##########################################2F4_B###########################################
#
#
# This file contains the generic character table of the standard parabolic 
# subgroup of the Ree groups 2F4(2^(2*n+1)), n > 0. 
#
# This table can be used with both versions of cheviem (i.e., with
# Maple V.3, or with Maple 8 and higher, see the CHEVIE homepage). 
#
# Copy this file to the tables/2F4/ subdirectory of your cheviem
# installation. Then, it can be used via the GenCharTab() 
# instruction of cheviem.
#
# Example:
#
#
# Read the file into cheviem:
#
# > GenCharTab(`2F4_B`);
#
# Get information on the conjugacy classes:
#
# > PrintInfoClass(g);
#
# Get information on the characters:
#
# > PrintInfoChar(g);
#
# Compute the norm of the characters stored in 2F4_B:
#
# > Norm(g);
#
#
##########################################################################################


lprint(`*******************************************************************************`);
lprint(`*                                                                             *`);
lprint(`*                                                                             *`);
lprint(`*         Generic Character Table of the Standard Borel Subgroup              *`);
lprint(`*                    of ^2F4(q),  q^2 = 2^(2n+1),  n > 0                      *`);
lprint(`*                                                                             *`);
lprint(`*                                                                             *`);
lprint(`*******************************************************************************`);

`2F4_B` := array( -2 .. 58, -1 .. 99, [[`2F4Borel`, `2F4B02`,
q^24*(q^2-1)^2, 58, 58, 99, 99],

 [[` `],
  [` `],
  [[1,0], `1`],
  [[1,1], `alpha_12(1)`],
  [[1,2], `alpha_11(1)`],
  [[1,3], `alpha_10(1)`],
  [[1,4], `alpha_9(1)`],
  [[1,5], `alpha_8(1)`],
  [[1,6], `alpha_8(1) alpha_11(1)`],
  [[1,7], `alpha_7(1)`],
  [[1,8], `alpha_7(1) alpha_8(1)`],
  [[1,9], `alpha_6(1)`],
  [[1,10], `alpha_6(1) alpha_11(1)`],
  [[1,11], `alpha_6(1) alpha_9(1)`],
  [[1,12], `alpha_5(1)`],
  [[1,13], `alpha_5(1) alpha_12(1)`],
  [[1,14], `alpha_5(1) alpha_7(1)`],
  [[1,15], `alpha_5(1) alpha_6(1)`],
  [[1,16], `alpha_5(1) alpha_6(1) alpha_8(1)`],
  [[1,17], `alpha_4(1)`],
  [[1,18], `alpha_4(1) alpha_11(1)`],
  [[1,19], `alpha_4(1) alpha_8(1)`],
  [[1,20], `alpha_4(1) alpha_8(1) alpha_11(1)`],
  [[1,21], `alpha_4(1) alpha_6(1)`],
  [[1,22], `alpha_4(1) alpha_6(1) alpha_11(1)`],
  [[1,23], `alpha_3(1)`],
  [[1,24], `alpha_3(1) alpha_11(1)`],
  [[1,25], `alpha_3(1) alpha_6(1)`],
  [[1,26], `alpha_3(1) alpha_6(1) alpha_11(1)`],
  [[1,27], `alpha_3(1) alpha_6(1) alpha_9(1)`],
  [[1,28], `alpha_3(1) alpha_6(1) alpha_9(1) alpha_11(1)`],
  [[1,29], `alpha_3(1) alpha_6(1) alpha_9(a)`],
  [[1,30], `alpha_3(1) alpha_6(1) alpha_9(a) alpha_11(1)`],
  [[1,31], `alpha_3(1) alpha_5(1)`],
  [[1,32], `alpha_3(1) alpha_5(1) alpha_6(1)`],
  [[1,33], `alpha_3(1) alpha_5(1) alpha_6(1) alpha_8(1)`],
  [[1,34], `alpha_3(1) alpha_5(a) alpha_6(1)`],
  [[1,35], `alpha_3(1) alpha_5(a) alpha_6(1)`],
  [[1,36], `alpha_3(1) alpha_5(a) alpha_6(1) alpha_8(t_a)`],
  [[1,37], `alpha_3(1) alpha_5(a) alpha_6(1) alpha_8(t_a)`],
  [[1,38], `alpha_2(1)`],
  [[1,39], `alpha_2(1) alpha_12(1)`],
  [[1,40], `alpha_2(1) alpha_9(1)`],
  [[1,41], `alpha_2(1) alpha_8(1)`],
  [[1,42], `alpha_2(1) alpha_6(1)`],
  [[1,43], `alpha_2(1) alpha_6(1) alpha_11(1)`],
  [[1,44], `alpha_2(1) alpha_6(1) alpha_9(1)`],
  [[1,45], `alpha_2(1) alpha_6(a) alpha_9(1)`],
  [[1,46], `alpha_2(1) alpha_6(a) alpha_8(1)`],
  [[1,47], `alpha_2(1) alpha_6(a) alpha_8(1)`],
  [[1,48], `alpha_2(1) alpha_6(a) alpha_8(1)`],
  [[1,49], `alpha_2(1) alpha_4(1)`],
  [[1,50], `alpha_2(1) alpha_4(1) alpha_5(1)`],
  [[1,51], `alpha_2(1) alpha_4(1) alpha_5(1) alpha_8(1)`],
  [[1,52], `alpha_2(1) alpha_3(1)`],
  [[1,53], `alpha_2(1) alpha_3(1) alpha_5(1)`],
  [[1,54], `alpha_1(1)`],
  [[1,55], `alpha_1(1) alpha_12(1)`],
  [[1,56], `alpha_1(1) alpha_8(1)`],
  [[1,57], `alpha_1(1) alpha_5(1)`],
  [[1,58], `alpha_1(1) alpha_5(1) alpha_12(1)`],
  [[1,59], `alpha_1(1) alpha_6(1) alpha_8(a)`],
  [[1,60], `alpha_1(1) alpha_6(1) alpha_8(a)`],
  [[1,61], `alpha_1(1) alpha_6(1) alpha_8(a)`],
  [[1,62], `alpha_1(1) alpha_2(1)`],
  [[1,63], `alpha_1(1) alpha_2(1) alpha_12(1)`],
  [[1,64], `alpha_1(1) alpha_2(1) alpha_8(1)`],
  [[1,65], `alpha_1(1) alpha_2(1) alpha_6(1) alpha_8(a)`],
  [[1,66], `alpha_1(1) alpha_2(1) alpha_6(1) alpha_8(a)`],
  [[1,67], `alpha_1(1) alpha_2(1) alpha_6(1) alpha_8(a)`],
  [[1,68], `alpha_1(1) alpha_2(1) alpha_6(1)`],
  [[1,69], `alpha_1(1) alpha_2(1) alpha_4(1)`],
  [[1,70], `alpha_1(1) alpha_3(1)`],
  [[1,71], `alpha_1(1) alpha_3(1) alpha_5(1)`],
  [[1,72], `alpha_1(1) alpha_2(1) alpha_3(1)`],
  [[1,73], `alpha_1(1) alpha_2(1) alpha_3(1) alpha_5(1)`],
  [[2,0], `h_2`],
  [[2,1], `h_2 alpha_2(1)`],
  [[2,2], `h_2 alpha_1(1)`],
  [[2,3], `h_2 alpha_1(1) alpha_2(1)`],
  [[3,0], `h_3`],
  [[3,1], `h_3 alpha_3(1)`],
  [[4,0], `h_4`],
  [[4,1], `h_4 alpha_8(1)`],
  [[4,2], `h_4 alpha_4(1)`],
  [[4,3], `h_4 alpha_4(1) alpha_8(1)`],
  [[5,0], `h_5`],
  [[5,1], `h_5 alpha_12(1)`],
  [[5,2], `h_5 alpha_5(1)`],
  [[5,3], `h_5 alpha_5(1) alpha_12(1)`],
  [[6,0], `h_6`],
  [[6,1], `h_6 alpha_11(1)`],
  [[6,2], `h_6 alpha_6(1)`],
  [[6,3], `h_6 alpha_6(1) alpha_11(1)`],
  [[7,0], `h_7`],
  [[7,1], `h_7 alpha_7(1)`],
  [[8,0], `h_8`],
  [[8,1], `h_8 alpha_9(1)`],
  [[9,0], `h_9`],
  [[9,1], `h_9 alpha_10(1)`],
  [[10,0], `h_10`]],
 
[`classlength`,1,
1,q^2-1,q^2*(q^2-1),q^4*(q^2-1),q^6*(q^2-1),q^6*(q^2-1),q^6*(q^2-1)^2,q^8*(q^2-1),
q^8*(q^2-1)^2,1/2*q^10*(q^2-1),1/2*q^10*(q^2-1),q^10*(q^2-1)^2,1/2*q^10*(q^2-1),1/2*q^10*(q^2-1),
q^10*(q^2-1)^2,1/2*q^12*(q^2-1)^2,1/2*q^12*(q^2-1)^2,1/2*q^12*(q^2-1),1/2*q^12*(q^2-1)^2,1/2*q^12*(q^2-1),
1/2*q^12*(q^2-1)^2,1/2*q^14*(q^2-1)^2,1/2*q^14*(q^2-1)^2,q^12*(q^2-1),q^12*(q^2-1)^2,1/2*q^12*(q^2-1)^2,
1/2*q^12*(q^2-1)^2,1/2*q^12*(q^2-1)^2,1/2*q^12*(q^2-1)^2,1/2*q^12*(q^2-1)^2,1/2*q^12*(q^2-1)^2,
q^14*(q^2-1)^2,1/2*q^14*(q^2-1)^2,1/2*q^14*(q^2-1)^2,1/2*q^14*(q^2-1)^2,1/2*q^14*(q^2-1)^2,
1/2*q^14*(q^2-1)^2,1/2*q^14*(q^2-1)^2,q^8*(q^2-1),q^8*(q^2-1)^2,q^10*(q^2-1)^2,q^12*(q^2-1)^2,
1/2*q^10*(q^2-1)^2,1/2*q^10*(q^2-1)^2,q^10*(q^2-1)^2,q^10*(q^2-1)^2,q^12*(q^2-1)^2,q^12*(q^2-1)^2,
q^12*(q^2-1)^2,1/2*q^16*(q^2-1)^2,1/4*q^16*(q^2-1)^2,1/4*q^16*(q^2-1)^2,1/2*q^18*(q^2-1)^2,
1/2*q^18*(q^2-1)^2,1/2*q^14*(q^2-1),1/2*q^14*(q^2-1)^2,1/2*q^16*(q^2-1)^2,1/4*q^16*(q^2-1)^2,
1/4*q^16*(q^2-1)^2,1/2*q^16*(q^2-1)^2,1/2*q^16*(q^2-1)^2,1/2*q^16*(q^2-1)^2,1/2*q^14*(q^2-1),
1/2*q^14*(q^2-1)^2,1/2*q^16*(q^2-1)^2,1/2*q^16*(q^2-1)^2,1/2*q^16*(q^2-1)^2,1/2*q^16*(q^2-1)^2,
1/4*q^16*(q^2-1)^2,1/4*q^16*(q^2-1)^2,1/4*q^20*(q^2-1)^2,1/4*q^20*(q^2-1)^2,1/4*q^20*(q^2-1)^2,
1/4*q^20*(q^2-1)^2,q^20,q^20*(q^2-1),1/2*q^22*(q^2-1),1/2*q^22*(q^2-1),q^22,q^22*(q^2-1),q^20,
q^20*(q^2-1),1/2*q^22*(q^2-1),1/2*q^22*(q^2-1),q^20,q^20*(q^2-1),1/2*q^22*(q^2-1),1/2*q^22*(q^2-1),
q^20,q^20*(q^2-1),1/2*q^22*(q^2-1),1/2*q^22*(q^2-1),q^22,q^22*(q^2-1),q^22,q^22*(q^2-1),
q^22,q^22*(q^2-1),q^24],

#1
[[`B_chi1`,`irreducible `],
1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,
1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,GEWZ2^(iI*kK),GEWZ2^(iI*kK),
GEWZ2^(iI*kK),GEWZ2^(iI*kK),GEWZ2^(iI*kK+(q*r2-1)*iI*lL),GEWZ2^(iI*kK+(q*r2-1)*iI*lL),GEWZ2^(iI*kK+iI*lL),
GEWZ2^(iI*kK+iI*lL),GEWZ2^(iI*kK+iI*lL),GEWZ2^(iI*kK+iI*lL),GEWZ2^(iI*lL),GEWZ2^(iI*lL),GEWZ2^(iI*lL),
GEWZ2^(iI*lL),GEWZ2^(iI*kK-iI*lL),GEWZ2^(iI*kK-iI*lL),GEWZ2^(iI*kK-iI*lL),GEWZ2^(iI*kK-iI*lL),
GEWZ2^(iI*kK+(1-q*r2)*iI*lL),GEWZ2^(iI*kK+(1-q*r2)*iI*lL),GEWZ2^((q*r2-1)*iI*kK+iI*lL),
GEWZ2^((q*r2-1)*iI*kK+iI*lL),GEWZ2^((1-q*r2)*iI*kK+iI*lL),GEWZ2^((1-q*r2)*iI*kK+iI*lL),
GEWZ2^(iI*kK+jJ*lL)],

#2
[[`B_chi2`,`irreducible `],
q^2-1,q^2-1,q^2-1,q^2-1,q^2-1,q^2-1,q^2-1,q^2-1,q^2-1,q^2-1,q^2-1,q^2-1,q^2-1,q^2-1,q^2-1,q^2-1,q^2-1,q^2-1,q^2-1,
q^2-1,q^2-1,q^2-1,q^2-1,q^2-1,q^2-1,q^2-1,q^2-1,q^2-1,q^2-1,q^2-1,q^2-1,q^2-1,q^2-1,q^2-1,q^2-1,q^2-1,q^2-1,q^2-1,
q^2-1,q^2-1,q^2-1,q^2-1,q^2-1,q^2-1,q^2-1,q^2-1,q^2-1,q^2-1,q^2-1,q^2-1,q^2-1,q^2-1,q^2-1,q^2-1,q^2-1,-1,-1,-1,
-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,(q^2-1)*GEWZ2^(iI*kK),(q^2-1)*GEWZ2^(iI*kK),-GEWZ2^(iI*kK),
-GEWZ2^(iI*kK),0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0],

