
                     + (x[34])*q
                     + x[36]


orbit #15 : [5, 3, 3]
  dim = 42
  A(O) = Z2  ,  |A(O)_0| = 2
  g_s = 3*V[6]+3*V[4]+6*V[2]+V[0]
  Z_G(x)_0 = O2+O1

  # Green Polys by orbit reps
    #15.1 : x[24]  :  [5, 3, 3],[1]  : [[2, 1], [2]]
        Qxi[B5,15,1] = (x[24])*q^4
                    + (x[26]+x[30])*q^3
                    + (x[31]+x[35])*q^2
                    + (x[34])*q
                    + x[36]
    #15.2 : x[25]  :  [5, 3, 3],[-1]  : [[2, 2], [1]]
        Qxi[B5,15,2] = (x[25])*q^4
                    + (x[32])*q^3

  # Green Polys by conj class in A(O)
    #15.1  :  c = ()
        |O_x_c^F| = 1/2*q^13*(q+1)*(q^4-1)*(q^6-1)*(q^8-1)*(q^10-1)
        Qxc[B5,15,1] = (x[24]+x[25])*q^4
                     + (x[26]+x[30]+x[32])*q^3
                     + (x[31]+x[35])*q^2
                     + (x[34])*q
                     + x[36]
    #15.2  :  c = (1)
        |O_x_c^F| = 1/2*q^13*(q-1)*(q^4-1)*(q^6-1)*(q^8-1)*(q^10-1)
        Qxc[B5,15,2] = (x[24]-x[25])*q^4
                     + (x[26]+x[30]-x[32])*q^3
                     + (x[31]+x[35])*q^2
                     + (x[34])*q
                     + x[36]


orbit #16 : [5, 5, 1]
  dim = 44
  A(O) = Z2  ,  |A(O)_0| = 2
  g_s = V[8]+3*V[6]+3*V[4]+3*V[2]+V[0]
  Z_G(x)_0 = O2+O1

  # Green Polys by orbit reps
    #16.1 : x[26]  :  [5, 5, 1],[1]  : [[2], [3]]
        Qxi[B5,16,1] = (x[26])*q^3
                    + (x[31])*q^2
                    + (x[34])*q
                    + x[36]
    #16.2 : x[27]  :  [5, 5, 1],[-1]  : [[1], [4]]
        Qxi[B5,16,2] = (x[27])*q^3
                    + (x[33])*q^2

  # Green Polys by conj class in A(O)
    #16.1  :  c = ()
        |O_x_c^F| = 1/2*q^15*(q+1)*(q^4-1)*(q^6-1)*(q^8-1)*(q^10-1)
        Qxc[B5,16,1] = (x[26]+x[27])*q^3
                     + (x[31]+x[33])*q^2
                     + (x[34])*q
                     + x[36]
    #16.2  :  c = (1)
        |O_x_c^F| = 1/2*q^15*(q-1)*(q^4-1)*(q^6-1)*(q^8-1)*(q^10-1)
        Qxc[B5,16,2] = (x[26]-x[27])*q^3
                     + (x[31]-x[33])*q^2
                     + (x[34])*q
                     + x[36]


orbit #17 : [7, 1, 1, 1, 1]
  dim = 42
  A(O) = Z2  ,  |A(O)_0| = 2
  g_s = V[10]+5*V[6]+V[2]+6*V[0]
  Z_G(x)_0 = O4+O1

  # Green Polys by orbit reps
    #17.1 : x[28]  :  [7, 1, 1, 1, 1],[1]  : [[3], [1, 1]]
        Qxi[B5,17,1] = (x[28])*q^4
                    + (x[30]+x[34])*q^3
                    + (x[31]+x[35])*q^2
                    + (x[34])*q
                    + x[36]
    #17.2 : x[29]  :  [7, 1, 1, 1, 1],[-1]  : [[3, 1, 1], []]
        Qxi[B5,17,2] = (x[29])*q^4
                    + (x[30])*q^3
                    + (x[32]+x[35])*q^2

  # Green Polys by conj class in A(O)
    #17.1  :  c = ()
        |O_x_c^F| = 1/2*q^16*(q^2+1)*(q^6-1)*(q^8-1)*(q^10-1)
        Qxc[B5,17,1] = (x[28]+x[29])*q^4
                     + (2*x[30]+x[34])*q^3
                     + (x[31]+x[32]+2*x[35])*q^2
                     + (x[34])*q
                     + x[36]
    #17.2  :  c = (1)
        |O_x_c^F| = 1/2*q^16*(q^2-1)*(q^6-1)*(q^8-1)*(q^10-1)
        Qxc[B5,17,2] = (x[28]-x[29])*q^4
                     + (x[34])*q^3
                     + (x[31]-x[32])*q^2
                     + (x[34])*q
                     + x[36]


orbit #18 : [7, 2, 2]
  dim = 44
  A(O) = 1  ,  |A(O)_0| = 1
  g_s = V[10]+2*V[7]+V[6]+2*V[5]+2*V[2]+3*V[0]
  Z_G(x)_0 = O1+Sp2

