Rep:=table([([5,4,14],5)=-e[5,4,14],([5,14,17],6)=1/2*3^(1/2)*e[5,10,17
]-1/2*e[5,14,17],([7,18,23],6)=e[7,18,23],([6,5,10],5)=-e[6,5,10],(21,6)
=(table([(1)=[[1,8,21],[1,13,21]],(2)=[[2,2,21],[2,8,21],[2,9,21]
,[2,13,21],[2,14,21],[2,16,21]],(3)=[[3,9,21],[3,13,21],[3,14,
21]],(4)=[[4,9,21],[4,14,21],[4,16,21]],(5)=[[5,14,21]]])),([1,1,3
,4],4)=-1/3*3^(1/2)*e[1,3,2,4]-1/2*e[1,1,3,4]-1/6*5^(1/2)*3^(1/2)*e[1,3,4,4],
([3,2,13],5)=-1/3*e[3,2,13]+2/3*2^(1/2)*e[3,3,13],(0)=[[1]],([6,11,16],6)
=-3/8*e[6,11,16]-3/8*5^(1/2)*e[6,12,16]+1/8*10^(1/2)*e[6,18,16],([1,1,4],6)=
1/4*e[1,1,4]+1/4*15^(1/2)*e[1,8,4],([4,14,24],6)=-1/4*5^(1/2)*e[4,4,24]-1/4*
e[4,9,24]+1/2*e[4,14,24]+1/4*2^(1/2)*3^(1/2)*e[4,16,24],(1)=[[1,1],[1,-1]],(
[4,5,17],5)=1/4*e[4,3,17]+3/20*5^(1/2)*6^(1/2)*e[4,4,17]+5/12*e[4,5,17]-2/15
*5^(1/2)*e[4,6,17],([1,13,6],6)=e[1,13,6],(2)=[[1,1,1,1],[1,-1,1,-1]
,[1,1,-1,-1],[1,-1,-1,1]],(3)=[[1,1,1,1,1,1],[1,-1,1,-1,1,-1
],[2,2,0,0,-1,-1],[2,-2,0,0,-1,1],[1,1,-1,-1,1,1],[1,-1,-1
,1,1,-1]],(1,6)=(table([(1)=[[1,1,1]]])),([6,12,16],6)=-3/8*5^(1/2)*e[
6,11,16]+1/8*e[6,12,16]-3/8*2^(1/2)*e[6,18,16],([4,14,21],6)=1/4*6^(1/2)*e[4
,9,21]+1/2*e[4,14,21]+1/4*6^(1/2)*e[4,16,21],(2,1)=(table([(2)=[[2]]])),(4)=[[
1,1,1,1,1,1,1],[4,2,0,1,-1,0,-1],[5,1,1,-1,1,-1,0],[6,0,
-2,0,0,0,1],[5,-1,1,-1,-1,1,0],[4,-2,0,1,1,0,-1],[1,-1,1,
1,-1,-1,1]],([6,5,17],5)=-1/3*e[6,5,17]+2/3*2^(1/2)*e[6,6,17],([2,13,15
],6)=3/8*2^(1/2)*e[2,8,15]+1/8*5^(1/2)*2^(1/2)*e[2,9,15]+3/4*e[2,13,15],([2,
16,21],6)=3/32*30^(1/2)*e[2,2,21]+15/64*2^(1/2)*e[2,8,21]+3/64*6^(1/2)*e[2,9,
21]+9/32*5^(1/2)*e[2,13,21]-3/32*6^(1/2)*e[2,14,21]+13/32*e[2,16,21],([6,18,
11],6)=1/4*6^(1/2)*e[6,6,11]+3/4*e[6,12,11]-1/4*e[6,18,11],(5)=[[1,1,1,1,1
,1,1,1,1,1,1,1,1,1,1,1,1,1],[4,2,0,1,-1,0,-1,4,2,1,2,0
,4,0,1,2,-1,0],[5,1,1,-1,1,-1,0,5,1,-1,1,1,5,1,-1,1,1,-
1],[6,0,-2,0,0,0,1,6,0,0,0,-2,6,-2,0,0,0,0],[5,-1,1,-1,-
1,1,0,5,-1,-1,-1,1,5,1,-1,-1,-1,1],[4,-2,0,1,1,0,-1,4,-2
,1,-2,0,4,0,1,-2,1,0],[1,-1,1,1,-1,-1,1,1,-1,1,-1,1,1,1
,1,-1,-1,-1],[5,3,1,2,0,1,0,1,-1,-2,1,-1,-3,1,0,-3,0,-1]
,[15,3,-1,0,0,-1,0,3,-1,0,1,1,-9,-1,0,-3,0,1],[10,0,2,-2
,0,0,0,2,0,2,0,-2,-6,2,0,0,0,0],[15,-3,-1,0,0,1,0,3,1,0
,-1,1,-9,-1,0,3,0,-1],[5,-3,1,2,0,-1,0,1,1,-2,-1,-1,-3,1
,0,3,0,1],[10,4,2,1,1,0,0,-2,0,1,-2,0,2,-2,-1,2,-1,0],[
20,2,0,-1,-1,0,0,-4,2,-1,-2,0,4,0,1,-2,1,0],[10,-2,-2,1,1
,0,0,-2,2,1,0,0,2,2,-1,-4,-1,0],[10,2,-2,1,-1,0,0,-2,-2,
1,0,0,2,2,-1,4,1,0],[20,-2,0,-1,1,0,0,-4,-2,-1,2,0,4,0,1
,2,-1,0],[10,-4,2,1,-1,0,0,-2,0,1,2,0,2,-2,-1,-2,1,0]],([7
,7,3],6)=-1/4*e[7,7,3]+1/4*15^(1/2)*e[7,12,3],([5,10,19],6)=-1/4*3^(1/2)*
e[5,5,19]-1/4*e[5,10,19]+1/4*3^(1/2)*e[5,14,19]+3/4*e[5,17,19],(3,2)=(table([(
3)=[[3]]])),([2,4,6,6],4)=1/3*5^(1/2)*e[2,4,4,6]+1/6*15^(1/2)*e[2,2,5,6]-1/
6*e[2,4,6,6],(6)=[[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],[6,-4,3,2,-2,2,-1,1,1,-1,1,0,0,0,0,0,0
,-1,-1,1,-2,2,2,-2,-3],[6,4,3,2,2,2,1,1,1,1,1,0,0,0,0,0
,0,-1,-1,-1,-2,-2,-2,-2,-3],[10,0,-2,2,0,2,0,0,0,0,-3,0,-
2,0,4,0,1,2,-1,0,-6,0,0,0,1],[15,5,0,3,-1,-1,2,-2,0,0,1
,1,1,-1,3,1,0,0,-1,0,7,3,-1,1,-3],[15,-5,0,3,1,-1,-2,-2,
0,0,1,-1,1,1,3,-1,0,0,-1,0,7,-3,1,1,-3],[15,5,3,-1,1,3,-
1,-1,0,1,2,-3,-1,-1,0,0,0,-1,0,0,-1,1,2,2,6],[15,-5,3,-1
,-1,3,1,-1,0,-1,2,3,-1,1,0,0,0,-1,0,0,-1,-1,-2,2,6],[20,
10,5,4,2,0,1,1,0,-1,-2,2,0,0,-1,-1,-1,1,0,0,4,2,1,1,2],
[20,-10,5,4,-2,0,-1,1,0,1,-2,-2,0,0,-1,1,-1,1,0,0,4,-2,-1
,1,2],[20,0,2,-4,0,4,0,-2,0,0,1,0,0,0,2,0,-1,2,1,0,4,0
,0,-2,-7],[24,4,0,0,0,0,-2,2,-1,0,2,4,0,0,3,1,0,0,0,-1,
8,0,1,-1,6],[24,-4,0,0,0,0,2,2,-1,0,2,-4,0,0,3,-1,0,0,0
,1,8,0,-1,-1,6],[30,10,3,2,0,-2,1,-1,0,-1,-1,-2,0,0,3,1,
0,-1,1,0,-10,-4,1,-1,3],[30,-10,3,2,0,-2,-1,-1,0,1,-1,2,0
,0,3,-1,0,-1,1,0,-10,4,-1,-1,3],[60,10,-3,4,-2,0,1,-1,0,1
,2,2,0,0,-3,-1,0,1,0,0,-4,-2,1,-1,6],[60,-10,-3,4,2,0,-1
,-1,0,-1,2,-2,0,0,-3,1,0,1,0,0,-4,2,-1,-1,6],[60,0,-6,4,
0,4,0,0,0,0,-3,0,0,0,0,0,0,-2,1,0,12,0,0,0,-3],[64,-16,4
,0,0,0,2,0,-1,0,0,0,0,0,-2,0,1,0,0,-1,0,0,2,0,-8],[64,