#3
[[`B_chi3`,`irreducible `],
q/r2*(q^2-1),q/r2*(q^2-1),q/r2*(q^2-1),q/r2*(q^2-1),q/r2*(q^2-1),q/r2*(q^2-1),q/r2*(q^2-1),q/r2*(q^2-1),q/r2*(q^2-1),
q/r2*(q^2-1),q/r2*(q^2-1),q/r2*(q^2-1),q/r2*(q^2-1),q/r2*(q^2-1),q/r2*(q^2-1),q/r2*(q^2-1),q/r2*(q^2-1),
q/r2*(q^2-1),q/r2*(q^2-1),q/r2*(q^2-1),q/r2*(q^2-1),q/r2*(q^2-1),q/r2*(q^2-1),q/r2*(q^2-1),q/r2*(q^2-1),
q/r2*(q^2-1),q/r2*(q^2-1),q/r2*(q^2-1),q/r2*(q^2-1),q/r2*(q^2-1),q/r2*(q^2-1),q/r2*(q^2-1),q/r2*(q^2-1),
q/r2*(q^2-1),q/r2*(q^2-1),q/r2*(q^2-1),q/r2*(q^2-1),
q/r2*(q^2-1),q/r2*(q^2-1),-q/r2,-q/r2,-q/r2,-q/r2,-q/r2,-q/r2,-q/r2,-q/r2,-q/r2,-q/r2,-q/r2,-q/r2,-q/r2,
-q/r2,-q/r2,-q/r2,EW4*q/r2,EW4*q/r2,EW4*q/r2,EW4*q/r2,EW4*q/r2,EW4*q/r2,EW4*q/r2,EW4*q/r2,-EW4*q/r2,-EW4*q/r2,
-EW4*q/r2,-EW4*q/r2,-EW4*q/r2,-EW4*q/r2,-EW4*q/r2,-EW4*q/r2,EW4*q/r2,EW4*q/r2,-EW4*q/r2,-EW4*q/r2,
q/r2*(q^2-1)*GEWZ2^(iI*kK),-q/r2*GEWZ2^(iI*kK),EW4*q/r2*GEWZ2^(iI*kK),-EW4*q/r2*GEWZ2^(iI*kK),0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0],

#4
[[`B_chi4`,`irreducible `],
q/r2*(q^2-1),q/r2*(q^2-1),q/r2*(q^2-1),q/r2*(q^2-1),q/r2*(q^2-1),q/r2*(q^2-1),q/r2*(q^2-1),q/r2*(q^2-1),q/r2*(q^2-1),
q/r2*(q^2-1),q/r2*(q^2-1),q/r2*(q^2-1),q/r2*(q^2-1),q/r2*(q^2-1),q/r2*(q^2-1),q/r2*(q^2-1),q/r2*(q^2-1),q/r2*(q^2-1),
q/r2*(q^2-1),q/r2*(q^2-1),q/r2*(q^2-1),q/r2*(q^2-1),q/r2*(q^2-1),q/r2*(q^2-1),q/r2*(q^2-1),q/r2*(q^2-1),q/r2*(q^2-1),
q/r2*(q^2-1),q/r2*(q^2-1),q/r2*(q^2-1),q/r2*(q^2-1),q/r2*(q^2-1),q/r2*(q^2-1),q/r2*(q^2-1),q/r2*(q^2-1),q/r2*(q^2-1),
q/r2*(q^2-1),q/r2*(q^2-1),q/r2*(q^2-1),-q/r2,-q/r2,-q/r2,-q/r2,-q/r2,-q/r2,-q/r2,-q/r2,-q/r2,-q/r2,-q/r2,-q/r2,-q/r2,
-q/r2,-q/r2,-q/r2,-EW4*q/r2,-EW4*q/r2,-EW4*q/r2,-EW4*q/r2,-EW4*q/r2,-EW4*q/r2,-EW4*q/r2,-EW4*q/r2,EW4*q/r2,EW4*q/r2,
EW4*q/r2,EW4*q/r2,EW4*q/r2,EW4*q/r2,EW4*q/r2,EW4*q/r2,-EW4*q/r2,-EW4*q/r2,EW4*q/r2,EW4*q/r2,q/r2*(q^2-1)*GEWZ2^(iI*kK),
-q/r2*GEWZ2^(iI*kK),-EW4*q/r2*GEWZ2^(iI*kK),EW4*q/r2*GEWZ2^(iI*kK),0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0],

#5
[[`B_chi5`,`irreducible `],
q^2-1,q^2-1,q^2-1,q^2-1,q^2-1,q^2-1,q^2-1,q^2-1,q^2-1,q^2-1,q^2-1,q^2-1,q^2-1,q^2-1,q^2-1,q^2-1,q^2-1,q^2-1,q^2-1,
q^2-1,q^2-1,q^2-1,q^2-1,q^2-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,q^2-1,q^2-1,q^2-1,q^2-1,q^2-1,
q^2-1,q^2-1,q^2-1,q^2-1,q^2-1,q^2-1,q^2-1,q^2-1,q^2-1,-1,-1,q^2-1,q^2-1,q^2-1,q^2-1,q^2-1,q^2-1,q^2-1,q^2-1,
q^2-1,q^2-1,q^2-1,q^2-1,q^2-1,q^2-1,q^2-1,q^2-1,-1,-1,-1,-1,0,0,0,0,(q^2-1)*GEWZ2^(iI*kK),-GEWZ2^(iI*kK),
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0],

#6
[[`B_chi6`,`irreducible `],
q/r2*(q^2-1)^2,q/r2*(q^2-1)^2,q/r2*(q^2-1)^2,q/r2*(q^2-1)^2,q/r2*(q^2-1)^2,q/r2*(q^2-1)^2,q/r2*(q^2-1)^2,q/r2*(q^2-1)^2,
q/r2*(q^2-1)^2,q/r2*(q^2-1)^2,q/r2*(q^2-1)^2,q/r2*(q^2-1)^2,q/r2*(q^2-1)^2,q/r2*(q^2-1)^2,q/r2*(q^2-1)^2,q/r2*(q^2-1)^2,
q/r2*(q^2-1)^2,q/r2*(q^2-1)^2,q/r2*(q^2-1)^2,q/r2*(q^2-1)^2,q/r2*(q^2-1)^2,q/r2*(q^2-1)^2,q/r2*(q^2-1)^2,q/r2*(q^2-1)^2,
-q/r2*(q^2-1),-q/r2*(q^2-1),-q/r2*(q^2-1),-q/r2*(q^2-1),-q/r2*(q^2-1),-q/r2*(q^2-1),-q/r2*(q^2-1),-q/r2*(q^2-1),
-q/r2*(q^2-1),-q/r2*(q^2-1),-q/r2*(q^2-1),-q/r2*(q^2-1),-q/r2*(q^2-1),-q/r2*(q^2-1),-q/r2*(q^2-1),-q/r2*(q^2-1),
-q/r2*(q^2-1),-q/r2*(q^2-1),-q/r2*(q^2-1),-q/r2*(q^2-1),-q/r2*(q^2-1),-q/r2*(q^2-1),-q/r2*(q^2-1),-q/r2*(q^2-1),
-q/r2*(q^2-1),-q/r2*(q^2-1),-q/r2*(q^2-1),-q/r2*(q^2-1),-q/r2*(q^2-1),q/r2,q/r2,EW4*q/r2*(q^2-1),EW4*q/r2*(q^2-1),
EW4*q/r2*(q^2-1),EW4*q/r2*(q^2-1),EW4*q/r2*(q^2-1),EW4*q/r2*(q^2-1),EW4*q/r2*(q^2-1),EW4*q/r2*(q^2-1),-EW4*q/r2*(q^2-1),
-EW4*q/r2*(q^2-1),-EW4*q/r2*(q^2-1),-EW4*q/r2*(q^2-1),-EW4*q/r2*(q^2-1),-EW4*q/r2*(q^2-1),-EW4*q/r2*(q^2-1),
-EW4*q/r2*(q^2-1),-EW4*q/r2,-EW4*q/r2,EW4*q/r2,EW4*q/r2,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0],

#7
[[`B_chi7`,`irreducible `],
q/r2*(q^2-1)^2,q/r2*(q^2-1)^2,q/r2*(q^2-1)^2,q/r2*(q^2-1)^2,q/r2*(q^2-1)^2,q/r2*(q^2-1)^2,q/r2*(q^2-1)^2,q/r2*(q^2-1)^2,
q/r2*(q^2-1)^2,q/r2*(q^2-1)^2,q/r2*(q^2-1)^2,q/r2*(q^2-1)^2,q/r2*(q^2-1)^2,q/r2*(q^2-1)^2,q/r2*(q^2-1)^2,q/r2*(q^2-1)^2,
q/r2*(q^2-1)^2,q/r2*(q^2-1)^2,q/r2*(q^2-1)^2,q/r2*(q^2-1)^2,q/r2*(q^2-1)^2,q/r2*(q^2-1)^2,q/r2*(q^2-1)^2,q/r2*(q^2-1)^2,
-q/r2*(q^2-1),-q/r2*(q^2-1),-q/r2*(q^2-1),-q/r2*(q^2-1),-q/r2*(q^2-1),-q/r2*(q^2-1),-q/r2*(q^2-1),-q/r2*(q^2-1),
-q/r2*(q^2-1),-q/r2*(q^2-1),-q/r2*(q^2-1),-q/r2*(q^2-1),-q/r2*(q^2-1),-q/r2*(q^2-1),-q/r2*(q^2-1),-q/r2*(q^2-1),
-q/r2*(q^2-1),-q/r2*(q^2-1),-q/r2*(q^2-1),-q/r2*(q^2-1),-q/r2*(q^2-1),-q/r2*(q^2-1),-q/r2*(q^2-1),-q/r2*(q^2-1),
-q/r2*(q^2-1),-q/r2*(q^2-1),-q/r2*(q^2-1),-q/r2*(q^2-1),-q/r2*(q^2-1),q/r2,q/r2,-EW4*q/r2*(q^2-1),
-EW4*q/r2*(q^2-1),-EW4*q/r2*(q^2-1),-EW4*q/r2*(q^2-1),-EW4*q/r2*(q^2-1),-EW4*q/r2*(q^2-1),-EW4*q/r2*(q^2-1),
-EW4*q/r2*(q^2-1),EW4*q/r2*(q^2-1),EW4*q/r2*(q^2-1),EW4*q/r2*(q^2-1),EW4*q/r2*(q^2-1),EW4*q/r2*(q^2-1),EW4*q/r2*(q^2-1),
EW4*q/r2*(q^2-1),EW4*q/r2*(q^2-1),EW4*q/r2,EW4*q/r2,-EW4*q/r2,-EW4*q/r2,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0],

#8
[[`B_chi8`,`irreducible `],
(q^2-1)^2,(q^2-1)^2,(q^2-1)^2,(q^2-1)^2,(q^2-1)^2,(q^2-1)^2,(q^2-1)^2,(q^2-1)^2,(q^2-1)^2,(q^2-1)^2,
(q^2-1)^2,(q^2-1)^2,(q^2-1)^2,(q^2-1)^2,(q^2-1)^2,(q^2-1)^2,(q^2-1)^2,(q^2-1)^2,(q^2-1)^2,(q^2-1)^2,
(q^2-1)^2,(q^2-1)^2,(q^2-1)^2,(q^2-1)^2,-(q^2-1),-(q^2-1),-(q^2-1),-(q^2-1),-(q^2-1),-(q^2-1),-(q^2-1),
-(q^2-1),-(q^2-1),-(q^2-1),-(q^2-1),-(q^2-1),-(q^2-1),-(q^2-1),-(q^2-1),(q^2-1)^2,(q^2-1)^2,(q^2-1)^2,
(q^2-1)^2,(q^2-1)^2,(q^2-1)^2,(q^2-1)^2,(q^2-1)^2,(q^2-1)^2,(q^2-1)^2,(q^2-1)^2,(q^2-1)^2,(q^2-1)^2,
(q^2-1)^2,-(q^2-1),-(q^2-1),-(q^2-1),-(q^2-1),-(q^2-1),-(q^2-1),-(q^2-1),-(q^2-1),-(q^2-1),-(q^2-1),-(q^2-1),
-(q^2-1),-(q^2-1),-(q^2-1),-(q^2-1),-(q^2-1),-(q^2-1),-(q^2-1),1,1,1,1,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0],

#9
[[`B_chi9`,`irreducible `],
q^2*(q^2-1),q^2*(q^2-1),q^2*(q^2-1),q^2*(q^2-1),q^2*(q^2-1),q^2*(q^2-1),q^2*(q^2-1),q^2*(q^2-1),
q^2*(q^2-1),q^2*(q^2-1),q^2*(q^2-1),q^2*(q^2-1),q^2*(q^2-1),q^2*(q^2-1),q^2*(q^2-1),q^2*(q^2-1),
q^2*(q^2-1),q^2*(q^2-1),-q^2,-q^2,-q^2,-q^2,-q^2,-q^2,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
q^2*(q^2-1),q^2*(q^2-1),q^2*(q^2-1),q^2*(q^2-1),q^2*(q^2-1),q^2*(q^2-1),q^2*(q^2-1),q^2*(q^2-1),q^2*(q^2-1),
q^2*(q^2-1),q^2*(q^2-1),-q^2,-q^2,-q^2,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,(q^2-1)*GEWZ2^(iI*kK),(q^2-1)*GEWZ2^(iI*kK),-GEWZ2^(iI*kK),-GEWZ2^(iI*kK),0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0],

#10
[[`B_chi10`,`irreducible `],
q^2*(q^2-1)^2,q^2*(q^2-1)^2,q^2*(q^2-1)^2,q^2*(q^2-1)^2,q^2*(q^2-1)^2,q^2*(q^2-1)^2,q^2*(q^2-1)^2,
q^2*(q^2-1)^2,q^2*(q^2-1)^2,q^2*(q^2-1)^2,q^2*(q^2-1)^2,q^2*(q^2-1)^2,q^2*(q^2-1)^2,q^2*(q^2-1)^2,
q^2*(q^2-1)^2,q^2*(q^2-1)^2,q^2*(q^2-1)^2,q^2*(q^2-1)^2,-q^2*(q^2-1),-q^2*(q^2-1),-q^2*(q^2-1),-q^2*(q^2-1),
-q^2*(q^2-1),-q^2*(q^2-1),0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,-q^2*(q^2-1),-q^2*(q^2-1),-q^2*(q^2-1),
-q^2*(q^2-1),-q^2*(q^2-1),-q^2*(q^2-1),-q^2*(q^2-1),-q^2*(q^2-1),-q^2*(q^2-1),-q^2*(q^2-1),-q^2*(q^2-1),
q^2,q^2,q^2,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0],