  # Green Polys by orbit reps
    #18.1 : x[30]  :  [7, 2, 2],[]  : [[3, 1], [1]]
        Qxi[B5,18,1] = (x[30])*q^3
                    + (x[31]+x[32]+x[35])*q^2
                    + (x[34])*q
                    + x[36]

  # Green Polys by conj class in A(O)
    #18.1  :  c = ()
        |O_x_c^F| = q^16*(q^4-1)*(q^6-1)*(q^8-1)*(q^10-1)
        Qxc[B5,18,1] = (x[30])*q^3
                     + (x[31]+x[32]+x[35])*q^2
                     + (x[34])*q
                     + x[36]


orbit #19 : [7, 3, 1]
  dim = 46
  A(O) = Z2^2  ,  |A(O)_0| = 3
  g_s = V[10]+V[8]+3*V[6]+V[4]+3*V[2]
  Z_G(x)_0 = 3*O1

  # Green Polys by orbit reps
    #19.1 : x[31]  :  [7, 3, 1],[1, 1]  : [[3], [2]]
        Qxi[B5,19,1] = (x[31])*q^2
                    + (x[34])*q
                    + x[36]
    #19.2 : x[32]  :  [7, 3, 1],[-1, 1]  : [[3, 2], []]
        Qxi[B5,19,2] = (x[32])*q^2
    #19.3 : x[33]  :  [7, 3, 1],[1, -1]  : [[], [5]]
        Qxi[B5,19,3] = (x[33])*q^2

  # Green Polys by conj class in A(O)
    #19.1  :  c = ()
        |O_x_c^F| = 1/4*q^16*(q^2-1)*(q^4-1)*(q^6-1)*(q^8-1)*(q^10-1)
        Qxc[B5,19,1] = (x[31]+x[32]+x[33])*q^2
                     + (x[34])*q
                     + x[36]
    #19.2  :  c = (1)
        |O_x_c^F| = 1/4*q^16*(q^2-1)*(q^4-1)*(q^6-1)*(q^8-1)*(q^10-1)
        Qxc[B5,19,2] = (x[31]-x[32]+x[33])*q^2
                     + (x[34])*q
                     + x[36]
    #19.3  :  c = (2)
        |O_x_c^F| = 1/4*q^16*(q^2-1)*(q^4-1)*(q^6-1)*(q^8-1)*(q^10-1)
        Qxc[B5,19,3] = (x[31]+x[32]-x[33])*q^2
                     + (x[34])*q
                     + x[36]
    #19.4  :  c = (12)
        |O_x_c^F| = 1/4*q^16*(q^2-1)*(q^4-1)*(q^6-1)*(q^8-1)*(q^10-1)
        Qxc[B5,19,4] = (x[31]-x[32]-x[33])*q^2
                     + (x[34])*q
                     + x[36]


orbit #20 : [9, 1, 1]
  dim = 48
  A(O) = Z2  ,  |A(O)_0| = 2
  g_s = V[14]+V[10]+2*V[8]+V[6]+V[2]+V[0]
  Z_G(x)_0 = O2+O1

  # Green Polys by orbit reps
    #20.1 : x[34]  :  [9, 1, 1],[1]  : [[4], [1]]
        Qxi[B5,20,1] = (x[34])*q
                    + x[36]
    #20.2 : x[35]  :  [9, 1, 1],[-1]  : [[4, 1], []]
        Qxi[B5,20,2] = (x[35])*q

  # Green Polys by conj class in A(O)
    #20.1  :  c = ()
        |O_x_c^F| = 1/2*q^19*(q+1)*(q^4-1)*(q^6-1)*(q^8-1)*(q^10-1)
        Qxc[B5,20,1] = (x[34]+x[35])*q
                     + x[36]
    #20.2  :  c = (1)
        |O_x_c^F| = 1/2*q^19*(q-1)*(q^4-1)*(q^6-1)*(q^8-1)*(q^10-1)
        Qxc[B5,20,2] = (x[34]-x[35])*q
                     + x[36]


orbit #21 : [11]
  dim = 50
  A(O) = 1  ,  |A(O)_0| = 1
  g_s = V[18]+V[14]+V[10]+V[6]+V[2]
  Z_G(x)_0 = O1

  # Green Polys by orbit reps
    #21.1 : x[36]  :  [11],[]  : [[5], []]
        Qxi[B5,21,1] = x[36]


  # Green Polys by conj class in A(O)
    #21.1  :  c = ()
        |O_x_c^F| = q^20*(q^2-1)*(q^4-1)*(q^6-1)*(q^8-1)*(q^10-1)
        Qxc[B5,21,1] = x[36]