16,4,0,0,0,-2,0,-1,0,0,0,0,0,-2,0,1,0,0,1,0,0,-2,0,-8],
[80,0,-4,0,0,0,0,2,0,0,2,0,0,0,2,0,-1,0,0,0,-16,0,0,2,-
10],[81,-9,0,-3,1,-3,0,0,1,0,0,3,-1,-1,0,0,0,0,0,1,9,-3,
0,0,0],[81,9,0,-3,-1,-3,0,0,1,0,0,-3,-1,1,0,0,0,0,0,-1,9
,3,0,0,0],[90,0,0,-6,0,2,0,0,0,0,-3,0,2,0,0,0,0,0,-1,0
,-6,0,0,0,9]],([1,8,15],6)=1/2*e[1,8,15]+1/2*3^(1/2)*e[1,13,15],([2,2
,16],5)=1/5*e[2,2,16]-2/5*6^(1/2)*e[2,4,16],([4,6,17],5)=2/5*5^(1/2)*e[4,3
,17]-2/15*5^(1/2)*e[4,5,17]+1/3*e[4,6,17],([1,8,21],6)=-1/4*e[1,8,21]-1/4*5^
(1/2)*3^(1/2)*e[1,13,21],([3,2,2],5)=e[3,2,2],([2,14,19],6)=e[2,14,19],([
1,8,4],6)=1/4*15^(1/2)*e[1,1,4]-1/4*e[1,8,4],([3,2,16],5)=1/5*e[3,2,16]+2
/5*6^(1/2)*e[3,4,16],([1,3,4,4],4)=1/3*5^(1/2)*e[1,3,2,4]-1/6*5^(1/2)*3^(1/
2)*e[1,1,3,4]-1/6*e[1,3,4,4],([5,6,17],5)=2/5*6^(1/2)*e[5,4,17]+1/5*e[5,6,17
],(7,6)=(table([(5)=[[5,5,7],[5,18,7]],(6)=[[6,18,7]],(7)=[[7,18,7]]]
)),([3,9,15],6)=e[3,13,15],([1,13,21],6)=-1/4*5^(1/2)*3^(1/2)*e[1,8,21]+1
/4*e[1,13,21],([2,9,22],6)=e[2,14,22],([3,14,19],6)=-1/4*3^(1/2)*e[3,3,19
]-3/4*e[3,10,19]-1/2*e[3,14,19],([3,13,21],6)=-1/4*3^(1/2)*e[3,9,21]+1/4*e[3
,13,21]+1/2*3^(1/2)*e[3,14,21],(22,6)=(table([(2)=[[2,9,22],[2,14,22]],(3
)=[[3,9,22],[3,10,22],[3,14,22],[3,17,22]],(4)=[[4,9,22],[4,11,
22],[4,14,22],[4,17,22]],(5)=[[5,10,22],[5,11,22],[5,14,22],[5,
17,22]],(6)=[[6,11,22],[6,17,22]]])),([1,1,3,2],3)=e[1,1,3,2],([4,11
,16],6)=-e[4,11,16],([6,7,7],5)=-e[6,7,7],([1,3,4,3],4)=1/3*6^(1/2)*e[
1,1,1,3]-1/6*3^(1/2)*e[1,1,3,3]+1/2*e[1,3,4,3],([2,4,16],5)=-2/5*6^(1/2)*e[2
,2,16]-1/5*e[2,4,16],([3,3,17],6)=1/8*e[3,3,17]+3/8*3^(1/2)*e[3,9,17]-1/8*6^
(1/2)*e[3,10,17]-1/8*6^(1/2)*e[3,13,17]+1/4*6^(1/2)*e[3,14,17],([6,6,17],5)=
2/3*2^(1/2)*e[6,5,17]+1/3*e[6,6,17],([3,9,22],6)=-3/8*e[3,9,22]+3/8*3^(1/2)*
e[3,10,22]+1/8*e[3,14,22]-3/8*3^(1/2)*e[3,17,22],([1,1,3,4],3)=-1/2*e[1,1,3
,4]+1/2*3^(1/2)*e[1,2,4,4],([6,12,11],6)=1/4*6^(1/2)*e[6,6,11]-1/4*e[6,12,11
]+3/4*e[6,18,11],([1,13,15],6)=1/2*3^(1/2)*e[1,8,15]-1/2*e[1,13,15],([5,11
,16],6)=e[5,18,16],([3,4,16],5)=2/5*6^(1/2)*e[3,2,16]-1/5*e[3,4,16],([4,9
,22],6)=-5/16*e[4,9,22]-3/16*5^(1/2)*3^(1/2)*e[4,11,22]+1/16*2^(1/2)*3^(1/2)*
e[4,14,22]+3/16*10^(1/2)*e[4,17,22],(6,6)=(table([(1)=[[1,13,6]],(2)=[[2,13
,6]],(3)=[[3,3,6],[3,13,6]]])),([1,3,4,5],4)=-1/2*3^(1/2)*e[1,1,3,5]+
1/2*e[1,3,4,5],([4,4,16],5)=e[4,4,16],([1,8,10],6)=3/8*e[1,1,10]+7/8*e[1,
8,10]-1/8*6^(1/2)*e[1,13,10],([3,13,15],6)=e[3,9,15],([2,8,4],6)=e[2,8,4]
,([3,10,22],6)=3/8*3^(1/2)*e[3,9,22]-1/8*e[3,10,22]+3/8*3^(1/2)*e[3,14,22]-3
/8*e[3,17,22],(24,6)=(table([(1)=[[1,13,24]],(2)=[[2,9,24],[2,13,24],[
2,14,24],[2,16,24]],(3)=[[3,9,24],[3,13,24],[3,14,24],[3,17,24]
],(4)=[[4,4,24],[4,9,24],[4,14,24],[4,16,24],[4,17,24]],(5)=[[5,
14,24],[5,17,24]],(6)=[[6,17,24]]])),([1,1,1,3],4)=-1/3*e[1,1,1,3]+1/
3*2^(1/2)*e[1,1,3,3]+1/3*6^(1/2)*e[1,3,4,3],([3,3,13],5)=2/3*2^(1/2)*e[3,2,
13]+1/3*e[3,3,13],([4,6,6],5)=-e[4,6,6],([5,14,25],6)=-1/2*3^(1/2)*e[5,11
,25]+1/4*e[5,14,25]+1/4*3^(1/2)*e[5,17,25],([1,2,4,4],3)=1/2*3^(1/2)*e[1,1,
3,4]+1/2*e[1,2,4,4],([2,2,13],5)=e[2,2,13],([5,4,16],5)=e[5,4,16],([6,18
,16],6)=1/8*10^(1/2)*e[6,11,16]-3/8*2^(1/2)*e[6,12,16]-3/4*e[6,18,16],(18,6)
=(table([(3)=[[3,10,18],[3,17,18]],(4)=[[4,11,18],[4,17,18]],(5)=[[5
,5,18],[5,10,18],[5,11,18],[5,17,18],[5,18,18]],(6)=[[6,11,18]
,[6,17,18],[6,18,18]],(7)=[[7,18,18]]])),([1],2)=e[1],([5,10,22],6)
=1/8*e[5,10,22]+3/8*3^(1/2)*e[5,11,22]+3/8*e[5,14,22]+3/8*3^(1/2)*e[5,17,22],([
2,2,3,4],4)=1/6*e[2,2,3,4]-1/6*5^(1/2)*3^(1/2)*e[2,4,4,4]+1/3*5^(1/2)*e[2,2
,5,4],([2,13,21],6)=-5/32*6^(1/2)*e[2,2,21]+3/64*10^(1/2)*e[2,8,21]+7/64*5^(
1/2)*2^(1/2)*3^(1/2)*e[2,9,21]-7/32*e[2,13,21]+1/32*5^(1/2)*6^(1/2)*e[2,14,21]+
9/32*5^(1/2)*e[2,16,21],(14,5)=(table([(1)=[[1,2,14],[1,3,14]],(2)=[[2,2
,14],[2,4,14]],(3)=[[3,2,14],[3,3,14],[3,4,14],[3,5,14]],(4)=[[4
,3,14],[4,4,14],[4,5,14]],(5)=[[5,4,14]],(6)=[[6,5,14]]])),([5,18
,7],6)=1/2*3^(1/2)*e[5,5,7]+1/2*e[5,18,7],(11,5)=(table([(2)=[[2,4,11]],(3
)=[[3,4,11],[3,5,11]],(4)=[[4,4,11],[4,5,11],[4,6,11]],(5)=[[5,4