#11
[[`B_chi11`,`irreducible `],
q^4*(q^2-1),q^4*(q^2-1),q^4*(q^2-1),q^4*(q^2-1),q^4*(q^2-1),q^4*(q^2-1),q^4*(q^2-1),q^4*(q^2-1),q^4*(q^2-1),q^4*(q^2-1),
q^4*(q^2-1),q^4*(q^2-1),q^4*(q^2-1),-q^4,-q^4,-q^4,-q^4,-q^4,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,(q^2-1)*GEWZ2^(iI*kK),(q^2-1)*GEWZ2^(iI*kK),-GEWZ2^(iI*kK),-GEWZ2^(iI*kK),
0,0,0,0,0,0,0,0,0,0,0],

#12
[[`B_chi12`,`irreducible `],
q^4*(q^2-1),q^4*(q^2-1),q^4*(q^2-1),q^4*(q^2-1),q^4*(q^2-1),q^4*(q^2-1),q^4*(q^2-1),q^4*(q^2-1),q^4*(q^2-1),
q^4*(q^2-1),-q^4,-q^4,-q^4,q^4*(q^2-1),q^4*(q^2-1),q^4*(q^2-1),-q^4,-q^4,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,(q^2-1)*GEWZ2^(iI*kK),(q^2-1)*GEWZ2^(iI*kK),-GEWZ2^(iI*kK),-GEWZ2^(iI*kK),0,0,0,0,0,0,0],

#13
[[`B_chi13`,`irreducible `],
q^4/2*(q^2-1)^2,q^4/2*(q^2-1)^2,q^4/2*(q^2-1)^2,q^4/2*(q^2-1)^2,q^4/2*(q^2-1)^2,q^4/2*(q^2-1)^2,q^4/2*(q^2-1)^2,
q^4/2*(q^2-1)^2,q^4/2*(q^2-1)^2,q^4/2*(q^2-1)^2,-q^4/2*(q^2-1),-q^4/2*(q^2-1),-q^4/2*(q^2-1),-q^4/2*(q^2-1),
-q^4/2*(q^2-1),-q^4/2*(q^2-1),q^4/2,q^4/2,q^4/2*(q^2-1),q^4/2*(q^2-1),q^4/2*(q^2-1),q^4/2*(q^2-1),-q^4/2,
-q^4/2,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,q^4/2*(q^2-1),q^4/2*(q^2-1),q^4/2*(q^2-1),q^4/2*(q^2-1),-q^4/2,-q^4/2,
-q^4/2,-q^4/2,-q^4/2,-q^4/2,-q^4/2,q^4/2,-q^4/2,-q^4/2,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0],

#14
[[`B_chi14`,`irreducible `],
q^4/2*(q^2-1)^2,q^4/2*(q^2-1)^2,q^4/2*(q^2-1)^2,q^4/2*(q^2-1)^2,q^4/2*(q^2-1)^2,q^4/2*(q^2-1)^2,q^4/2*(q^2-1)^2,
q^4/2*(q^2-1)^2,q^4/2*(q^2-1)^2,q^4/2*(q^2-1)^2,-q^4/2*(q^2-1),-q^4/2*(q^2-1),-q^4/2*(q^2-1),-q^4/2*(q^2-1),
-q^4/2*(q^2-1),-q^4/2*(q^2-1),q^4/2,q^4/2,q^4/2*(q^2-1),q^4/2*(q^2-1),q^4/2*(q^2-1),q^4/2*(q^2-1),-q^4/2,
-q^4/2,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,-q^4/2*(q^2-1),-q^4/2*(q^2-1),-q^4/2*(q^2-1),-q^4/2*(q^2-1),
q^4/2,q^4/2,q^4/2,q^4/2,q^4/2,q^4/2,q^4/2,-q^4/2,q^4/2,q^4/2,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0],

#15
[[`B_chi15`,`irreducible `],
q^4/4*(q^2-1)^2,q^4/4*(q^2-1)^2,q^4/4*(q^2-1)^2,q^4/4*(q^2-1)^2,q^4/4*(q^2-1)^2,q^4/4*(q^2-1)^2,q^4/4*(q^2-1)^2,
q^4/4*(q^2-1)^2,q^4/4*(q^2-1)^2,q^4/4*(q^2-1)^2,-q^4/4*(q^2-1),-q^4/4*(q^2-1),-q^4/4*(q^2-1),-q^4/4*(q^2-1),
-q^4/4*(q^2-1),-q^4/4*(q^2-1),q^4/4,q^4/4,-q^4/4*(q^2-1),-q^4/4*(q^2-1),-q^4/4*(q^2-1),-q^4/4*(q^2-1),q^4/4,
q^4/4,-1/2*q^3/r2*(q^2-1),-1/2*q^3/r2*(q^2-1),1/2*q^3/r2,1/2*q^3/r2,1/2*q^3/r2,1/2*q^3/r2,1/2*q^3/r2,1/2*q^3/r2,
1/2*q^3/r2,-1/2*q^3/r2*(q^2-1),-1/2*q^3/r2*(q^2-1),1/2*q^3/r2,1/2*q^3/r2,1/2*q^3/r2,1/2*q^3/r2,q^4/4*(q^2-1),
q^4/4*(q^2-1),q^4/4*(q^2-1),q^4/4*(q^2-1),-q^4/4,-q^4/4,-q^4/4,-q^4/4,-q^4/4,-q^4/4,-q^4/4,-q^4/4,
q^4/4,q^4/4,-1/2*q^3/r2,1/2*q^3/r2,q^2/2*(q^2-1),q^2/2*(q^2-1),q^2/2*(q^2-1),-q^2/2,-q^2/2,-q^2/2,
-q^2/2,-q^2/2,q^2/2*(q^2-1),q^2/2*(q^2-1),q^2/2*(q^2-1),-q^2/2,-q^2/2,-q^2/2,-q^2/2,-q^2/2,-q^2/2,q^2/2,
-q^2/2,q^2/2,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0],

#16
[[`B_chi16`,`irreducible `],
q^4/4*(q^2-1)^2,q^4/4*(q^2-1)^2,q^4/4*(q^2-1)^2,q^4/4*(q^2-1)^2,q^4/4*(q^2-1)^2,q^4/4*(q^2-1)^2,q^4/4*(q^2-1)^2,
q^4/4*(q^2-1)^2,q^4/4*(q^2-1)^2,q^4/4*(q^2-1)^2,-q^4/4*(q^2-1),-q^4/4*(q^2-1),-q^4/4*(q^2-1),-q^4/4*(q^2-1),
-q^4/4*(q^2-1),-q^4/4*(q^2-1),q^4/4,q^4/4,-q^4/4*(q^2-1),-q^4/4*(q^2-1),-q^4/4*(q^2-1),-q^4/4*(q^2-1),q^4/4,
q^4/4,-1/2*q^3/r2*(q^2-1),-1/2*q^3/r2*(q^2-1),1/2*q^3/r2,1/2*q^3/r2,1/2*q^3/r2,1/2*q^3/r2,1/2*q^3/r2,
1/2*q^3/r2,1/2*q^3/r2,-1/2*q^3/r2*(q^2-1),-1/2*q^3/r2*(q^2-1),1/2*q^3/r2,1/2*q^3/r2,1/2*q^3/r2,1/2*q^3/r2,
q^4/4*(q^2-1),q^4/4*(q^2-1),q^4/4*(q^2-1),q^4/4*(q^2-1),-q^4/4,-q^4/4,-q^4/4,-q^4/4,-q^4/4,-q^4/4,-q^4/4,
-q^4/4,q^4/4,q^4/4,-1/2*q^3/r2,1/2*q^3/r2,-q^2/2*(q^2-1),-q^2/2*(q^2-1),-q^2/2*(q^2-1),q^2/2,
q^2/2,q^2/2,q^2/2,q^2/2,-q^2/2*(q^2-1),-q^2/2*(q^2-1),-q^2/2*(q^2-1),q^2/2,q^2/2,q^2/2,q^2/2,
q^2/2,q^2/2,-q^2/2,q^2/2,-q^2/2,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0],

#17
[[`B_chi17`,`irreducible `],
q^4/4*(q^2-1)^2,q^4/4*(q^2-1)^2,q^4/4*(q^2-1)^2,q^4/4*(q^2-1)^2,q^4/4*(q^2-1)^2,q^4/4*(q^2-1)^2,
q^4/4*(q^2-1)^2,q^4/4*(q^2-1)^2,q^4/4*(q^2-1)^2,q^4/4*(q^2-1)^2,-q^4/4*(q^2-1),-q^4/4*(q^2-1),-q^4/4*(q^2-1),
-q^4/4*(q^2-1),-q^4/4*(q^2-1),-q^4/4*(q^2-1),q^4/4,q^4/4,-q^4/4*(q^2-1),-q^4/4*(q^2-1),-q^4/4*(q^2-1),
-q^4/4*(q^2-1),q^4/4,q^4/4,-1/2*q^3/r2*(q^2-1),-1/2*q^3/r2*(q^2-1),1/2*q^3/r2,1/2*q^3/r2,1/2*q^3/r2,
1/2*q^3/r2,1/2*q^3/r2,1/2*q^3/r2,1/2*q^3/r2,-1/2*q^3/r2*(q^2-1),-1/2*q^3/r2*(q^2-1),1/2*q^3/r2,1/2*q^3/r2,
1/2*q^3/r2,1/2*q^3/r2,-q^4/4*(q^2-1),-q^4/4*(q^2-1),-q^4/4*(q^2-1),-q^4/4*(q^2-1),q^4/4,q^4/4,q^4/4,q^4/4,
q^4/4,q^4/4,q^4/4,q^4/4,-q^4/4,-q^4/4,1/2*q^3/r2,-1/2*q^3/r2,EW4*q^2/2*(q^2-1),EW4*q^2/2*(q^2-1),
EW4*q^2/2*(q^2-1),-EW4*q^2/2,-EW4*q^2/2,-EW4*q^2/2,-EW4*q^2/2,-EW4*q^2/2,-EW4*q^2/2*(q^2-1),
-EW4*q^2/2*(q^2-1),-EW4*q^2/2*(q^2-1),EW4*q^2/2,EW4*q^2/2,EW4*q^2/2,EW4*q^2/2,EW4*q^2/2,-EW4*q^2/2,
EW4*q^2/2,EW4*q^2/2,-EW4*q^2/2,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0],

#18
[[`B_chi18`,`irreducible `],
q^4/4*(q^2-1)^2,q^4/4*(q^2-1)^2,q^4/4*(q^2-1)^2,q^4/4*(q^2-1)^2,q^4/4*(q^2-1)^2,q^4/4*(q^2-1)^2,
q^4/4*(q^2-1)^2,q^4/4*(q^2-1)^2,q^4/4*(q^2-1)^2,q^4/4*(q^2-1)^2,-q^4/4*(q^2-1),-q^4/4*(q^2-1),
-q^4/4*(q^2-1),-q^4/4*(q^2-1),-q^4/4*(q^2-1),-q^4/4*(q^2-1),q^4/4,q^4/4,-q^4/4*(q^2-1),-q^4/4*(q^2-1),
-q^4/4*(q^2-1),-q^4/4*(q^2-1),q^4/4,q^4/4,-1/2*q^3/r2*(q^2-1),-1/2*q^3/r2*(q^2-1),1/2*q^3/r2,
1/2*q^3/r2,1/2*q^3/r2,1/2*q^3/r2,1/2*q^3/r2,1/2*q^3/r2,1/2*q^3/r2,-1/2*q^3/r2*(q^2-1),
-1/2*q^3/r2*(q^2-1),1/2*q^3/r2,1/2*q^3/r2,1/2*q^3/r2,1/2*q^3/r2,-q^4/4*(q^2-1),-q^4/4*(q^2-1),
-q^4/4*(q^2-1),-q^4/4*(q^2-1),q^4/4,q^4/4,q^4/4,q^4/4,q^4/4,q^4/4,q^4/4,q^4/4,-q^4/4,
-q^4/4,1/2*q^3/r2,-1/2*q^3/r2,-EW4*q^2/2*(q^2-1),-EW4*q^2/2*(q^2-1),-EW4*q^2/2*(q^2-1),EW4*q^2/2,
EW4*q^2/2,EW4*q^2/2,EW4*q^2/2,EW4*q^2/2,EW4*q^2/2*(q^2-1),EW4*q^2/2*(q^2-1),EW4*q^2/2*(q^2-1),
-EW4*q^2/2,-EW4*q^2/2,-EW4*q^2/2,-EW4*q^2/2,-EW4*q^2/2,EW4*q^2/2,-EW4*q^2/2,-EW4*q^2/2,EW4*q^2/2,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0],