,11],[5,6,11]],(6)=[[6,5,11],[6,6,11]]])),([7,18,16],6)=1/2*3^(1/2)
*e[7,12,16]+1/2*e[7,18,16],([4,15,25],6)=1/8*10^(1/2)*3^(1/2)*e[4,9,25]+1/8*
2^(1/2)*e[4,11,25]-1/4*5^(1/2)*e[4,14,25]+1/4*e[4,15,25]+1/12*5^(1/2)*3^(1/2)*e
[4,16,25]-1/12*3^(1/2)*e[4,17,25],([2,8,15],6)=-1/8*e[2,8,15]-3/8*5^(1/2)*e[
2,9,15]+3/8*2^(1/2)*e[2,13,15],([6,11,18],6)=-3/4*e[6,11,18]+1/4*2^(1/2)*e[6
,17,18]+1/4*5^(1/2)*e[6,18,18],([4,11,22],6)=-3/16*5^(1/2)*3^(1/2)*e[4,9,22]
+5/16*e[4,11,22]-3/16*5^(1/2)*2^(1/2)*e[4,14,22]+1/16*6^(1/2)*e[4,17,22],([2,2
,3,3],4)=-1/2*e[2,2,3,3]+1/2*3^(1/2)*e[2,4,4,3],(6,5)=(table([(4)=[[4,6,6
]],(5)=[[5,6,6]],(6)=[[6,6,6]]])),([1,1,1],6)=e[1,1,1],([6,18,7],6)=-
e[6,18,7],([1,2,2,5],3)=-e[1,2,2,5],(16,6)=(table([(4)=[[4,11,16]],(5)=[
[5,11,16],[5,18,16]],(6)=[[6,11,16],[6,12,16],[6,18,16]],(7)=[[7,
12,16],[7,18,16]]])),([2,9,24],6)=1/4*e[2,9,24]+1/12*5^(1/2)*2^(1/2)*3^(
1/2)*e[2,13,24]+1/6*6^(1/2)*e[2,14,24]-3/4*e[2,16,24],([4,14,22],6)=1/16*2^(
1/2)*3^(1/2)*e[4,9,22]-3/16*5^(1/2)*2^(1/2)*e[4,11,22]-5/8*e[4,14,22]-1/8*5^(1/
2)*3^(1/2)*e[4,17,22],([6,15,25],6)=1/4*3^(1/2)*e[6,11,25]+1/4*e[6,15,25]+1/
2*3^(1/2)*e[6,17,25],([2,2,3,5],4)=-1/2*e[2,2,3,5]+1/6*3^(1/2)*e[2,4,4,5]+1
/3*2^(1/2)*3^(1/2)*e[2,4,6,5],(7,5)=(table([(6)=[[6,7,7]]])),([2,4,15],5)
=-e[2,4,15],([3,17,18],6)=1/2*3^(1/2)*e[3,10,18]+1/2*e[3,17,18],([5,11,22]
,6)=3/8*3^(1/2)*e[5,10,22]+3/8*e[5,11,22]-3/8*3^(1/2)*e[5,14,22]-1/8*e[5,17,22
],(3,5)=(table([(1)=[[1,3,3]],(3)=[[3,3,3]],(4)=[[4,3,3]]])),([4,5,5]
,5)=-e[4,5,5],([3,3,9],5)=-4/15*5^(1/2)*e[3,2,9]+2/3*e[3,3,9]+1/5*5^(1/2)*e
[3,4,9],([4,3,13],5)=e[4,3,13],([2,8,10],6)=-1/4*6^(1/2)*e[2,2,10]+1/4*e[
2,8,10]+3/4*e[2,13,10],([2,4,6,7],4)=-e[2,4,6,7],(15,5)=(table([(2)=[[2,4
,15]],(3)=[[3,4,15]],(4)=[[4,4,15],[4,6,15]],(5)=[[5,4,15],[5,6,15
]],(6)=[[6,6,15]]])),([1,2,16],5)=-e[1,2,16],([3,9,24],6)=-1/2*e[3,9,24
]+1/6*3^(1/2)*e[3,13,24]+1/3*6^(1/2)*e[3,14,24],(1,3)=(table([(1)=[[1,1,1,1
]]])),([1,1,3,3],4)=1/3*2^(1/2)*e[1,1,1,3]+5/6*e[1,1,3,3]-1/6*3^(1/2)*e[1,3
,4,3],(2,6)=(table([(7)=[[7,7,2]]])),([6,15,9],6)=1/4*15^(1/2)*e[6,12,9]+
1/4*e[6,15,9],([5,14,22],6)=3/8*e[5,10,22]-3/8*3^(1/2)*e[5,11,22]-1/8*e[5,14
,22]+3/8*3^(1/2)*e[5,17,22],([2,16,25],6)=-1/4*3^(1/2)*e[2,9,25]+1/2*3^(1/2)
*e[2,14,25]-1/4*e[2,16,25],([3],2)=-e[3],([4,3,9],5)=e[4,4,9],([3,4,15],
5)=-e[3,4,15],([6,6,14],6)=1/4*e[6,6,14]+1/4*15^(1/2)*e[6,17,14],([4,17,18
],6)=-1/2*3^(1/2)*e[4,11,18]-1/2*e[4,17,18],([6,11,22],6)=-e[6,17,22],(1,1
)=(table([(1)=[[1]]])),(6,3)=(table([(1)=[[1,2,4,6]]])),(13,5)=(table([(1)
=[[1,1,13],[1,2,13],[1,3,13]],(2)=[[2,2,13]],(3)=[[3,2,13],[3,3,
13]],(4)=[[4,3,13]]])),([1,2,4,6],3)=-e[1,2,4,6],([2,4,4,4],4)=-1/6*5
^(1/2)*3^(1/2)*e[2,2,3,4]+1/2*e[2,4,4,4]+1/3*3^(1/2)*e[2,2,5,4],([2,2,8],5)=
e[2,2,8],([4,5,10],5)=1/2*3^(1/2)*e[4,3,10]+1/2*e[4,5,10],([4,9,24],6)=-1
/4*5^(1/2)*e[4,4,24]+1/4*e[4,9,24]-1/4*e[4,14,24]-1/12*2^(1/2)*3^(1/2)*e[4,16,
24]+5/12*3^(1/2)*e[4,17,24],([3,17,22],6)=-3/8*3^(1/2)*e[3,9,22]-3/8*e[3,10,
22]+3/8*3^(1/2)*e[3,14,22]+1/8*e[3,17,22],(1,4)=(table([(1)=[[1,1,1,1]]])),
([2,4,4,3],4)=1/2*3^(1/2)*e[2,2,3,3]+1/2*e[2,4,4,3],(5,4)=(table([(1)=[[1
,1,3,5],[1,3,4,5]],(2)=[[2,2,3,5],[2,4,4,5],[2,4,6,5]]])),([1
,1,13],5)=-1/5*e[1,1,13]+2/5*e[1,2,13]+2/5*5^(1/2)*e[1,3,13],([2,4,9],5)=
4/5*e[2,2,9]+3/5*e[2,4,9],([5,17,18],6)=-1/4*6^(1/2)*e[5,5,18]-1/4*2^(1/2)*e
[5,11,18]-1/2*e[5,17,18]-1/2*e[5,18,18],([2,14,22],6)=e[2,9,22],([3,5,10]
,5)=-1/2*3^(1/2)*e[3,3,10]+1/2*e[3,5,10],(2,3)=(table([(1)=[[1,1,3,2]]])),
([6,5,5],5)=-e[6,5,5],([4,17,22],6)=3/16*10^(1/2)*e[4,9,22]+1/16*6^(1/2)*
e[4,11,22]-1/8*5^(1/2)*3^(1/2)*e[4,14,22]+5/8*e[4,17,22],(4,4)=(table([(1)=[[1
,3,2,4],[1,1,3,4],[1,3,4,4]],(2)=[[2,2,3,4],[2,4,4,4],[2,2
,5,4]]])),([1,3,17],5)=-e[1,3,17],(18,5)=(table([(3)=[[3,5,18]],(4)=[[4
,5,18],[4,6,18]],(5)=[[5,6,18]],(6)=[[6,5,18],[6,6,18],[6,7,18]]
])),([7,18,7],6)=-e[7,18,7],([3,4,9],5)=4/5*e[3,2,9]+1/5*5^(1/2)*e[3,3,9]
+2/5*e[3,4,9],([6,17,18],6)=1/4*2^(1/2)*e[6,11,18]-1/2*e[6,17,18]+1/4*10^(1/
2)*e[6,18,18],([4,17,19],6)=1/4*15^(1/2)*e[4,14,19]+1/4*e[4,17,19],([2,4,4
,5],4)=1/6*3^(1/2)*e[2,2,3,5]-5/6*e[2,4,4,5]+1/3*2^(1/2)*e[2,4,6,5],([2,2,
13],6)=-1/4*e[2,2,13]+1/4*15^(1/2)*e[2,14,13],([5,17,22],6)=3/8*3^(1/2)*e[5
,10,22]-1/8*e[5,11,22]+3/8*3^(1/2)*e[5,14,22]-3/8*e[5,17,22],([3,2,8],5)=e[3
,2,8],([3,3,17],5)=-1/4*e[3,3,17]+1/4*6^(1/2)*e[3,4,17]+3/4*e[3,5,17],([4,4
,9],5)=e[4,3,9],([5,18,18],6)=1/8*6^(1/2)*e[5,5,18]-3/4*e[5,10,18]-1/8*2^(
1/2)*e[5,11,18]-1/2*e[5,17,18]+1/4*e[5,18,18],([5,17,19],6)=1/4*3^(1/2)*e[5,
5,19]+3/4*e[5,10,19]+1/2*e[5,17,19],(3,3)=(table([(1)=[[1,1,1,3],[1,2,2
,3]]])),([3,5,5],5)=e[3,5,5],([5,5,7],6)=-1/2*e[5,5,7]+1/2*3^(1/2)*e[5,
18,7],([6,17,22],6)=-e[6,11,22],(2,5)=(table([(1)=[[1,2,2]],(2)=[[2,2,2
]],(3)=[[3,2,2]]])),([6,5,11],5)=1/3*e[6,5,11]+2/3*2^(1/2)*e[6,6,11],([4,
3,17],5)=-1/4*e[4,3,17]+1/20*5^(1/2)*6^(1/2)*e[4,4,17]+1/4*e[4,5,17]+2/5*5^(1
/2)*e[4,6,17],(5,3)=(table([(1)=[[1,2,2,5]]])),([2,2,5,4],4)=1/3*5^(1/2
)*e[2,2,3,4]+1/3*3^(1/2)*e[2,4,4,4]+1/3*e[2,2,5,4],([5,4,9],5)=e[5,4,9],([7
,12,11],6)=3/8*e[7,7,11]-7/8*e[7,12,11]+1/8*6^(1/2)*e[7,18,11],([6,18,18]
,6)=1/4*5^(1/2)*e[6,11,18]+1/4*10^(1/2)*e[6,17,18]+1/4*e[6,18,18],([6,17,19]
,6)=-e[6,17,19],([7,7,11],6)=1/8*e[7,7,11]+3/8*e[7,12,11]+3/8*6^(1/2)*e[7,
18,11],([6,15,12],6)=e[6,15,12],([1,2,14],5)=-1/3*e[1,2,14]-2/3*2^(1/2)*e
[1,3,14],([4,16,21],6)=-3/4*e[4,9,21]+1/4*6^(1/2)*e[4,14,21]+1/4*e[4,16,21],
([2,4,17],5)=e[2,4,17],([6,6,6],5)=-e[6,6,6],([5,6,11],5)=4/5*e[5,4,11
]+3/5*e[5,6,11],([1,1,8],5)=1/5*e[1,1,8]+2/5*6^(1/2)*e[1,2,8],([4,4,4],5)
=-e[4,4,4],([3,4,17],5)=1/4*6^(1/2)*e[3,3,17]-1/2*e[3,4,17]+1/4*6^(1/2)*e[3,
5,17],([2,9,21],6)=-9/32*5^(1/2)*e[2,2,21]-15/64*3^(1/2)*e[2,8,21]-9/64*e[2,
9,21]+7/64*5^(1/2)*2^(1/2)*3^(1/2)*e[2,13,21]-7/32*e[2,14,21]+3/64*6^(1/2)*e[2,
16,21],([6,6,11],5)=2/3*2^(1/2)*e[6,5,11]-1/3*e[6,6,11],(4,6)=(table([(1)=[
[1,1,4],[1,8,4]],(2)=[[2,8,4]]])),([3,14,17],6)=1/4*6^(1/2)*e[3,3,17]
-1/4*2^(1/2)*e[3,9,17]+1/2*e[3,13,17]+1/2*e[3,14,17],([5,10,18],6)=1/8*6^(1/
2)*e[5,5,18]-1/4*e[5,10,18]+3/8*2^(1/2)*e[5,11,18]-3/4*e[5,18,18],([1],1)=e[1]
,([5,6,6],5)=e[5,6,6],([4,4,17],5)=1/20*5^(1/2)*6^(1/2)*e[4,3,17]-1/2*e[4
,4,17]+3/20*5^(1/2)*6^(1/2)*e[4,5,17],([3,14,13],6)=e[3,14,13],([4,4,15],
5)=1/5*e[4,4,15]+2/5*6^(1/2)*e[4,6,15],(9,5)=(table([(1)=[[1,2,9],[1,3,9]
],(2)=[[2,2,9],[2,4,9]],(3)=[[3,2,9],[3,3,9],[3,4,9]],(4)=[[4,3,
9],[4,4,9]],(5)=[[5,4,9]]])),([4,15,12],6)=-1/4*e[4,15,12]+1/4*15^(1/2)
*e[4,16,12],([6,17,25],6)=-1/2*e[6,11,25]+1/2*3^(1/2)*e[6,15,25],([4,11,18
],6)=1/2*e[4,11,18]-1/2*3^(1/2)*e[4,17,18],([5,4,17],5)=-1/5*e[5,4,17]+2/5*
6^(1/2)*e[5,6,17],(13,6)=(table([(2)=[[2,2,13],[2,14,13]],(3)=[[3,14,13
]],(4)=[[4,14,13]],(5)=[[5,14,13]]])),([3,10,17],6)=-1/8*6^(1/2)*e[3,3,
17]+3/8*2^(1/2)*e[3,9,17]+1/4*e[3,10,17]+3/4*e[3,13,17],([3,4,4],5)=e[3,4,4]
,([5,4,15],5)=1/5*e[5,4,15]+2/5*6^(1/2)*e[5,6,15],([1,8,8],6)=-e[1,8,8],(
[1,2,8],5)=2/5*6^(1/2)*e[1,1,8]-1/5*e[1,2,8],([5,11,18],6)=3/8*3^(1/2)*e[
5,5,18]+3/8*2^(1/2)*e[5,10,18]-3/8*e[5,11,18]-1/4*2^(1/2)*e[5,17,18]-1/8*2^(1/2
)*e[5,18,18],([4,4,24],6)=1/4*e[4,4,24]-1/4*5^(1/2)*e[4,9,24]-1/4*5^(1/2)*e[
4,14,24]+1/12*15^(1/2)*2^(1/2)*e[4,16,24]+1/12*15^(1/2)*e[4,17,24],([1,3,4,6
],4)=-e[1,3,4,6],(0,6)=4,([2,13,10],6)=1/4*6^(1/2)*e[2,2,10]+3/4*e[2,8,10]
+1/4*e[2,13,10],([2],1)=-e[2],(4,2)=(table([(4)=[[4]]])),([4,14,13],6)=-e[
4,14,13],([4,6,15],5)=2/5*6^(1/2)*e[4,4,15]-1/5*e[4,6,15],([6,6,18],5)=2/
15*5^(1/2)*e[6,5,18]-13/15*e[6,6,18]-2/5*e[6,7,18],([7,18,20],6)=1/4*15^(1/2
)*e[7,12,20]-1/4*e[7,18,20],([6,6,11],6)=-1/2*e[6,6,11]+1/4*6^(1/2)*e[6,12,
11]+1/4*6^(1/2)*e[6,18,11],([1,1,1,3],3)=-1/2*e[1,1,1,3]+1/2*3^(1/2)*e[1,2,
2,3],([1,3,13],5)=2/5*5^(1/2)*e[1,1,13]-2/15*5^(1/2)*e[1,2,13]+1/3*e[1,3,13]
,([6,12,3],6)=-e[6,12,3],(8,5)=(table([(1)=[[1,1,8],[1,2,8]],(2)=[[2,
2,8]],(3)=[[3,2,8]]])),([5,6,15],5)=2/5*6^(1/2)*e[5,4,15]-1/5*e[5,6,15],(