#19
[[`B_chi19`,`irreducible `],
q^4/4*(q^2-1)^2,q^4/4*(q^2-1)^2,q^4/4*(q^2-1)^2,q^4/4*(q^2-1)^2,q^4/4*(q^2-1)^2,q^4/4*(q^2-1)^2,
q^4/4*(q^2-1)^2,q^4/4*(q^2-1)^2,q^4/4*(q^2-1)^2,q^4/4*(q^2-1)^2,-q^4/4*(q^2-1),-q^4/4*(q^2-1),
-q^4/4*(q^2-1),-q^4/4*(q^2-1),-q^4/4*(q^2-1),-q^4/4*(q^2-1),q^4/4,q^4/4,-q^4/4*(q^2-1),-q^4/4*(q^2-1),
-q^4/4*(q^2-1),-q^4/4*(q^2-1),q^4/4,q^4/4,r2*q^3/4*(q^2-1),r2*q^3/4*(q^2-1),-r2*q^3/4,-r2*q^3/4,
-r2*q^3/4,-r2*q^3/4,-r2*q^3/4,-r2*q^3/4,-r2*q^3/4,r2*q^3/4*(q^2-1),r2*q^3/4*(q^2-1),-r2*q^3/4,
-r2*q^3/4,-r2*q^3/4,-r2*q^3/4,q^4/4*(q^2-1),q^4/4*(q^2-1),q^4/4*(q^2-1),q^4/4*(q^2-1),
-q^4/4,-q^4/4,-q^4/4,-q^4/4,-q^4/4,-q^4/4,-q^4/4,-q^4/4,q^4/4,q^4/4,1/2*q^3/r2,-1/2*q^3/r2,
q^2/2*(q^2-1),q^2/2*(q^2-1),q^2/2*(q^2-1),-q^2/2,-q^2/2,-q^2/2,-q^2/2,-q^2/2,q^2/2*(q^2-1),
q^2/2*(q^2-1),q^2/2*(q^2-1),-q^2/2,-q^2/2,-q^2/2,-q^2/2,-q^2/2,q^2/2,-q^2/2,q^2/2,-q^2/2,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0],

#20
[[`B_chi20`,`irreducible `],
q^4/4*(q^2-1)^2,q^4/4*(q^2-1)^2,q^4/4*(q^2-1)^2,q^4/4*(q^2-1)^2,q^4/4*(q^2-1)^2,q^4/4*(q^2-1)^2,
q^4/4*(q^2-1)^2,q^4/4*(q^2-1)^2,q^4/4*(q^2-1)^2,q^4/4*(q^2-1)^2,-q^4/4*(q^2-1),-q^4/4*(q^2-1),
-q^4/4*(q^2-1),-q^4/4*(q^2-1),-q^4/4*(q^2-1),-q^4/4*(q^2-1),q^4/4,q^4/4,-q^4/4*(q^2-1),
-q^4/4*(q^2-1),-q^4/4*(q^2-1),-q^4/4*(q^2-1),q^4/4,q^4/4,r2*q^3/4*(q^2-1),r2*q^3/4*(q^2-1),
-r2*q^3/4,-r2*q^3/4,-r2*q^3/4,-r2*q^3/4,-r2*q^3/4,-r2*q^3/4,-r2*q^3/4,r2*q^3/4*(q^2-1),
r2*q^3/4*(q^2-1),-r2*q^3/4,-r2*q^3/4,-r2*q^3/4,-r2*q^3/4,q^4/4*(q^2-1),q^4/4*(q^2-1),
q^4/4*(q^2-1),q^4/4*(q^2-1),-q^4/4,-q^4/4,-q^4/4,-q^4/4,-q^4/4,-q^4/4,-q^4/4,
-q^4/4,q^4/4,q^4/4,1/2*q^3/r2,-1/2*q^3/r2,-q^2/2*(q^2-1),-q^2/2*(q^2-1),-q^2/2*(q^2-1),
q^2/2,q^2/2,q^2/2,q^2/2,q^2/2,-q^2/2*(q^2-1),-q^2/2*(q^2-1),-q^2/2*(q^2-1),q^2/2,
q^2/2,q^2/2,q^2/2,q^2/2,-q^2/2,q^2/2,-q^2/2,q^2/2,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0],

#21
[[`B_chi21`,`irreducible `],
q^4/4*(q^2-1)^2,q^4/4*(q^2-1)^2,q^4/4*(q^2-1)^2,q^4/4*(q^2-1)^2,q^4/4*(q^2-1)^2,q^4/4*(q^2-1)^2,
q^4/4*(q^2-1)^2,q^4/4*(q^2-1)^2,q^4/4*(q^2-1)^2,q^4/4*(q^2-1)^2,-q^4/4*(q^2-1),-q^4/4*(q^2-1),-q^4/4*(q^2-1),
-q^4/4*(q^2-1),-q^4/4*(q^2-1),-q^4/4*(q^2-1),q^4/4,q^4/4,-q^4/4*(q^2-1),-q^4/4*(q^2-1),-q^4/4*(q^2-1),
-q^4/4*(q^2-1),q^4/4,q^4/4,r2*q^3/4*(q^2-1),r2*q^3/4*(q^2-1),-r2*q^3/4,-r2*q^3/4,-r2*q^3/4,-r2*q^3/4,
-r2*q^3/4,-r2*q^3/4,-r2*q^3/4,r2*q^3/4*(q^2-1),r2*q^3/4*(q^2-1),-r2*q^3/4,-r2*q^3/4,-r2*q^3/4,-r2*q^3/4,
-q^4/4*(q^2-1),-q^4/4*(q^2-1),-q^4/4*(q^2-1),-q^4/4*(q^2-1),q^4/4,q^4/4,q^4/4,q^4/4,q^4/4,
q^4/4,q^4/4,q^4/4,-q^4/4,-q^4/4,-1/2*q^3/r2,1/2*q^3/r2,EW4*q^2/2*(q^2-1),EW4*q^2/2*(q^2-1),
EW4*q^2/2*(q^2-1),-EW4*q^2/2,-EW4*q^2/2,-EW4*q^2/2,-EW4*q^2/2,-EW4*q^2/2,-EW4*q^2/2*(q^2-1),
-EW4*q^2/2*(q^2-1),-EW4*q^2/2*(q^2-1),EW4*q^2/2,EW4*q^2/2,EW4*q^2/2,EW4*q^2/2,EW4*q^2/2,EW4*q^2/2,-EW4*q^2/2,
-EW4*q^2/2,EW4*q^2/2,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0],

#22
[[`B_chi22`,`irreducible `],
q^4/4*(q^2-1)^2,q^4/4*(q^2-1)^2,q^4/4*(q^2-1)^2,q^4/4*(q^2-1)^2,q^4/4*(q^2-1)^2,q^4/4*(q^2-1)^2,
q^4/4*(q^2-1)^2,q^4/4*(q^2-1)^2,q^4/4*(q^2-1)^2,q^4/4*(q^2-1)^2,-q^4/4*(q^2-1),-q^4/4*(q^2-1),
-q^4/4*(q^2-1),-q^4/4*(q^2-1),-q^4/4*(q^2-1),-q^4/4*(q^2-1),q^4/4,q^4/4,-q^4/4*(q^2-1),-q^4/4*(q^2-1),
-q^4/4*(q^2-1),-q^4/4*(q^2-1),q^4/4,q^4/4,r2*q^3/4*(q^2-1),r2*q^3/4*(q^2-1),-r2*q^3/4,-r2*q^3/4,
-r2*q^3/4,-r2*q^3/4,-r2*q^3/4,-r2*q^3/4,-r2*q^3/4,r2*q^3/4*(q^2-1),r2*q^3/4*(q^2-1),-r2*q^3/4,
-r2*q^3/4,-r2*q^3/4,-r2*q^3/4,-q^4/4*(q^2-1),-q^4/4*(q^2-1),-q^4/4*(q^2-1),-q^4/4*(q^2-1),q^4/4,
q^4/4,q^4/4,q^4/4,q^4/4,q^4/4,q^4/4,q^4/4,-q^4/4,-q^4/4,-1/2*q^3/r2,1/2*q^3/r2,
-EW4*q^2/2*(q^2-1),-EW4*q^2/2*(q^2-1),-EW4*q^2/2*(q^2-1),EW4*q^2/2,EW4*q^2/2,EW4*q^2/2,
EW4*q^2/2,EW4*q^2/2,EW4*q^2/2*(q^2-1),EW4*q^2/2*(q^2-1),EW4*q^2/2*(q^2-1),-EW4*q^2/2,-EW4*q^2/2,
-EW4*q^2/2,-EW4*q^2/2,-EW4*q^2/2,-EW4*q^2/2,EW4*q^2/2,EW4*q^2/2,-EW4*q^2/2,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0],

#23
[[`B_chi23`,`irreducible `],
q^4*(q^2-1),q^4*(q^2-1),q^4*(q^2-1),q^4*(q^2-1),q^4*(q^2-1),q^4*(q^2-1),q^4*(q^2-1),
q^4*(q^2-1),-q^4,-q^4,0,0,0,q^4*(q^2-1),q^4*(q^2-1),-q^4,0,0,0,0,0,0,0,0,-q^2*(q^2-1),
-q^2*(q^2-1),q^2,q^2,q^2,q^2,q^2,q^2,-q^2*(q^2-1),q^2,q^2,q^2,q^2,q^2,q^2,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,(q^2-1)*GEWZ2^(iI*kK),-GEWZ2^(iI*kK),0,0,0,0,0],

#24
[[`B_chi24`,`irreducible `],
q^4*(q^2-1)^2,q^4*(q^2-1)^2,q^4*(q^2-1)^2,q^4*(q^2-1)^2,q^4*(q^2-1)^2,q^4*(q^2-1)^2,q^4*(q^2-1)^2,
q^4*(q^2-1)^2,-q^4*(q^2-1),-q^4*(q^2-1),0,0,0,q^4*(q^2-1)^2,q^4*(q^2-1)^2,-q^4*(q^2-1),0,
0,0,0,0,0,0,0,q^2*(q^2-1),q^2*(q^2-1),-q^2,-q^2,-q^2,-q^2,-q^2,-q^2,q^2*(q^2-1),
-q^2,-q^2,-q^2,-q^2,-q^2,-q^2,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0],

#25
[[`B_chi25`,`sum of q^2 irreducibles `],
q^6*(q^2-1)^2,q^6*(q^2-1)^2,q^6*(q^2-1)^2,q^6*(q^2-1)^2,q^6*(q^2-1)^2,q^6*(q^2-1)^2,q^6*(q^2-1)^2,
q^6*(q^2-1)^2,-q^6*(q^2-1),-q^6*(q^2-1),0,0,0,-q^6*(q^2-1),-q^6*(q^2-1),q^6,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0],

#26
[[`B_chi26`,`irreducible `],
q^3/r2*(q^2-1),q^3/r2*(q^2-1),q^3/r2*(q^2-1),q^3/r2*(q^2-1),q^3/r2*(q^2-1),q^3/r2*(q^2-1),-q^3/r2,
-q^3/r2,q^3/r2*(q^2-1),-q^3/r2,0,0,0,0,0,0,q^3/r2,-q^3/r2,EW4*q^3/r2,EW4*q^3/r2,-EW4*q^3/r2,
-EW4*q^3/r2,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,q^3/r2,q^3/r2,q^3/r2,
q^3/r2,r2*q^3,0,-q^3/r2,0,EW4*q^2,-EW4*q^2,0,0,q/r2*(q^2-1)+EW4*q/r2*(q^2-1),
q/r2*(q^2-1)+EW4*q/r2*(q^2-1),-q/r2-EW4*q/r2,q/r2*(q^2-1)-EW4*q/r2,q/r2*(q^2-1)-EW4*q/r2,
-q/r2-EW4*q/r2,-q/r2+EW4*(q^2-q/r2),-q/r2+EW4*(-q^2-q/r2),q/r2*(q^2-1)-EW4*q/r2*(q^2-1),
q/r2*(q^2-1)-EW4*q/r2*(q^2-1),-q/r2+EW4*q/r2,-q/r2+EW4*q/r2,-q/r2+EW4*(q^2+q/r2),-q/r2+EW4*(-q^2+q/r2),
q/r2*(q^2-1)+EW4*q/r2,q/r2*(q^2-1)+EW4*q/r2,0,0,0,0,0,0,0,0,0,0,q/r2*(q^2-1)*GEWZ2^(iI*kK),
-q/r2*GEWZ2^(iI*kK),EW4*q/r2*GEWZ2^(iI*kK),-EW4*q/r2*GEWZ2^(iI*kK),0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0],

#27
[[`B_chi27`,`irreducible `],
q^3/r2*(q^2-1),q^3/r2*(q^2-1),q^3/r2*(q^2-1),q^3/r2*(q^2-1),q^3/r2*(q^2-1),q^3/r2*(q^2-1),
-q^3/r2,-q^3/r2,q^3/r2*(q^2-1),-q^3/r2,0,0,0,0,0,0,q^3/r2,-q^3/r2,-EW4*q^3/r2,
-EW4*q^3/r2,EW4*q^3/r2,EW4*q^3/r2,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,q^3/r2,
q^3/r2,q^3/r2,q^3/r2,r2*q^3,0,-q^3/r2,0,-EW4*q^2,EW4*q^2,0,0,q/r2*(q^2-1)-EW4*q/r2*(q^2-1),
q/r2*(q^2-1)-EW4*q/r2*(q^2-1),-q/r2+EW4*q/r2,q/r2*(q^2-1)+EW4*q/r2,q/r2*(q^2-1)+EW4*q/r2,
-q/r2+EW4*q/r2,-q/r2-EW4*(q^2-q/r2),-q/r2-EW4*(-q^2-q/r2),q/r2*(q^2-1)+EW4*q/r2*(q^2-1),
q/r2*(q^2-1)+EW4*q/r2*(q^2-1),-q/r2-EW4*q/r2,-q/r2-EW4*q/r2,-q/r2-EW4*(q^2+q/r2),
-q/r2-EW4*(-q^2+q/r2),q/r2*(q^2-1)-EW4*q/r2,q/r2*(q^2-1)-EW4*q/r2,0,0,0,0,0,0,0,0,0,0,
q/r2*(q^2-1)*GEWZ2^(iI*kK),-q/r2*GEWZ2^(iI*kK),-EW4*q/r2*GEWZ2^(iI*kK),EW4*q/r2*GEWZ2^(iI*kK),
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0],