4,3)=(table([(1)=[[1,1,3,4],[1,2,4,4]]])),([6,6,20],6)=1/16*e[6,6,20
]-9/32*5^(1/2)*e[6,11,20]+1/32*5^(1/2)*3^(1/2)*e[6,12,20]+3/32*30^(1/2)*e[6,15,
20]-3/16*5^(1/2)*e[6,17,20]+5/32*6^(1/2)*e[6,18,20],([4],2)=-e[4],(12,5)=(
table([(4)=[[4,6,12]],(5)=[[5,6,12]],(6)=[[6,6,12],[6,7,12]]])),(4,5)
=(table([(2)=[[2,4,4]],(3)=[[3,4,4]],(4)=[[4,4,4]],(5)=[[5,4,4]]])),([5
,10,5],6)=-e[5,10,5],([6,6,15],5)=e[6,6,15],([4,15,9],6)=-e[4,15,9],(5
,6)=(table([(3)=[[3,10,5]],(5)=[[5,10,5]]])),([3,17,19],6)=-3/4*e[3,3,
19]+1/4*3^(1/2)*e[3,10,19]+1/2*e[3,17,19],(12,6)=(table([(2)=[[2,16,12]],(4)
=[[4,15,12],[4,16,12]],(6)=[[6,15,12]]])),([2,9,17],6)=3/4*e[2,9,17]+
1/4*5^(1/2)*e[2,13,17]+1/4*2^(1/2)*e[2,14,17],([1,13,17],6)=e[1,13,17],([1,
2,2,3],3)=1/2*3^(1/2)*e[1,1,1,3]+1/2*e[1,2,2,3],(3,4)=(table([(1)=[[1,1,1
,3],[1,1,3,3],[1,3,4,3]],(2)=[[2,2,3,3],[2,4,4,3]]])),([2,13,
6],6)=e[2,13,6],([5,10,17],6)=1/2*e[5,10,17]+1/2*3^(1/2)*e[5,14,17],(9,6)=
(table([(4)=[[4,15,9]],(6)=[[6,12,9],[6,15,9]],(7)=[[7,12,9]]])),([3,
13,17],6)=-1/8*6^(1/2)*e[3,3,17]-1/8*2^(1/2)*e[3,9,17]+3/4*e[3,10,17]-1/4*e[3
,13,17]+1/2*e[3,14,17],([2,2,21],6)=-1/16*e[2,2,21]+1/32*5^(1/2)*3^(1/2)*e[2
,8,21]-9/32*5^(1/2)*e[2,9,21]-5/32*6^(1/2)*e[2,13,21]-3/16*5^(1/2)*e[2,14,21]+3
/32*30^(1/2)*e[2,16,21],([1,3,10],5)=e[1,3,10],([2,2,10],6)=1/2*e[2,2,10]
-1/4*6^(1/2)*e[2,8,10]+1/4*6^(1/2)*e[2,13,10],(5,5)=(table([(3)=[[3,5,5]],(4
)=[[4,5,5]],(6)=[[6,5,5]]])),([2,2,2],5)=-e[2,2,2],([4,6,12],5)=-e[4,
6,12],([1,13,10],6)=3/8*6^(1/2)*e[1,1,10]-1/8*6^(1/2)*e[1,8,10]+1/4*e[1,13,
10],([6,11,25],6)=3/4*e[6,11,25]+1/4*3^(1/2)*e[6,15,25]-1/2*e[6,17,25],([7,
12,9],6)=e[7,12,9],(14,6)=(table([(3)=[[3,17,14]],(4)=[[4,17,14]],(5)=[[
5,17,14]],(6)=[[6,6,14],[6,17,14]]])),([3,3,6],6)=1/2*e[3,3,6]+1/2*3^
(1/2)*e[3,13,6],([5,6,12],5)=-e[5,6,12],([5,17,14],6)=-e[5,17,14],([3,10
,19],6)=1/4*3^(1/2)*e[3,3,19]+1/4*e[3,10,19]-3/4*e[3,14,19]+1/4*3^(1/2)*e[3,
17,19],([1,1,1],5)=e[1,1,1],([2,13,17],6)=1/4*5^(1/2)*e[2,9,17]-1/4*e[2,
13,17]-1/4*5^(1/2)*2^(1/2)*e[2,14,17],([2,14,25],6)=-1/2*e[2,9,25]+1/2*3^(1/
2)*e[2,16,25],([5,4,4],5)=e[5,4,4],([3,3,10],5)=-1/2*e[3,3,10]-1/2*3^(1/2
)*e[3,5,10],([5,5,18],6)=-1/8*e[5,5,18]+1/8*6^(1/2)*e[5,10,18]+3/8*3^(1/2)*e
[5,11,18]-1/4*6^(1/2)*e[5,17,18]+1/8*6^(1/2)*e[5,18,18],([5,5,19],6)=1/4*e[5
,5,19]-1/4*3^(1/2)*e[5,10,19]-3/4*e[5,14,19]+1/4*3^(1/2)*e[5,17,19],([4,15,20
],6)=-3/4*e[4,11,20]-1/4*e[4,15,20]-1/4*6^(1/2)*e[4,17,20],(17,6)=(table([(1)
=[[1,13,17]],(2)=[[2,9,17],[2,13,17],[2,14,17]],(3)=[[3,3,17],[3,
9,17],[3,10,17],[3,13,17],[3,14,17]],(4)=[[4,9,17],[4,14,17]],(5
)=[[5,10,17],[5,14,17]]])),(0,1)=1,([6,6,12],5)=1/5*e[6,6,12]+2/5*6^(1
/2)*e[6,7,12],([7,7,2],6)=-e[7,7,2],([3,14,25],6)=1/2*e[3,9,25]-3/4*e[3,
14,25]+1/4*3^(1/2)*e[3,17,25],([4,9,15],6)=e[4,9,15],([3,10,18],6)=-1/2*e
[3,10,18]+1/2*3^(1/2)*e[3,17,18],([6,15,20],6)=3/32*30^(1/2)*e[6,6,20]-3/64*
6^(1/2)*e[6,11,20]-15/64*2^(1/2)*e[6,12,20]-13/32*e[6,15,20]+3/32*6^(1/2)*e[6,
17,20]+9/32*5^(1/2)*e[6,18,20],([6,7,12],5)=2/5*6^(1/2)*e[6,6,12]-1/5*e[6,7,
12],([4,14,25],6)=1/8*2^(1/2)*3^(1/2)*e[4,9,25]+1/8*5^(1/2)*2^(1/2)*e[4,11,
25]-1/4*5^(1/2)*e[4,15,25]-1/12*3^(1/2)*e[4,16,25]+1/6*5^(1/2)*3^(1/2)*e[4,17,
25],([4,16,25],6)=1/8*2^(1/2)*e[4,9,25]-1/8*5^(1/2)*2^(1/2)*3^(1/2)*e[4,11,
25]-1/12*3^(1/2)*e[4,14,25]+1/12*5^(1/2)*3^(1/2)*e[4,15,25]-1/4*e[4,16,25]+1/4*
5^(1/2)*e[4,17,25],([3,17,14],6)=-e[3,17,14],([3,17,20],6)=-e[3,17,20],(
11,6)=(table([(5)=[[5,18,11]],(6)=[[6,6,11],[6,12,11],[6,18,11]],(7)
=[[7,7,11],[7,12,11],[7,18,11]]])),([2,14,17],6)=1/4*2^(1/2)*e[2,9,
17]-1/4*5^(1/2)*2^(1/2)*e[2,13,17]+1/2*e[2,14,17],([4,17,14],6)=e[4,17,14],(
[4,4,23],6)=-1/4*e[4,4,23]+1/4*5^(1/2)*e[4,11,23]-1/12*5^(1/2)*3^(1/2)*e[4,
14,23]+1/12*5^(1/2)*6^(1/2)*e[4,15,23]+1/4*5^(1/2)*e[4,17,23],([7,18,11],6)=
3/8*6^(1/2)*e[7,7,11]+1/8*6^(1/2)*e[7,12,11]-1/4*e[7,18,11],([4,17,20],6)=1/
4*6^(1/2)*e[4,11,20]-1/4*6^(1/2)*e[4,15,20]-1/2*e[4,17,20],([2],2)=e[2],([1,2
,9],5)=1/3*e[1,2,9]-2/3*2^(1/2)*e[1,3,9],([1,1,1,1],3)=e[1,1,1,1],([1,1
,1,2],4)=1/6*e[1,1,1,2]-1/6*5^(1/2)*3^(1/2)*e[1,3,2,2]+1/3*5^(1/2)*e[1,1,3,2
],(17,5)=(table([(1)=[[1,3,17]],(2)=[[2,4,17]],(3)=[[3,3,17],[3,4,17]
,[3,5,17]],(4)=[[4,3,17],[4,4,17],[4,5,17],[4,6,17]],(5)=[[5,4,
17],[5,6,17]],(6)=[[6,5,17],[6,6,17]]])),([4,14,19],6)=-1/4*e[4,14,
19]+1/4*15^(1/2)*e[4,17,19],([4,11,23],6)=1/4*5^(1/2)*e[4,4,23]-1/4*e[4,11,
23]-5/12*3^(1/2)*e[4,14,23]-1/12*6^(1/2)*e[4,15,23]+1/4*e[4,17,23],([3,5,14]
,5)=2/5*5^(1/2)*e[3,2,14]+1/4*e[3,3,14]-1/20*6^(1/2)*5^(1/2)*e[3,4,14]+1/4*e[3
,5,14],(0,3)=0,([6,12,9],6)=-1/4*e[6,12,9]+1/4*15^(1/2)*e[6,15,9],([6,12,
20],6)=1/32*5^(1/2)*3^(1/2)*e[6,6,20]+15/64*3^(1/2)*e[6,11,20]+11/64*e[6,12,20
]-15/64*2^(1/2)*e[6,15,20]-15/32*3^(1/2)*e[6,17,20]+3/64*5^(1/2)*2^(1/2)*e[6,18
,20],([2,2,9],5)=-3/5*e[2,2,9]+4/5*e[2,4,9],(3,6)=(table([(6)=[[6,12,3]],
(7)=[[7,7,3],[7,12,3]]])),([5,18,11],6)=-e[5,18,11],([5,14,19],6)=-3
/4*e[5,5,19]+1/4*3^(1/2)*e[5,10,19]-1/2*e[5,14,19],([3,14,23],6)=-1/4*e[3,14
,23]-1/4*15^(1/2)*e[3,17,23],([5,11,23],6)=1/2*e[5,11,23]+1/3*6^(1/2)*e[5,17
,23]-1/6*3^(1/2)*e[5,18,23],([4,5,14],5)=3/4*e[4,3,14]+1/4*6^(1/2)*e[4,4,14]
+1/4*e[4,5,14],(8,6)=(table([(1)=[[1,8,8]],(2)=[[2,8,8],[2,16,8]],(4)=[
[4,16,8]]])),([7,12,20],6)=1/4*e[7,12,20]+1/4*15^(1/2)*e[7,18,20],([1,1,
3,5],4)=-1/2*e[1,1,3,5]-1/2*3^(1/2)*e[1,3,4,5],([2,16,8],6)=1/4*15^(1/2)*e
[2,8,8]-1/4*e[2,16,8],([4,9,17],6)=-1/2*e[4,9,17]+1/2*3^(1/2)*e[4,14,17],([3
,2,9],5)=-1/15*e[3,2,9]-4/15*5^(1/2)*e[3,3,9]+4/5*e[3,4,9],(23,6)=(table([(
2)=[[2,14,23]],(3)=[[3,14,23],[3,17,23]],(4)=[[4,4,23],[4,11,23],[
4,14,23],[4,15,23],[4,17,23]],(5)=[[5,11,23],[5,14,23],[5,17,23
],[5,18,23]],(6)=[[6,11,23],[6,15,23],[6,17,23],[6,18,23]],(7)=[[
7,18,23]]])),([1,3,3],5)=e[1,3,3],([5,14,24],6)=-1/4*e[5,14,24]+1/4*15^
(1/2)*e[5,17,24],([2,8,8],6)=1/4*e[2,8,8]+1/4*15^(1/2)*e[2,16,8],([4,14,23
],6)=-1/12*5^(1/2)*3^(1/2)*e[4,4,23]-5/12*3^(1/2)*e[4,11,23]-1/6*e[4,14,23]+5/
12*2^(1/2)*e[4,15,23],([6,11,23],6)=-1/4*e[6,11,23]+3/4*e[6,15,23]+1/6*6^(1/
2)*e[6,17,23]-1/12*5^(1/2)*6^(1/2)*e[6,18,23],([6,5,14],5)=e[6,5,14],(10,6)
=(table([(1)=[[1,1,10],[1,8,10],[1,13,10]],(2)=[[2,2,10],[2,8,10]
,[2,13,10]],(3)=[[3,13,10]]])),([1,1,10],6)=-1/8*e[1,1,10]+3/8*e[1,8,10
]+3/8*6^(1/2)*e[1,13,10],([6,11,20],6)=-9/32*5^(1/2)*e[6,6,20]+9/64*e[6,11,
20]+15/64*3^(1/2)*e[6,12,20]-3/64*6^(1/2)*e[6,15,20]+7/32*e[6,17,20]+7/64*30^(1
/2)*e[6,18,20],([2,2,14],5)=-1/5*e[2,2,14]-2/5*6^(1/2)*e[2,4,14],(16,5)=(
table([(1)=[[1,2,16]],(2)=[[2,2,16],[2,4,16]],(3)=[[3,2,16],[3,4,16
]],(4)=[[4,4,16]],(5)=[[5,4,16]]])),([1,3,9],5)=-2/3*2^(1/2)*e[1,2,9]-1/
3*e[1,3,9],([2,4,4],5)=-e[2,4,4],([2,16,24],6)=-3/4*e[2,9,24]+1/12*15^(1/
2)*2^(1/2)*e[2,13,24]+1/6*2^(1/2)*3^(1/2)*e[2,14,24]+1/4*e[2,16,24],([2,14,23
],6)=-e[2,14,23],([5,14,23],6)=-1/4*e[5,14,23]+1/12*15^(1/2)*e[5,17,23]+1/6
*5^(1/2)*2^(1/2)*3^(1/2)*e[5,18,23],([1,3,2,2],4)=-1/6*5^(1/2)*3^(1/2)*e[1,
1,1,2]+1/2*e[1,3,2,2]+1/3*3^(1/2)*e[1,1,3,2],([3,2,14],5)=-1/3*e[3,2,14]+2/
15*5^(1/2)*e[3,3,14]+2/5*5^(1/2)*e[3,5,14],([5,14,21],6)=e[5,14,21],(2,2)=(
table([(2)=[[2]]])),(2,4)=(table([(1)=[[1,1,1,2],[1,3,2,2],[1,1,3,2
]],(2)=[[2,2,3,2]]])),(6,4)=(table([(1)=[[1,3,4,6]],(2)=[[2,4,4,6],[
2,2,5,6],[2,4,6,6]]])),([1,2,2],5)=e[1,2,2],([4,16,24],6)=1/12*15^
(1/2)*2^(1/2)*e[4,4,24]-1/12*2^(1/2)*3^(1/2)*e[4,9,24]+1/4*2^(1/2)*3^(1/2)*e[4,
14,24]-1/6*e[4,16,24]+5/12*2^(1/2)*e[4,17,24],([3,17,25],6)=1/2*3^(1/2)*e[3,
9,25]+1/4*3^(1/2)*e[3,14,25]-1/4*e[3,17,25],(1,2)=(table([(1)=[[1]]])),([4,14
,17],6)=1/2*3^(1/2)*e[4,9,17]+1/2*e[4,14,17],([4,9,21],6)=1/4*e[4,9,21]+1/
4*6^(1/2)*e[4,14,21]-3/4*e[4,16,21],([4,15,23],6)=1/12*5^(1/2)*6^(1/2)*e[4,4
,23]-1/12*6^(1/2)*e[4,11,23]+5/12*2^(1/2)*e[4,14,23]+1/6*e[4,15,23]+1/4*6^(1/2)
*e[4,17,23],([3,3,3],5)=e[3,3,3],([5,4,11],5)=-3/5*e[5,4,11]+4/5*e[5,6,11
],([1,3,14],5)=-2/3*2^(1/2)*e[1,2,14]+1/3*e[1,3,14],(15,6)=(table([(1)=[[1