#28
[[`B_chi28`,`irreducible `],
1/2*(q^2-1)^2*q^3*r2,1/2*(q^2-1)^2*q^3*r2,1/2*(q^2-1)^2*q^3*r2,1/2*(q^2-1)^2*q^3*r2,
1/2*(q^2-1)^2*q^3*r2,1/2*(q^2-1)^2*q^3*r2,-1/2*(q^2-1)*q^3*r2,-1/2*(q^2-1)*q^3*r2,
1/2*(q^2-1)^2*q^3*r2,-1/2*(q^2-1)*q^3*r2,0,0,0,0,0,0,1/2*(q^2-1)*q^3*r2,-1/2*(q^2-1)*q^3*r2,
1/2*(q^2-1)*q^3*r2*EW4,1/2*(q^2-1)*q^3*r2*EW4,-1/2*(q^2-1)*q^3*r2*EW4,-1/2*(q^2-1)*q^3*r2*EW4,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1/2*(q^2-1)*q^3*r2,
1/2*(q^2-1)*q^3*r2,1/2*(q^2-1)*q^3*r2,1/2*(q^2-1)*q^3*r2,(q^2-1)*q^3*r2,0,
-1/2*(q^2-1)*q^3*r2,0,EW4*q^2*(q^2-1),-EW4*q^2*(q^2-1),0,0,
-1/2*q^3*r2*EW4+1/2*r2*q*EW4-1/2*q^3*r2+1/2*q*r2,-1/2*q^3*r2*EW4+1/2*r2*q*EW4-1/2*q^3*r2+1/2*q*r2,
1/2*r2*q*EW4+1/2*q*r2,1/2*r2*q*EW4-1/2*q^3*r2+1/2*q*r2,1/2*r2*q*EW4-1/2*q^3*r2+1/2*q*r2,
1/2*r2*q*EW4+1/2*q*r2,-q^2*EW4+1/2*r2*q*EW4+1/2*q*r2,q^2*EW4+1/2*r2*q*EW4+1/2*q*r2,
1/2*q^3*r2*EW4-1/2*r2*q*EW4-1/2*q^3*r2+1/2*q*r2,1/2*q^3*r2*EW4-1/2*r2*q*EW4-1/2*q^3*r2+1/2*q*r2,
-1/2*r2*q*EW4+1/2*q*r2,-1/2*r2*q*EW4+1/2*q*r2,-q^2*EW4-1/2*r2*q*EW4+1/2*q*r2,
q^2*EW4-1/2*r2*q*EW4+1/2*q*r2,-1/2*r2*q*EW4-1/2*q^3*r2+1/2*q*r2,-1/2*r2*q*EW4-1/2*q^3*r2+1/2*q*r2,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0],

#29
[[`B_chi29`,`irreducible `],
1/2*(q^2-1)^2*q^3*r2,1/2*(q^2-1)^2*q^3*r2,1/2*(q^2-1)^2*q^3*r2,1/2*(q^2-1)^2*q^3*r2,
1/2*(q^2-1)^2*q^3*r2,1/2*(q^2-1)^2*q^3*r2,-1/2*(q^2-1)*q^3*r2,-1/2*(q^2-1)*q^3*r2,
1/2*(q^2-1)^2*q^3*r2,-1/2*(q^2-1)*q^3*r2,0,0,0,0,0,0,1/2*(q^2-1)*q^3*r2,
-1/2*(q^2-1)*q^3*r2,-1/2*(q^2-1)*q^3*r2*EW4,-1/2*(q^2-1)*q^3*r2*EW4,1/2*(q^2-1)*q^3*r2*EW4,
1/2*(q^2-1)*q^3*r2*EW4,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
1/2*(q^2-1)*q^3*r2,1/2*(q^2-1)*q^3*r2,1/2*(q^2-1)*q^3*r2,1/2*(q^2-1)*q^3*r2,
(q^2-1)*q^3*r2,0,-1/2*(q^2-1)*q^3*r2,0,-EW4*q^2*(q^2-1),EW4*q^2*(q^2-1),0,0,
1/2*q^3*r2*EW4-1/2*r2*q*EW4-1/2*q^3*r2+1/2*q*r2,1/2*q^3*r2*EW4-1/2*r2*q*EW4-1/2*q^3*r2+1/2*q*r2,
-1/2*r2*q*EW4+1/2*q*r2,-1/2*r2*q*EW4-1/2*q^3*r2+1/2*q*r2,-1/2*r2*q*EW4-1/2*q^3*r2+1/2*q*r2,
-1/2*r2*q*EW4+1/2*q*r2,q^2*EW4-1/2*r2*q*EW4+1/2*q*r2,-q^2*EW4-1/2*r2*q*EW4+1/2*q*r2,
-1/2*q^3*r2*EW4+1/2*r2*q*EW4-1/2*q^3*r2+1/2*q*r2,-1/2*q^3*r2*EW4+1/2*r2*q*EW4-1/2*q^3*r2+1/2*q*r2,
1/2*r2*q*EW4+1/2*q*r2,1/2*r2*q*EW4+1/2*q*r2,q^2*EW4+1/2*r2*q*EW4+1/2*q*r2,
-q^2*EW4+1/2*r2*q*EW4+1/2*q*r2,1/2*r2*q*EW4-1/2*q^3*r2+1/2*q*r2,1/2*r2*q*EW4-1/2*q^3*r2+1/2*q*r2,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0],

#30
[[`B_chi30`,`irreducible `],
1/2*q^4*(q^2-1)^2,1/2*q^4*(q^2-1)^2,1/2*q^4*(q^2-1)^2,1/2*q^4*(q^2-1)^2,1/2*q^4*(q^2-1)^2,
1/2*q^4*(q^2-1)^2,-1/2*(q^2-1)*q^4,-1/2*(q^2-1)*q^4,1/2*q^4*(q^2-1)^2,-1/2*(q^2-1)*q^4,
0,0,0,0,0,0,1/2*(q^2-1)*q^4,-1/2*(q^2-1)*q^4,1/2*(q^2-1)*q^4*EW4,
1/2*(q^2-1)*q^4*EW4,-1/2*(q^2-1)*q^4*EW4,-1/2*(q^2-1)*q^4*EW4,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,-1/2*q^4,-1/2*q^4,-1/2*q^4,-1/2*q^4,-q^4,0,1/2*q^4,0,-1/2*EW4*q^3*r2,
1/2*EW4*q^3*r2,0,0,-1/2*q^2*EW4-1/2*q^4+1/2*q^2+1/2*EW4*q^4,
-1/2*q^2*EW4-1/2*q^4+1/2*q^2+1/2*EW4*q^4,-1/2*q^2*EW4+1/2*q^2,
1/2*EW4*q^4-1/2*q^2*EW4+1/2*q^2,1/2*EW4*q^4-1/2*q^2*EW4+1/2*q^2,-1/2*q^2*EW4+1/2*q^2,
-1/2*q^2*EW4-1/2*q^3*r2+1/2*q^2,-1/2*q^2*EW4+1/2*q^3*r2+1/2*q^2,
-1/2*EW4*q^4-1/2*q^4+1/2*q^2*EW4+1/2*q^2,-1/2*EW4*q^4-1/2*q^4+1/2*q^2*EW4+1/2*q^2,
1/2*q^2*EW4+1/2*q^2,1/2*q^2*EW4+1/2*q^2,1/2*q^2*EW4+1/2*q^3*r2+1/2*q^2,
1/2*q^2*EW4-1/2*q^3*r2+1/2*q^2,-1/2*EW4*q^4+1/2*q^2*EW4+1/2*q^2,-1/2*EW4*q^4+1/2*q^2*EW4+1/2*q^2,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0],

#31
[[`B_chi31`,`irreducible `],
1/2*q^4*(q^2-1)^2,1/2*q^4*(q^2-1)^2,1/2*q^4*(q^2-1)^2,1/2*q^4*(q^2-1)^2,1/2*q^4*(q^2-1)^2,
1/2*q^4*(q^2-1)^2,-1/2*(q^2-1)*q^4,-1/2*(q^2-1)*q^4,1/2*q^4*(q^2-1)^2,-1/2*(q^2-1)*q^4,0,
0,0,0,0,0,1/2*(q^2-1)*q^4,-1/2*(q^2-1)*q^4,1/2*(q^2-1)*q^4*EW4,1/2*(q^2-1)*q^4*EW4,
-1/2*(q^2-1)*q^4*EW4,-1/2*(q^2-1)*q^4*EW4,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
-1/2*q^4,-1/2*q^4,-1/2*q^4,-1/2*q^4,-q^4,0,1/2*q^4,0,-1/2*EW4*q^3*r2,1/2*EW4*q^3*r2,
0,0,1/2*q^2*EW4-1/2*q^2+1/2*q^4-1/2*EW4*q^4,1/2*q^2*EW4-1/2*q^2+1/2*q^4-1/2*EW4*q^4,
1/2*q^2*EW4-1/2*q^2,-1/2*EW4*q^4+1/2*q^2*EW4-1/2*q^2,-1/2*EW4*q^4+1/2*q^2*EW4-1/2*q^2,
1/2*q^2*EW4-1/2*q^2,1/2*q^2*EW4+1/2*q^3*r2-1/2*q^2,1/2*q^2*EW4-1/2*q^3*r2-1/2*q^2,
-1/2*q^2*EW4-1/2*q^2+1/2*q^4+1/2*EW4*q^4,-1/2*q^2*EW4-1/2*q^2+1/2*q^4+1/2*EW4*q^4,
-1/2*q^2*EW4-1/2*q^2,-1/2*q^2*EW4-1/2*q^2,-1/2*q^2*EW4-1/2*q^3*r2-1/2*q^2,
-1/2*q^2*EW4+1/2*q^3*r2-1/2*q^2,1/2*EW4*q^4-1/2*q^2*EW4-1/2*q^2,1/2*EW4*q^4-1/2*q^2*EW4-1/2*q^2,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0],

#32
[[`B_chi32`,`irreducible `],
1/2*q^4*(q^2-1)^2,1/2*q^4*(q^2-1)^2,1/2*q^4*(q^2-1)^2,1/2*q^4*(q^2-1)^2,1/2*q^4*(q^2-1)^2,
1/2*q^4*(q^2-1)^2,-1/2*(q^2-1)*q^4,-1/2*(q^2-1)*q^4,1/2*q^4*(q^2-1)^2,-1/2*(q^2-1)*q^4,
0,0,0,0,0,0,1/2*(q^2-1)*q^4,-1/2*(q^2-1)*q^4,-1/2*(q^2-1)*q^4*EW4,-1/2*(q^2-1)*q^4*EW4,
1/2*(q^2-1)*q^4*EW4,1/2*(q^2-1)*q^4*EW4,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
-1/2*q^4,-1/2*q^4,-1/2*q^4,-1/2*q^4,-q^4,0,1/2*q^4,0,1/2*EW4*q^3*r2,-1/2*EW4*q^3*r2,0,0,
-1/2*q^2*EW4-1/2*q^2+1/2*q^4+1/2*EW4*q^4,-1/2*q^2*EW4-1/2*q^2+1/2*q^4+1/2*EW4*q^4,
-1/2*q^2*EW4-1/2*q^2,1/2*EW4*q^4-1/2*q^2*EW4-1/2*q^2,1/2*EW4*q^4-1/2*q^2*EW4-1/2*q^2,
-1/2*q^2*EW4-1/2*q^2,-1/2*q^2*EW4+1/2*q^3*r2-1/2*q^2,-1/2*q^2*EW4-1/2*q^3*r2-1/2*q^2,
1/2*q^2*EW4-1/2*q^2+1/2*q^4-1/2*EW4*q^4,1/2*q^2*EW4-1/2*q^2+1/2*q^4-1/2*EW4*q^4,1/2*q^2*EW4-1/2*q^2,
1/2*q^2*EW4-1/2*q^2,1/2*q^2*EW4-1/2*q^3*r2-1/2*q^2,1/2*q^2*EW4+1/2*q^3*r2-1/2*q^2,
-1/2*EW4*q^4+1/2*q^2*EW4-1/2*q^2,-1/2*EW4*q^4+1/2*q^2*EW4-1/2*q^2,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0],

#33
[[`B_chi33`,`irreducible `],
1/2*q^4*(q^2-1)^2,1/2*q^4*(q^2-1)^2,1/2*q^4*(q^2-1)^2,1/2*q^4*(q^2-1)^2,1/2*q^4*(q^2-1)^2,
1/2*q^4*(q^2-1)^2,-1/2*(q^2-1)*q^4,-1/2*(q^2-1)*q^4,1/2*q^4*(q^2-1)^2,-1/2*(q^2-1)*q^4,
0,0,0,0,0,0,1/2*(q^2-1)*q^4,-1/2*(q^2-1)*q^4,-1/2*(q^2-1)*q^4*EW4,-1/2*(q^2-1)*q^4*EW4,
1/2*(q^2-1)*q^4*EW4,1/2*(q^2-1)*q^4*EW4,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
-1/2*q^4,-1/2*q^4,-1/2*q^4,-1/2*q^4,-q^4,0,1/2*q^4,0,1/2*EW4*q^3*r2,-1/2*EW4*q^3*r2,0,0,
-1/2*EW4*q^4-1/2*q^4+1/2*q^2*EW4+1/2*q^2,-1/2*EW4*q^4-1/2*q^4+1/2*q^2*EW4+1/2*q^2,
1/2*q^2*EW4+1/2*q^2,-1/2*EW4*q^4+1/2*q^2*EW4+1/2*q^2,-1/2*EW4*q^4+1/2*q^2*EW4+1/2*q^2,
1/2*q^2*EW4+1/2*q^2,1/2*q^2*EW4-1/2*q^3*r2+1/2*q^2,1/2*q^2*EW4+1/2*q^3*r2+1/2*q^2,
-1/2*q^2*EW4-1/2*q^4+1/2*q^2+1/2*EW4*q^4,-1/2*q^2*EW4-1/2*q^4+1/2*q^2+1/2*EW4*q^4,-1/2*q^2*EW4+1/2*q^2,
-1/2*q^2*EW4+1/2*q^2,-1/2*q^2*EW4+1/2*q^3*r2+1/2*q^2,-1/2*q^2*EW4-1/2*q^3*r2+1/2*q^2,
1/2*EW4*q^4-1/2*q^2*EW4+1/2*q^2,1/2*EW4*q^4-1/2*q^2*EW4+1/2*q^2,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0],

#34
[[`B_chi34`,`irreducible `],
q^4*(q^2-1)^2,q^4*(q^2-1)^2,q^4*(q^2-1)^2,q^4*(q^2-1)^2,q^4*(q^2-1)^2,q^4*(q^2-1)^2,-q^4*(q^2-1),
-q^4*(q^2-1),q^4*(q^2-1)^2,-q^4*(q^2-1),0,0,0,0,0,0,-q^4,q^4,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,q^4*(q^2-1),q^4*(q^2-1),q^4*(q^2-1),-q^4,q^4*(q^2-2),q^4*(q^2-2),q^4*(q^2-2),
q^4*(q^2-2),-3*q^4,-q^4,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0],