,8,15],[1,13,15]],(2)=[[2,8,15],[2,9,15],[2,13,15]],(3)=[[3,9,15
],[3,13,15]],(4)=[[4,9,15]]])),([4,17,24],6)=1/12*15^(1/2)*e[4,4,24]+5/
12*3^(1/2)*e[4,9,24]+5/12*2^(1/2)*e[4,16,24]+1/6*e[4,17,24],(7,4)=(table([(2)=
[[2,4,6,7]]])),([3,9,21],6)=3/4*e[3,9,21]-1/4*3^(1/2)*e[3,13,21]+1/2*e[3,
14,21],([3,17,24],6)=1/6*30^(1/2)*e[3,13,24]-1/12*15^(1/2)*e[3,14,24]+1/4*e[
3,17,24],([4,17,25],6)=1/8*10^(1/2)*e[4,9,25]-1/8*6^(1/2)*e[4,11,25]+1/6*5^(
1/2)*3^(1/2)*e[4,14,25]-1/12*3^(1/2)*e[4,15,25]+1/4*5^(1/2)*e[4,16,25],([6,15
,23],6)=3/4*e[6,11,23]-1/4*e[6,15,23]+1/6*6^(1/2)*e[6,17,23]-1/12*5^(1/2)*6^(
1/2)*e[6,18,23],([3,5,11],5)=e[3,4,11],([3,3,14],5)=2/15*5^(1/2)*e[3,2,14
]-5/12*e[3,3,14]+3/20*6^(1/2)*5^(1/2)*e[3,4,14]+1/4*e[3,5,14],([5,11,20],6)=
-3/4*e[5,11,20]-1/2*e[5,17,20]-1/4*3^(1/2)*e[5,18,20],([5,17,24],6)=1/4*15^(
1/2)*e[5,14,24]+1/4*e[5,17,24],([1,1,1,1],4)=e[1,1,1,1],([5,17,20],6)=-1
/2*e[5,11,20]+1/2*3^(1/2)*e[5,18,20],([7,18,18],6)=-e[7,18,18],([7,12,3],
6)=1/4*15^(1/2)*e[7,7,3]+1/4*e[7,12,3],([3,10,5],6)=e[3,10,5],([4,11,20],
6)=-1/4*e[4,11,20]-3/4*e[4,15,20]+1/4*6^(1/2)*e[4,17,20],([5,17,25],6)=1/2*e
[5,11,25]+1/4*3^(1/2)*e[5,14,25]+3/4*e[5,17,25],([3,17,23],6)=-1/4*15^(1/2)*
e[3,14,23]+1/4*e[3,17,23],([6,17,24],6)=e[6,17,24],(10,5)=(table([(1)=[[1,
3,10]],(3)=[[3,3,10],[3,5,10]],(4)=[[4,3,10],[4,5,10]],(6)=[[6,5,
10]]])),([4,5,11],5)=-1/5*5^(1/2)*e[4,4,11]-2/3*e[4,5,11]+4/15*5^(1/2)*e[4,6
,11],([4,3,14],5)=1/4*e[4,3,14]-1/4*6^(1/2)*e[4,4,14]+3/4*e[4,5,14],([6,17
,20],6)=-3/16*5^(1/2)*e[6,6,20]+7/32*e[6,11,20]-15/32*3^(1/2)*e[6,12,20]+3/32
*6^(1/2)*e[6,15,20]-3/16*e[6,17,20]+1/32*30^(1/2)*e[6,18,20],([4,3,3],5)=-e[
4,3,3],([4,16,8],6)=e[4,16,8],([2,16,12],6)=-e[2,16,12],([1,1,3,2],4)
=1/3*5^(1/2)*e[1,1,1,2]+1/3*3^(1/2)*e[1,3,2,2]+1/3*e[1,1,3,2],([3,9,17],6)=3
/8*3^(1/2)*e[3,3,17]+3/8*e[3,9,17]+3/8*2^(1/2)*e[3,10,17]-1/8*2^(1/2)*e[3,13,17
]-1/4*2^(1/2)*e[3,14,17],([4,17,23],6)=1/4*5^(1/2)*e[4,4,23]+1/4*e[4,11,23]+
1/4*6^(1/2)*e[4,15,23]-1/2*e[4,17,23],([3,4,11],5)=e[3,5,11],([4,4,11],5)
=-2/5*e[4,4,11]-1/5*5^(1/2)*e[4,5,11]-4/5*e[4,6,11],([2,4,14],5)=-2/5*6^(1/2
)*e[2,2,14]+1/5*e[2,4,14],([5,18,20],6)=-1/4*3^(1/2)*e[5,11,20]+1/2*3^(1/2)*
e[5,17,20]-1/4*e[5,18,20],([2,14,21],6)=-3/16*5^(1/2)*e[2,2,21]+15/32*3^(1/2
)*e[2,8,21]-7/32*e[2,9,21]+1/32*5^(1/2)*6^(1/2)*e[2,13,21]+3/16*e[2,14,21]-3/32
*6^(1/2)*e[2,16,21],([4,6,18],5)=-2/3*2^(1/2)*e[4,5,18]+1/3*e[4,6,18],(25,6
)=(table([(2)=[[2,9,25],[2,14,25],[2,16,25]],(3)=[[3,9,25],[3,14,
25],[3,17,25]],(4)=[[4,9,25],[4,11,25],[4,14,25],[4,15,25],[4,
16,25],[4,17,25]],(5)=[[5,11,25],[5,14,25],[5,17,25]],(6)=[[6,11,
25],[6,15,25],[6,17,25]]])),([4,11,25],6)=1/8*5^(1/2)*3^(1/2)*e[4,9,25
]+1/8*e[4,11,25]+1/8*5^(1/2)*2^(1/2)*e[4,14,25]+1/8*2^(1/2)*e[4,15,25]-1/8*5^(1
/2)*2^(1/2)*3^(1/2)*e[4,16,25]-1/8*6^(1/2)*e[4,17,25],([1,2,13],5)=2/5*e[1,1
,13]+13/15*e[1,2,13]-2/15*5^(1/2)*e[1,3,13],([1,13,24],6)=-e[1,13,24],([2,4
,4,6],4)=-1/3*e[2,4,4,6]+1/3*3^(1/2)*e[2,2,5,6]+1/3*5^(1/2)*e[2,4,6,6],([2,
4,11],5)=-e[2,4,11],([3,13,6],6)=1/2*3^(1/2)*e[3,3,6]-1/2*e[3,13,6],([5,
17,23],6)=1/3*6^(1/2)*e[5,11,23]+1/12*15^(1/2)*e[5,14,23]-5/12*e[5,17,23]+1/6
*2^(1/2)*e[5,18,23],(19,6)=(table([(2)=[[2,14,19]],(3)=[[3,3,19],[3,10,
19],[3,14,19],[3,17,19]],(4)=[[4,14,19],[4,17,19]],(5)=[[5,5,19],
[5,10,19],[5,14,19],[5,17,19]],(6)=[[6,17,19]]])),([6,18,20],6)=5/
32*6^(1/2)*e[6,6,20]+7/64*30^(1/2)*e[6,11,20]+3/64*5^(1/2)*2^(1/2)*e[6,12,20]+9
/32*5^(1/2)*e[6,15,20]+1/32*30^(1/2)*e[6,17,20]+7/32*e[6,18,20],([3,14,22],6
)=1/8*e[3,9,22]+3/8*3^(1/2)*e[3,10,22]+3/8*e[3,14,22]+3/8*3^(1/2)*e[3,17,22],([
2,9,25],6)=-3/4*e[2,9,25]-1/2*e[2,14,25]-1/4*3^(1/2)*e[2,16,25],([5,6,18]
,5)=-e[5,6,18],([5,11,25],6)=-1/2*3^(1/2)*e[5,14,25]+1/2*e[5,17,25],([3,5
,18],5)=-e[3,5,18],([7,12,16],6)=-1/2*e[7,12,16]+1/2*3^(1/2)*e[7,18,16],(0
,4)=1,([2,13,24],6)=1/12*5^(1/2)*2^(1/2)*3^(1/2)*e[2,9,24]-1/6*e[2,13,24]+1
/3*5^(1/2)*e[2,14,24]+1/12*15^(1/2)*2^(1/2)*e[2,16,24],([2,4,6,5],4)=1/3*2^