#35
[[`B_chi35`,`sum of (2*q^2-4)/3 irreducibles `],
q^4/3*(q^2-1)^2*(q^2-2),q^4/3*(q^2-1)^2*(q^2-2),q^4/3*(q^2-1)^2*(q^2-2),q^4/3*(q^2-1)^2*(q^2-2),
q^4/3*(q^2-1)^2*(q^2-2),q^4/3*(q^2-1)^2*(q^2-2),-q^4/3*(q^2-1)*(q^2-2),-q^4/3*(q^2-1)*(q^2-2),
q^4/3*(q^2-1)^2*(q^2-2),-q^4/3*(q^2-1)*(q^2-2),0,0,0,0,0,0,-q^4/3*(q^2-2),q^4/3*(q^2-2),0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,2/3*q^4*(q^2-1)*(q^2-2),2/3*q^4*(q^2-1)*(q^2-2),
2/3*q^4*(q^2-1)*(q^2-2),-2/3*q^4*(q^2-2),-q^4*(q^2-2),-q^4*(q^2-2),-q^4*(q^2-2),-q^4*(q^2-2),
-q^4/3*(q^2-8),q^4/3*(q^2+4),-q^4/3*(q^2-2),0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0],

#36
[[`B_chi36`,`sum of 2*q^2-4 irreducibles `],
q^4*(q^2-1)^2*(q^2-2),q^4*(q^2-1)^2*(q^2-2),q^4*(q^2-1)^2*(q^2-2),q^4*(q^2-1)^2*(q^2-2),
q^4*(q^2-1)^2*(q^2-2),q^4*(q^2-1)^2*(q^2-2),-q^4*(q^2-1)*(q^2-2),-q^4*(q^2-1)*(q^2-2),
q^4*(q^2-1)^2*(q^2-2),-q^4*(q^2-1)*(q^2-2),0,0,0,0,0,0,-q^4*(q^2-2),q^4*(q^2-2),0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,-q^4*(q^2-2),-q^4*(q^2-2),
-q^4*(q^2-2),-q^4*(q^2-2),q^4*(q^2+4),-q^6,q^4*(q^2-2),0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0],

#37
[[`B_chi37`,`sum of (q^2+1)/3 irreducibles `],
q^4*(q^4-1)*(q^2-1)/3,q^4*(q^4-1)*(q^2-1)/3,q^4*(q^4-1)*(q^2-1)/3,q^4*(q^4-1)*(q^2-1)/3,
q^4*(q^4-1)*(q^2-1)/3,q^4*(q^4-1)*(q^2-1)/3,-q^4*(q^4-1)/3,-q^4*(q^4-1)/3,q^4*(q^4-1)*(q^2-1)/3,
-q^4*(q^4-1)/3,0,0,0,0,0,0,-q^4*(q^2+1)/3,q^4*(q^2+1)/3,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,-q^4*(q^4-1)/3,-q^4*(q^4-1)/3,-q^4*(q^4-1)/3,q^4*(q^2+1)/3,
0,0,0,0,-q^4*(q^2+1)/3,q^4*(q^2+1)/3,-q^4*(q^2-2)/3,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0],

#38
[[`B_chi38`,`irreducible `],
q^6*(q^2-1)^2,q^6*(q^2-1)^2,q^6*(q^2-1)^2,q^6*(q^2-1)^2,q^6*(q^2-1)^2,q^6*(q^2-1)^2,
-q^6*(q^2-1),-q^6*(q^2-1),-q^6*(q^2-1),q^6,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0],

#39
[[`B_chi39`,`irreducible `],
q^6*(q^2-1),q^6*(q^2-1),q^6*(q^2-1),q^6*(q^2-1),q^6*(q^2-1),-q^6,0,0,0,0,q^4*(q^2-1),q^4*(q^2-1),
-q^4,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,q^4*(q^2-1),
q^4*(q^2-1),-q^4,0,q^4*(q^2-1),q^4*(q^2-1),-q^4,-q^4,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
(q^2-1)*GEWZ2^(iI*kK),-GEWZ2^(iI*kK),0,0,0],

#40
[[`B_chi40`,`irreducible `],
q^6*(q^2-1)^2,q^6*(q^2-1)^2,q^6*(q^2-1)^2,q^6*(q^2-1)^2,q^6*(q^2-1)^2,-q^6*(q^2-1),0,
0,0,0,q^4*(q^2-1)^2,q^4*(q^2-1)^2,-q^4*(q^2-1),0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,-q^4*(q^2-1),-q^4*(q^2-1),q^4,0,-q^4*(q^2-1),-q^4*(q^2-1),
q^4,q^4,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0],

#41
[[`B_chi41`,`sum of q^2 irreducibles `],
q^8*(q^2-1)^2,q^8*(q^2-1)^2,q^8*(q^2-1)^2,q^8*(q^2-1)^2,q^8*(q^2-1)^2,-q^8*(q^2-1),0,0,
0,0,-q^6*(q^2-1),-q^6*(q^2-1),q^6,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0],

#42
[[`B_chi42`,`irreducible `],
q^8*(q^2-1),q^8*(q^2-1),q^8*(q^2-1),q^8*(q^2-1),-q^8,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,-q^4,-q^4,q^4,q^4,q^4,-q^4,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,(q^2-1)*GEWZ2^(iI*kK),-GEWZ2^(iI*kK),0],

#43
[[`B_chi43`,`irreducible `],
q^8*(q^2-1)^2,q^8*(q^2-1)^2,q^8*(q^2-1)^2,q^8*(q^2-1)^2,-q^8*(q^2-1),0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,q^4,q^4,-q^4,-q^4,-q^4,q^4,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0],

#44
[[`B_chi44`,`irreducible `],
q^7/r2*(q^2-1),q^7/r2*(q^2-1),q^7/r2*(q^2-1),-q^7/r2,0,0,-q^5/r2*(q^2-1),q^5/r2,0,
0,EW4*q^5/r2,-EW4*q^5/r2,0,0,0,0,0,0,EW4*q^3/r2*(q^2-1),-EW4*q^3/r2,-EW4*q^3/r2*(q^2-1),
EW4*q^3/r2,q^3/r2,-q^3/r2,q^3/r2*(q^2-1),-q^3/r2,0,0,EW4*q^5/r2,-EW4*q^5/r2,0,0,0,
-q^3/r2,q^3/r2,q^3/r2,-q^3/r2,q^3/r2,-q^3/r2,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,q/r2*(q^2-1)*GEWZ2^(iI*kK),-q/r2*GEWZ2^(iI*kK),EW4*q/r2*GEWZ2^(iI*kK),-EW4*q/r2*GEWZ2^(iI*kK),0,
0,0,0,0,0,0],

#45
[[`B_chi45`,`irreducible `],
q^7/r2*(q^2-1),q^7/r2*(q^2-1),q^7/r2*(q^2-1),-q^7/r2,0,0,-q^5/r2*(q^2-1),q^5/r2,0,0,-EW4*q^5/r2,
EW4*q^5/r2,0,0,0,0,0,0,-EW4*q^3/r2*(q^2-1),EW4*q^3/r2,EW4*q^3/r2*(q^2-1),-EW4*q^3/r2,
q^3/r2,-q^3/r2,q^3/r2*(q^2-1),-q^3/r2,0,0,-EW4*q^5/r2,EW4*q^5/r2,0,0,0,-q^3/r2,q^3/r2,
q^3/r2,-q^3/r2,q^3/r2,-q^3/r2,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
q/r2*(q^2-1)*GEWZ2^(iI*kK),-q/r2*GEWZ2^(iI*kK),-EW4*q/r2*GEWZ2^(iI*kK),EW4*q/r2*GEWZ2^(iI*kK),
0,0,0,0,0,0,0],

#46
[[`B_chi46`,`irreducible `],
1/2*(q^2-1)^2*q^7*r2,1/2*(q^2-1)^2*q^7*r2,1/2*(q^2-1)^2*q^7*r2,
-1/2*q^7*r2*(q^2-1),0,0,-1/2*(q^2-1)^2*q^5*r2,1/2*q^5*r2*(q^2-1),0,0,
1/2*(q^2-1)*q^5*r2*EW4,-1/2*(q^2-1)*q^5*r2*EW4,0,0,0,0,0,0,
1/2*(q^2-1)^2*q^3*r2*EW4,-1/2*(q^2-1)*q^3*r2*EW4,-1/2*(q^2-1)^2*q^3*r2*EW4,
1/2*(q^2-1)*q^3*r2*EW4,1/2*q^3*r2*(q^2-1),-1/2*q^3*r2*(q^2-1),
-1/2*q^3*r2*(q^2-1),1/2*q^3*r2,0,0,-1/2*EW4*q^5*r2,1/2*EW4*q^5*r2,
0,0,0,1/2*q^3*r2,-1/2*q^3*r2,-1/2*q^3*r2,1/2*q^3*r2,-1/2*q^3*r2,
1/2*q^3*r2,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0],

#47
[[`B_chi47`,`irreducible `],
1/2*(q^2-1)^2*q^7*r2,1/2*(q^2-1)^2*q^7*r2,1/2*(q^2-1)^2*q^7*r2,
-1/2*q^7*r2*(q^2-1),0,0,-1/2*(q^2-1)^2*q^5*r2,1/2*q^5*r2*(q^2-1),
0,0,-1/2*(q^2-1)*q^5*r2*EW4,1/2*(q^2-1)*q^5*r2*EW4,0,0,0,0,0,0,
-1/2*(q^2-1)^2*q^3*r2*EW4,1/2*(q^2-1)*q^3*r2*EW4,1/2*(q^2-1)^2*q^3*r2*EW4,
-1/2*(q^2-1)*q^3*r2*EW4,1/2*q^3*r2*(q^2-1),-1/2*q^3*r2*(q^2-1),
-1/2*q^3*r2*(q^2-1),1/2*q^3*r2,0,0,1/2*EW4*q^5*r2,-1/2*EW4*q^5*r2,
0,0,0,1/2*q^3*r2,-1/2*q^3*r2,-1/2*q^3*r2,1/2*q^3*r2,
-1/2*q^3*r2,1/2*q^3*r2,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0],

#48
[[`B_chi48`,`sum of q^2 irreducibles `],
1/2*(q^2-1)^2*q^9*r2,1/2*(q^2-1)^2*q^9*r2,1/2*(q^2-1)^2*q^9*r2,
-1/2*(q^2-1)*q^9*r2,0,0,-1/2*(q^2-1)^2*q^7*r2,1/2*(q^2-1)*q^7*r2,
0,0,1/2*(q^2-1)*q^7*r2*EW4,-1/2*(q^2-1)*q^7*r2*EW4,0,0,0,0,0,0,
-1/2*(q^2-1)*q^5*r2*EW4,1/2*q^5*r2*EW4,1/2*(q^2-1)*q^5*r2*EW4,
-1/2*q^5*r2*EW4,-1/2*q^5*r2,1/2*q^5*r2,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0],

#49
[[`B_chi49`,`sum of q^2 irreducibles `],
1/2*(q^2-1)^2*q^9*r2,1/2*(q^2-1)^2*q^9*r2,1/2*(q^2-1)^2*q^9*r2,
-1/2*(q^2-1)*q^9*r2,0,0,-1/2*(q^2-1)^2*q^7*r2,1/2*(q^2-1)*q^7*r2,
0,0,-1/2*(q^2-1)*q^7*r2*EW4,1/2*(q^2-1)*q^7*r2*EW4,0,0,0,0,0,0,
1/2*(q^2-1)*q^5*r2*EW4,-1/2*q^5*r2*EW4,-1/2*(q^2-1)*q^5*r2*EW4,
1/2*q^5*r2*EW4,-1/2*q^5*r2,1/2*q^5*r2,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0],

#50
[[`B_chi50`,`sum of q^2 irreducibles `],
q^10*(q^2-1)^2,q^10*(q^2-1)^2,q^10*(q^2-1)^2,-q^10*(q^2-1),0,0,q^8*(q^2-1),-q^8,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0],

#51
[[`B_chi51`,`irreducible `],
q^9/r2*(q^2-1),q^9/r2*(q^2-1),-q^9/r2,0,0,0,0,0,0,0,0,0,0,EW4*q^5/r2,-EW4*q^5/r2,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,-q^5/r2*(q^2-1),q^5/r2,
0,0,EW4*q^5/r2,-EW4*q^5/r2,0,0,0,0,0,0,0,0,0,0,EW4*q^3/r2*(q^2-1),-EW4*q^3/r2,
0,q^3/r2,-q^3/r2,0,0,0,-EW4*q^3/r2*(q^2-1),EW4*q^3/r2,0,0,0,0,q^3/r2,-q^3/r2,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,q/r2*(q^2-1)*GEWZ2^(iI*kK),-q/r2*GEWZ2^(iI*kK),
EW4*q/r2*GEWZ2^(iI*kK),-EW4*q/r2*GEWZ2^(iI*kK),0,0,0,0,0,0,0,0,0,0,0],

#52
[[`B_chi52`,`irreducible `],
q^9/r2*(q^2-1),q^9/r2*(q^2-1),-q^9/r2,0,0,0,0,0,0,0,0,0,0,-EW4*q^5/r2,EW4*q^5/r2,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,-q^5/r2*(q^2-1),q^5/r2,
0,0,-EW4*q^5/r2,EW4*q^5/r2,0,0,0,0,0,0,0,0,0,0,-EW4*q^3/r2*(q^2-1),EW4*q^3/r2,
0,q^3/r2,-q^3/r2,0,0,0,EW4*q^3/r2*(q^2-1),-EW4*q^3/r2,0,0,0,0,q^3/r2,-q^3/r2,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,q/r2*(q^2-1)*GEWZ2^(iI*kK),-q/r2*GEWZ2^(iI*kK),
-EW4*q/r2*GEWZ2^(iI*kK),EW4*q/r2*GEWZ2^(iI*kK),0,0,0,0,0,0,0,0,0,0,0],

#53
[[`B_chi53`,`irreducible `],
1/2*(q^2-1)^2*q^9*r2,1/2*(q^2-1)^2*q^9*r2,-1/2*(q^2-1)*q^9*r2,0,0,0,
0,0,0,0,0,0,0,1/2*(q^2-1)*q^5*r2*EW4,-1/2*(q^2-1)*q^5*r2*EW4,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,-1/2*(q^2-1)^2*q^5*r2,
1/2*q^5*r2*(q^2-1),0,0,1/2*(q^2-1)*q^5*r2*EW4,-1/2*(q^2-1)*q^5*r2*EW4,0,
0,0,0,0,0,0,0,0,0,-1/2*(q^2-1)*q^3*r2*EW4,1/2*EW4*q^3*r2,0,-1/2*q^3*r2,
1/2*q^3*r2,0,0,0,1/2*(q^2-1)*q^3*r2*EW4,-1/2*EW4*q^3*r2,0,0,0,0,
-1/2*q^3*r2,1/2*q^3*r2,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0],

#54
[[`B_chi54`,`irreducible `],
1/2*(q^2-1)^2*q^9*r2,1/2*(q^2-1)^2*q^9*r2,-1/2*(q^2-1)*q^9*r2,0,0,0,0,
0,0,0,0,0,0,-1/2*(q^2-1)*q^5*r2*EW4,1/2*(q^2-1)*q^5*r2*EW4,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,-1/2*(q^2-1)^2*q^5*r2,1/2*q^5*r2*(q^2-1),
0,0,-1/2*(q^2-1)*q^5*r2*EW4,1/2*(q^2-1)*q^5*r2*EW4,0,0,0,0,0,0,0,0,0,0,
1/2*(q^2-1)*q^3*r2*EW4,-1/2*EW4*q^3*r2,0,-1/2*q^3*r2,1/2*q^3*r2,0,0,0,
-1/2*(q^2-1)*q^3*r2*EW4,1/2*EW4*q^3*r2,0,0,0,0,-1/2*q^3*r2,1/2*q^3*r2,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0],

#55
[[`B_chi55`,`irreducible `],
1/2*q^10*(q^2-1)^2,1/2*q^10*(q^2-1)^2,-1/2*(q^2-1)*q^10,0,0,0,0,0,0,0,0,0,0,
1/2*(q^2-1)*q^6*EW4,-1/2*(q^2-1)*q^6*EW4,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,1/2*q^6*(q^2-1),-1/2*q^6,0,0,-1/2*EW4*q^6,1/2*EW4*q^6,0,0,0,0,
0,0,0,0,0,0,-1/2*(q^2-1)*q^4,1/2*q^4,0,1/2*EW4*q^4,-1/2*EW4*q^4,0,0,0,-1/2*(q^2-1)*q^4,
1/2*q^4,0,0,0,0,-1/2*EW4*q^4,1/2*EW4*q^4,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0],

#56
[[`B_chi56`,`irreducible `],
1/2*q^10*(q^2-1)^2,1/2*q^10*(q^2-1)^2,-1/2*(q^2-1)*q^10,0,0,0,0,0,0,0,0,0,0,
1/2*(q^2-1)*q^6*EW4,-1/2*(q^2-1)*q^6*EW4,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,1/2*q^6*(q^2-1),-1/2*q^6,0,0,-1/2*EW4*q^6,1/2*EW4*q^6,0,0,0,0,0,0,0,0,0,
0,1/2*(q^2-1)*q^4,-1/2*q^4,0,-1/2*EW4*q^4,1/2*EW4*q^4,0,0,0,1/2*(q^2-1)*q^4,-1/2*q^4,0,0,
0,0,1/2*EW4*q^4,-1/2*EW4*q^4,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0],

#57
[[`B_chi57`,`irreducible `],
1/2*q^10*(q^2-1)^2,1/2*q^10*(q^2-1)^2,-1/2*(q^2-1)*q^10,0,0,0,0,0,0,0,0,0,0,
-1/2*(q^2-1)*q^6*EW4,1/2*(q^2-1)*q^6*EW4,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,1/2*q^6*(q^2-1),-1/2*q^6,0,0,1/2*EW4*q^6,-1/2*EW4*q^6,0,0,0,0,0,0,0,0,
0,0,1/2*(q^2-1)*q^4,-1/2*q^4,0,1/2*EW4*q^4,-1/2*EW4*q^4,0,0,0,1/2*(q^2-1)*q^4,-1/2*q^4,0,
0,0,0,-1/2*EW4*q^4,1/2*EW4*q^4,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0],

#58
[[`B_chi58`,`irreducible `],
1/2*q^10*(q^2-1)^2,1/2*q^10*(q^2-1)^2,-1/2*(q^2-1)*q^10,0,0,0,0,0,0,0,0,0,0,
-1/2*(q^2-1)*q^6*EW4,1/2*(q^2-1)*q^6*EW4,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,1/2*q^6*(q^2-1),-1/2*q^6,0,0,1/2*EW4*q^6,-1/2*EW4*q^6,0,0,0,0,0,0,0,0,0,0,
-1/2*(q^2-1)*q^4,1/2*q^4,0,-1/2*EW4*q^4,1/2*EW4*q^4,0,0,0,-1/2*(q^2-1)*q^4,1/2*q^4,0,0,0,0,
1/2*EW4*q^4,-1/2*EW4*q^4,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0]
]):


Klassen2F4_BParameter := array(-1..99,[
 [[],[]], [[],[]],
 [[],[]],
 [[],[]],
 [[],[]],
 [[],[]],
 [[],[]],
 [[],[]],
 [[],[]],
 [[],[]],
 [[],[]],
 [[],[]],
 [[],[]],
 [[],[]],
 [[],[]],
 [[],[]],
 [[],[]],
 [[],[]],
 [[],[]],
 [[],[]],
 [[],[]],
 [[],[]],
 [[],[]],
 [[],[]],
 [[],[]],
 [[],[]],
 [[],[]],
 [[],[]],
 [[],[]],
 [[],[]],
 [[],[]],
 [[iI=1..q^2-2],[]],
 [[iI=1..q^2-2],[]],
 [[],[]],
 [[],[]],
 [[],[]],
 [[iI=1..q^2/2-1],[]],
 [[iI=1..q^2/2-1],[]],
 [[iI=1..q^2/2-1],[]],
 [[iI=1..q^2/2-1],[]],
 [[],[]],
 [[],[]],
 [[],[]],
 [[],[]],
 [[],[]],
 [[],[]],
 [[],[]],
 [[iI=1..q^2-2],[]],
 [[iI=1..(q^2-2)/6],[]],
 [[iI=1..q^2/2-1],[]],
 [[iI=1..(q^2+1)/3],[]],
 [[],[]],
 [[],[]],
 [[],[]],
 [[],[]],
 [[],[]],
 [[],[]],
 [[],[]],
 [[],[]],
 [[],[]],
 [[],[]],
 [[iI=1..q^2/2-1],[]],
 [[iI=1..q^2/4+r2*q/4],[]],
 [[iI=1..q^2/4-r2*q/4],[]],
 [[],[]],
 [[],[]],
 [[],[]],
 [[iI=1..q^2/2-1],[]],
 [[iI=1..q^2/4-r2*q/4],[]],
 [[iI=1..q^2/4+r2*q/4],[]],
 [[],[]],
 [[],[]],
 [[],[]],
 [[],[]],
 [[],[]],
 [[],[]],

 [[iI=1..q^2-1],[[iI,q^2-1]]],
 [[iI=1..q^2-1],[[iI,q^2-1]]],
 [[iI=1..q^2-1],[[iI,q^2-1]]],
 [[iI=1..q^2-1],[[iI,q^2-1]]],

 [[iI=1..q^2-1],[[iI,q^2-1]]],
 [[iI=1..q^2-1],[[iI,q^2-1]]],

 [[iI=1..q^2-1],[[iI,q^2-1]]],
 [[iI=1..q^2-1],[[iI,q^2-1]]],
 [[iI=1..q^2-1],[[iI,q^2-1]]],
 [[iI=1..q^2-1],[[iI,q^2-1]]],

 [[iI=1..q^2-1],[[iI,q^2-1]]],
 [[iI=1..q^2-1],[[iI,q^2-1]]],
 [[iI=1..q^2-1],[[iI,q^2-1]]],
 [[iI=1..q^2-1],[[iI,q^2-1]]],

 [[iI=1..q^2-1],[[iI,q^2-1]]],
 [[iI=1..q^2-1],[[iI,q^2-1]]],
 [[iI=1..q^2-1],[[iI,q^2-1]]],
 [[iI=1..q^2-1],[[iI,q^2-1]]],

 [[iI=1..q^2-1],[[iI,q^2-1]]],
 [[iI=1..q^2-1],[[iI,q^2-1]]],

 [[iI=1..q^2-1],[[iI,q^2-1]]],
 [[iI=1..q^2-1],[[iI,q^2-1]]],

 [[iI=1..q^2-1],[[iI,q^2-1]]],
 [[iI=1..q^2-1],[[iI,q^2-1]]],

 [[iI=1..q^2-1,jJ=1..q^2-1],[`many`]]
]):

Char2F4_BParameter := array(-1..58,[
 [[],[]], 
 [[],[]],
 [[kK=1..q^2-1,lL=1..q^2-1],[]],
 [[kK=1..q^2-1],[]],
 [[kK=1..q^2-1],[]],
 [[kK=1..q^2-1],[]],
 [[kK=1..q^2-1],[]],
 [[],[]],
 [[],[]],
 [[],[]],
 [[kK=1..q^2-1],[]],
 [[],[]],
 [[kK=1..q^2-1],[]],
 [[kK=1..q^2-1],[]],
 [[],[]],
 [[],[]],
 [[],[]],
 [[],[]],
 [[],[]],
 [[],[]],
 [[],[]],
 [[],[]],
 [[],[]],
 [[],[]],
 [[kK=1..q^2-1],[]],
 [[],[]],
 [[],[]],
 [[kK=1..q^2-1],[]],
 [[kK=1..q^2-1],[]],
 [[],[]],
 [[],[]],
 [[],[]],
 [[],[]],
 [[],[]],
 [[],[]],
 [[],[]],
 [[],[]],
 [[],[]],
 [[],[]],
 [[],[]],
 [[kK=1..q^2-1],[]],
 [[],[]],
 [[],[]],
 [[kK=1..q^2-1],[]],
 [[],[]],
 [[kK=1..q^2-1],[]],
 [[kK=1..q^2-1],[]],
 [[],[]],
 [[],[]],
 [[],[]],
 [[],[]],
 [[],[]],
 [[kK=1..q^2-1],[]],
 [[kK=1..q^2-1],[]],
 [[],[]],
 [[],[]],
 [[],[]],
 [[],[]],
 [[],[]],
 [[],[]]
]):


Klassen2F4B02Summe1 :=proc(tt) tt end:
Klassen2F4B02Summe2 :=proc(tt) tt end:
Klassen2F4B02Summe3 :=proc(tt) tt end:
Klassen2F4B02Summe4 :=proc(tt) tt end:
Klassen2F4B02Summe5 :=proc(tt) tt end:
Klassen2F4B02Summe6 :=proc(tt) tt end:
Klassen2F4B02Summe7 :=proc(tt) tt end:
Klassen2F4B02Summe8 :=proc(tt) tt end:
Klassen2F4B02Summe9 :=proc(tt) tt end:
Klassen2F4B02Summe10 :=proc(tt) tt end:
Klassen2F4B02Summe11 :=proc(tt) tt end:
Klassen2F4B02Summe12 :=proc(tt) tt end:
Klassen2F4B02Summe13 :=proc(tt) tt end:
Klassen2F4B02Summe14 :=proc(tt) tt end:
Klassen2F4B02Summe15 :=proc(tt) tt end:
Klassen2F4B02Summe16 :=proc(tt) tt end:
Klassen2F4B02Summe17 :=proc(tt) tt end:
Klassen2F4B02Summe18 :=proc(tt) tt end:
Klassen2F4B02Summe19 :=proc(tt) tt end:
Klassen2F4B02Summe20 :=proc(tt) tt end:
Klassen2F4B02Summe21 :=proc(tt) tt end:
Klassen2F4B02Summe22 :=proc(tt) tt end:
Klassen2F4B02Summe23 :=proc(tt) tt end:
Klassen2F4B02Summe24 :=proc(tt) tt end:
Klassen2F4B02Summe25 :=proc(tt) tt end:
Klassen2F4B02Summe26 :=proc(tt) tt end:
Klassen2F4B02Summe27 :=proc(tt) tt end:
Klassen2F4B02Summe28 :=proc(tt) tt end:
Klassen2F4B02Summe29 :=proc(tt) tt end:

Klassen2F4B02Summe30:=proc(tt)
  smalqscew(1,nesum(tt,iI=1..q^2-2));
end:
Klassen2F4B02Summe31:=proc(tt)
  smalqscew(1,nesum(tt,iI=1..q^2-2));
end:

Klassen2F4B02Summe32 :=proc(tt) tt end:
Klassen2F4B02Summe33 :=proc(tt) tt end:
Klassen2F4B02Summe34 :=proc(tt) tt end:

Klassen2F4B02Summe35:=proc(tt)
  smalqscew(1,nesum(tt,iI=1..q^2/2-1));
end:
Klassen2F4B02Summe36:=proc(tt)
  smalqscew(1,nesum(tt,iI=1..q^2/2-1));
end:
Klassen2F4B02Summe37:=proc(tt)
  smalqscew(1,nesum(tt,iI=1..q^2/2-1));
end:
Klassen2F4B02Summe38:=proc(tt)
  smalqscew(1,nesum(tt,iI=1..q^2/2-1));
end:

Klassen2F4B02Summe39 :=proc(tt) tt end:
Klassen2F4B02Summe40 :=proc(tt) tt end:
Klassen2F4B02Summe41 :=proc(tt) tt end:
Klassen2F4B02Summe42 :=proc(tt) tt end:
Klassen2F4B02Summe43 :=proc(tt) tt end:
Klassen2F4B02Summe44 :=proc(tt) tt end:
Klassen2F4B02Summe45 :=proc(tt) tt end:

Klassen2F4B02Summe46:=proc(tt)
  smalqscew(1,nesum(tt,iI=1..q^2-2));
end:
Klassen2F4B02Summe47:=proc(tt)
  smalqscew(1,nesum(tt,iI=1..q^2/6-1/3));
end:
Klassen2F4B02Summe48:=proc(tt)
  smalqscew(1,nesum(tt,iI=1..q^2/2-1));
end:
Klassen2F4B02Summe49:=proc(tt)
  smalqscew(1,nesum(tt,iI=1..(q^2+1)/3));
end:

Klassen2F4B02Summe50 :=proc(tt) tt end:
Klassen2F4B02Summe51 :=proc(tt) tt end:
Klassen2F4B02Summe52 :=proc(tt) tt end:
Klassen2F4B02Summe53 :=proc(tt) tt end:
Klassen2F4B02Summe54 :=proc(tt) tt end:
Klassen2F4B02Summe55 :=proc(tt) tt end:
Klassen2F4B02Summe56 :=proc(tt) tt end:
Klassen2F4B02Summe57 :=proc(tt) tt end:
Klassen2F4B02Summe58 :=proc(tt) tt end:
Klassen2F4B02Summe59 :=proc(tt) tt end:

Klassen2F4B02Summe60:=proc(tt)
  smalqscew(1,nesum(tt,iI=1..q^2/2-1));
end:
Klassen2F4B02Summe61:=proc(tt)
  smalqscew(1,nesum(tt,iI=1..q^2/4+r2*q/4));
end:
Klassen2F4B02Summe62:=proc(tt)
  smalqscew(1,nesum(tt,iI=1..q^2/4-r2*q/4));
end:

Klassen2F4B02Summe63 :=proc(tt) tt end:
Klassen2F4B02Summe64 :=proc(tt) tt end:
Klassen2F4B02Summe65 :=proc(tt) tt end:

Klassen2F4B02Summe66:=proc(tt)
  smalqscew(1,nesum(tt,iI=1..q^2/2-1));
end:
Klassen2F4B02Summe67:=proc(tt)
  smalqscew(1,nesum(tt,iI=1..q^2/4-r2*q/4));
end:
Klassen2F4B02Summe68:=proc(tt)
  smalqscew(1,nesum(tt,iI=1..q^2/4+r2*q/4));
end:

Klassen2F4B02Summe69 :=proc(tt) tt end:
Klassen2F4B02Summe70 :=proc(tt) tt end:
Klassen2F4B02Summe71 :=proc(tt) tt end:
Klassen2F4B02Summe72 :=proc(tt) tt end:
Klassen2F4B02Summe73 :=proc(tt) tt end:
Klassen2F4B02Summe74 :=proc(tt) tt end:

Klassen2F4B02Summe75:=proc(tt)
  smalqscew(1,nesum(tt,iI=1..q^2-2));
end:
Klassen2F4B02Summe76:=proc(tt)
  smalqscew(1,nesum(tt,iI=1..q^2-2));
end:
Klassen2F4B02Summe77:=proc(tt)
  smalqscew(1,nesum(tt,iI=1..q^2-2));
end:
Klassen2F4B02Summe78:=proc(tt)
  smalqscew(1,nesum(tt,iI=1..q^2-2));
end:

Klassen2F4B02Summe79:=proc(tt)
  smalqscew(1,nesum(tt,iI=1..q^2-2));
end:
Klassen2F4B02Summe80:=proc(tt)
  smalqscew(1,nesum(tt,iI=1..q^2-2));
end:

Klassen2F4B02Summe81:=proc(tt)
  smalqscew(1,nesum(tt,iI=1..q^2-2));
end:
Klassen2F4B02Summe82:=proc(tt)
  smalqscew(1,nesum(tt,iI=1..q^2-2));
end:
Klassen2F4B02Summe83:=proc(tt)
  smalqscew(1,nesum(tt,iI=1..q^2-2));
end:
Klassen2F4B02Summe84:=proc(tt)
  smalqscew(1,nesum(tt,iI=1..q^2-2));
end:

Klassen2F4B02Summe85:=proc(tt)
  smalqscew(1,nesum(tt,iI=1..q^2-2));
end:
Klassen2F4B02Summe86:=proc(tt)
  smalqscew(1,nesum(tt,iI=1..q^2-2));
end:
Klassen2F4B02Summe87:=proc(tt)
  smalqscew(1,nesum(tt,iI=1..q^2-2));
end:
Klassen2F4B02Summe88:=proc(tt)
  smalqscew(1,nesum(tt,iI=1..q^2-2));
end:

Klassen2F4B02Summe89:=proc(tt)
  smalqscew(1,nesum(tt,iI=1..q^2-2));
end:
Klassen2F4B02Summe90:=proc(tt)
  smalqscew(1,nesum(tt,iI=1..q^2-2));
end:
Klassen2F4B02Summe91:=proc(tt)
  smalqscew(1,nesum(tt,iI=1..q^2-2));
end:
Klassen2F4B02Summe92:=proc(tt)
  smalqscew(1,nesum(tt,iI=1..q^2-2));
end:

Klassen2F4B02Summe93:=proc(tt)
  smalqscew(1,nesum(tt,iI=1..q^2-2));
end:
Klassen2F4B02Summe94:=proc(tt)
  smalqscew(1,nesum(tt,iI=1..q^2-2));
end:

Klassen2F4B02Summe95:=proc(tt)
  smalqscew(1,nesum(tt,iI=1..q^2-2));
end:
Klassen2F4B02Summe96:=proc(tt)
  smalqscew(1,nesum(tt,iI=1..q^2-2));
end:

Klassen2F4B02Summe97:=proc(tt)
  smalqscew(1,nesum(tt,iI=1..q^2-2));
end:
Klassen2F4B02Summe98:=proc(tt)
  smalqscew(1,nesum(tt,iI=1..q^2-2));
end:

Klassen2F4B02Summe99:=proc(tt)
  local s1,s2,s3,s4,s5,s6,s7,s8,tt1,erg;

  s1 := nesum(tt,iI=1..q^2-2);
  s2 := nesum(s1,jJ=1..q^2-2);
  tt1 := eesubs(jJ=iI,tt);           s3 := nesum(tt1,iI=1..q^2-2);
  tt1 := eesubs(jJ=-iI,tt);          s4 := nesum(tt1,iI=1..q^2-2);
  tt1 := eesubs(iI=-(q*r2-1)*jJ,tt); s5:= nesum(tt1,jJ=1..q^2-2);
  tt1 := eesubs(iI=(q*r2-1)*jJ,tt);  s6:= nesum(tt1,jJ=1..q^2-2);
  tt1 := eesubs(jJ=-(q*r2-1)*iI,tt); s7:= nesum(tt1,iI=1..q^2-2);
  tt1 := eesubs(jJ=(q*r2-1)*iI,tt);  s8:= nesum(tt1,iI=1..q^2-2);
  erg := linkomb(1,s2,-1,s3,-1,s4,-1,s5,-1,s6,-1,s7,-1,s8);
  smalqscew(1,erg);
end:


Char2F4B02Summe1:=proc(tt)
  local s1,s2,erg;
  s1:=nesum(tt,kK=0..q^2-2);
  s2:=nesum(s1,lL=0..q^2-2);
  erg:=linkomb(1,s2);
  smalqscew(1,erg);
end:
Char2F4B02Summe2:=proc(tt)
  smalqscew(1,nesum(tt,kK=1..q^2-1));
end:
Char2F4B02Summe3:=proc(tt)
  smalqscew(1,nesum(tt,kK=1..q^2-1));
end:
Char2F4B02Summe4:=proc(tt)
  smalqscew(1,nesum(tt,kK=1..q^2-1));
end:
Char2F4B02Summe5:=proc(tt)
  smalqscew(1,nesum(tt,kK=1..q^2-1));
end:
Char2F4B02Summe6:=proc(tt) tt end:
Char2F4B02Summe7:=proc(tt) tt end:
Char2F4B02Summe8:=proc(tt) tt end:
Char2F4B02Summe9:=proc(tt)
  smalqscew(1,nesum(tt,kK=1..q^2-1));
end:
Char2F4B02Summe10:=proc(tt) tt end:
Char2F4B02Summe11:=proc(tt)
  smalqscew(1,nesum(tt,kK=1..q^2-1));
end:
Char2F4B02Summe12:=proc(tt)
  smalqscew(1,nesum(tt,kK=1..q^2-1));
end:
Char2F4B02Summe13:=proc(tt) tt end:
Char2F4B02Summe14:=proc(tt) tt end:
Char2F4B02Summe15:=proc(tt) tt end:
Char2F4B02Summe16:=proc(tt) tt end:
Char2F4B02Summe17:=proc(tt) tt end:
Char2F4B02Summe18:=proc(tt) tt end:
Char2F4B02Summe19:=proc(tt) tt end:
Char2F4B02Summe20:=proc(tt) tt end:
Char2F4B02Summe21:=proc(tt) tt end:
Char2F4B02Summe22:=proc(tt) tt end:
Char2F4B02Summe23:=proc(tt)
  smalqscew(1,nesum(tt,kK=1..q^2-1));
end:
Char2F4B02Summe24:=proc(tt) tt end:
Char2F4B02Summe25:=proc(tt) tt end:
Char2F4B02Summe26:=proc(tt)
  smalqscew(1,nesum(tt,kK=1..q^2-1));
end:
Char2F4B02Summe27:=proc(tt)
  smalqscew(1,nesum(tt,kK=1..q^2-1));
end:
Char2F4B02Summe28:=proc(tt) tt end:
Char2F4B02Summe29:=proc(tt) tt end:
Char2F4B02Summe30:=proc(tt) tt end:
Char2F4B02Summe31:=proc(tt) tt end:
Char2F4B02Summe32:=proc(tt) tt end:
Char2F4B02Summe33:=proc(tt) tt end:
Char2F4B02Summe34:=proc(tt) tt end:
Char2F4B02Summe35:=proc(tt) tt end:
Char2F4B02Summe36:=proc(tt) tt end:
Char2F4B02Summe37:=proc(tt) tt end:
Char2F4B02Summe38:=proc(tt) tt end:
Char2F4B02Summe39:=proc(tt)
  smalqscew(1,nesum(tt,kK=1..q^2-1));
end:
Char2F4B02Summe40:=proc(tt) tt end:
Char2F4B02Summe41:=proc(tt) tt end:
Char2F4B02Summe42:=proc(tt)
  smalqscew(1,nesum(tt,kK=1..q^2-1));
end:
Char2F4B02Summe43:=proc(tt) tt end:
Char2F4B02Summe44:=proc(tt)
  smalqscew(1,nesum(tt,kK=1..q^2-1));
end:
Char2F4B02Summe45:=proc(tt)
  smalqscew(1,nesum(tt,kK=1..q^2-1));
end:
Char2F4B02Summe46:=proc(tt) tt end:
Char2F4B02Summe47:=proc(tt) tt end:
Char2F4B02Summe48:=proc(tt) tt end:
Char2F4B02Summe49:=proc(tt) tt end:
Char2F4B02Summe50:=proc(tt) tt end:
Char2F4B02Summe51:=proc(tt)
  smalqscew(1,nesum(tt,kK=1..q^2-1));
end:
Char2F4B02Summe52:=proc(tt)
  smalqscew(1,nesum(tt,kK=1..q^2-1));
end:
Char2F4B02Summe53:=proc(tt) tt end:
Char2F4B02Summe54:=proc(tt) tt end:
Char2F4B02Summe55:=proc(tt) tt end:
Char2F4B02Summe56:=proc(tt) tt end:
Char2F4B02Summe57:=proc(tt) tt end:
Char2F4B02Summe58:=proc(tt) tt end:


parameter2F4B02:=proc(arg,char,class)
  subs(iI=cat(iI,class),jJ=cat(jJ,class),
  lL=cat(lL,char),kK=cat(kK,char),arg);
end:

konvert2F4B02 := proc(xX)
        subs( EW4 = EE^((Pi*I)/2), xX)
end:

r2 := sqrt(2):

setCongruence2F4B02 := proc()
  global  qQ, q;
  qQ := 'qQ';
  q := r2*(3*qQ+DELTA);
  NULL;
end:

unsetCongruence2F4B02 := proc()
  global  q, qQ;
  q := 'q';
  qQ := (q/r2-DELTA)/3;
  NULL;
end:

# In effect, this table does not depend on DELTA (the congruence class 
# of q mod 3), so we can make the following choice:
DELTA := 1:

Information2F4B02:=TEXT(
`Information about the generic character table of the Standard Borel`,
`Subgroup of $^2F_4(q)$, $q^2 = 2^(2n+1)$:`,
``,
`- CHEVIE-name of the table: ``2F4_B```,
``,
`- The table was first computed in:`,
`  {\\sc F. Himstedt and S.-c. Huang}, Character Table of a Borel Subgroup`, 
`   of the Ree Groups ${^2F_4(q^2)}$`,
` `
):
g := `2F4_B`:
print(`g := ``2F4_B`` `);

lprint(`*******************************************************************************`);
lprint(`*                                                                             *`);
lprint(`*                                                                             *`);
lprint(`*  B_chi25 is a sum of  q^2        irr. chars of degree q^4*(q^2-1)^2         *`);
lprint(`*  B_chi35 is a sum of (2*q^2-4)/3 irr. chars of degree q^4*(q^2-1)^2/2       *`);
lprint(`*  B_chi36 is a sum of 2*q^2-4     irr. chars of degree q^4*(q^2-1)^2/2       *`);
lprint(`*  B_chi37 is a sum of (q^2+1)/3   irr. chars of degree q^4*(q^2-1)^2         *`);
lprint(`*  B_chi41 is a sum of  q^2        irr. chars of degree q^6*(q^2-1)^2         *`);
lprint(`*  B_chi48 is a sum of  q^2        irr. chars of degree q^7/sqrt(2)*(q^2-1)^2 *`);
lprint(`*  B_chi49 is a sum of  q^2        irr. chars of degree q^7/sqrt(2)*(q^2-1)^2 *`); 
lprint(`*  B_chi50 is a sum of  q^2        irr. chars of degree q^8*(q^2-1)^2         *`);
lprint(`*                                                                             *`);
lprint(`*  (Because these characters are not irreducible, one does not always         *`);
lprint(`*   get 1's and 0's when applying Ortho2Norm and Ortho2Scalar to this         *`);
lprint(`*   character table.)                                                         *`);
lprint(`*                                                                             *`);
lprint(`*                                                                             *`);
lprint(`*******************************************************************************`);