(1/2)*3^(1/2)*e[2,2,3,5]+1/3*2^(1/2)*e[2,4,4,5]+1/3*e[2,4,6,5],([4,16,12],6)
=1/4*15^(1/2)*e[4,15,12]+1/4*e[4,16,12],([6,17,23],6)=1/6*6^(1/2)*e[6,11,23]
+1/6*6^(1/2)*e[6,15,23]+1/3*e[6,17,23]+1/3*5^(1/2)*e[6,18,23],([1,3,2,4],4)
=-1/3*e[1,3,2,4]-1/3*3^(1/2)*e[1,1,3,4]+1/3*5^(1/2)*e[1,3,4,4],([3,9,25],6)=
1/2*e[3,14,25]+1/2*3^(1/2)*e[3,17,25],(0,5)=3,([4,5,18],5)=-1/3*e[4,5,18]-2
/3*2^(1/2)*e[4,6,18],([5,18,16],6)=e[5,11,16],([3,3,19],6)=-1/4*e[3,3,19]
+1/4*3^(1/2)*e[3,10,19]-1/4*3^(1/2)*e[3,14,19]-3/4*e[3,17,19],([3,13,24],6)=
1/6*3^(1/2)*e[3,9,24]-1/6*e[3,13,24]+1/6*2^(1/2)*e[3,14,24]+1/6*30^(1/2)*e[3,17
,24],(1,5)=(table([(1)=[[1,1,1]]])),([3,4,14],5)=3/20*6^(1/2)*5^(1/2)*e[3
,3,14]+1/2*e[3,4,14]-1/20*6^(1/2)*5^(1/2)*e[3,5,14],([2,14,13],6)=1/4*15^(1/
2)*e[2,2,13]+1/4*e[2,14,13],([5,18,23],6)=-1/6*3^(1/2)*e[5,11,23]+1/6*5^(1/2
)*2^(1/2)*3^(1/2)*e[5,14,23]+1/6*2^(1/2)*e[5,17,23]+1/6*e[5,18,23],(0,2)=2,([6
,7,18],5)=-2/5*5^(1/2)*e[6,5,18]-2/5*e[6,6,18]+1/5*e[6,7,18],([2,8,21],6)
=1/32*5^(1/2)*3^(1/2)*e[2,2,21]-11/64*e[2,8,21]-15/64*3^(1/2)*e[2,9,21]+3/64*10
^(1/2)*e[2,13,21]+15/32*3^(1/2)*e[2,14,21]+15/64*2^(1/2)*e[2,16,21],([4,9,25]
,6)=-1/8*e[4,9,25]+1/8*5^(1/2)*3^(1/2)*e[4,11,25]+1/8*2^(1/2)*3^(1/2)*e[4,14,
25]+1/8*10^(1/2)*3^(1/2)*e[4,15,25]+1/8*2^(1/2)*e[4,16,25]+1/8*10^(1/2)*e[4,17,
25],([2,9,15],6)=-3/8*5^(1/2)*e[2,8,15]+3/8*e[2,9,15]+1/8*5^(1/2)*2^(1/2)*e[
2,13,15],([4,6,11],5)=-4/5*e[4,4,11]+4/15*5^(1/2)*e[4,5,11]+1/15*e[4,6,11],(
[5,14,13],6)=e[5,14,13],(20,6)=(table([(3)=[[3,17,20]],(4)=[[4,11,20],
[4,15,20],[4,17,20]],(5)=[[5,11,20],[5,17,20],[5,18,20]],(6)=[[6,
6,20],[6,11,20],[6,12,20],[6,15,20],[6,17,20],[6,18,20]],(7)=[[
7,12,20],[7,18,20]]])),([2,14,24],6)=1/6*6^(1/2)*e[2,9,24]+1/3*5^(1/2)*
e[2,13,24]-1/3*e[2,14,24]+1/6*2^(1/2)*3^(1/2)*e[2,16,24],([2,2,3,2],4)=e[2,
2,3,2],([3,13,10],6)=e[3,13,10],([2,2,5,6],4)=1/3*3^(1/2)*e[2,4,4,6]-1/2
*e[2,2,5,6]+1/6*15^(1/2)*e[2,4,6,6],([4,4,14],5)=-1/4*6^(1/2)*e[4,3,14]+1/2*
e[4,4,14]+1/4*6^(1/2)*e[4,5,14],([6,18,23],6)=-1/12*5^(1/2)*6^(1/2)*e[6,11,
23]-1/12*5^(1/2)*6^(1/2)*e[6,15,23]+1/3*5^(1/2)*e[6,17,23]+1/6*e[6,18,23],([6,
17,14],6)=1/4*15^(1/2)*e[6,6,14]-1/4*e[6,17,14],([6,5,18],5)=-1/3*e[6,5,18
]+2/15*5^(1/2)*e[6,6,18]-2/5*5^(1/2)*e[6,7,18],([4,3,10],5)=-1/2*e[4,3,10]+1
/2*3^(1/2)*e[4,5,10],([3,14,24],6)=1/3*6^(1/2)*e[3,9,24]+1/6*2^(1/2)*e[3,13,
24]+5/12*e[3,14,24]-1/12*15^(1/2)*e[3,17,24],([3,5,17],5)=3/4*e[3,3,17]+1/4*
6^(1/2)*e[3,4,17]-1/4*e[3,5,17],([3,14,21],6)=1/2*e[3,9,21]+1/2*3^(1/2)*e[3,
13,21]]):
Semi:=table([(9,15,6)=1/5*5^(1/2)*2^(1/2)*3^(1/2),(1,1,4)=1,(0)={},(3,2
,3)=1,(1)={1,2},(2)={1,2,3,4},(12,16,6)=10,(17,24,6)=5/18*5^(1/2)*3^(1
/2),(3)={1,2,3,4,5,6},(3,13,5)=5^(1/2),(4)={1,2,3,4,5,6,7},(1,2,
4)=1,(2,21,6)=1,(5)={1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,
17,18},(1,1,2)=1,(6)={1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16
,17,18,19,20,21,22,23,24,25},(12,3,6)=1/6*2^(1/2)*3^(1/2),(17,14,6
)=5/2*2^(1/2),(2,2,4)=5^(1/2)*3^(1/2),(6,15,5)=1/3*5^(1/2)*6^(1/2),(6,11,
6)=1,(3,2,4)=5^(1/2),(5,6,4)=3,(16,21,6)=3/2*5^(1/2)*6^(1/2),(5,19,6)=3
*2^(1/2)*3^(1/2),(13,6,6)=1/5*5^(1/2)*3^(1/2),(4,11,5)=1,(5,11,5)=5*3^(1/
2),(2,2,5)=1,(6,11,5)=2*5^(1/2),(1,3,4)=1,(4,5,4)=1/3*3^(1/2),(6,5,4)
=2^(1/2),(4,6,3)=1,(6,6,4)=5^(1/2)*3^(1/2),(6,17,5)=1/5*5^(1/2)*6^(1/2),(
4,4,3)=3^(1/2),(8,21,6)=1/4*5^(1/2)*2^(1/2),(5,7,6)=1,(9,21,6)=3/2*5^(1
/2),(13,21,6)=5/2*6^(1/2),(13,24,6)=1/12*5^(1/2)*2^(1/2),(4,23,6)=1,(4,3
,4)=2^(1/2)*3^(1/2),(3,5,4)=1,(6,6,5)=1,(11,20,6)=1/2,(5,10,5)=2^(1/2)
*3^(1/2),(17,18,6)=1/3*3^(1/2),(2,3,3)=3^(1/2),(1,8,5)=1,(15,9,6)=3/2*2
^(1/2),(8,4,6)=15^(1/2),(3,14,5)=5/2*2^(1/2),(8,10,6)=1,(12,11,6)=1/2*6
^(1/2),(18,11,6)=3/2,(5,14,5)=15,(2,4,2)=1,(3,4,3)=1,(18,20,6)=15/2,(
5,4,4)=5^(1/2),(14,21,6)=3*5^(1/2),(1,3,2)=1,(4,6,4)=1,(10,22,6)=5*2^
(1/2)*3^(1/2),(6,14,6)=1,(2,13,5)=1,(2,5,3)=1,(5,18,5)=1,(9,25,6)=1,(
4,4,4)=5^(1/2),(2,14,5)=1,(3,4,4)=1/3*3^(1/2),(17,20,6)=5/12*6^(1/2),(6
,7,4)=1,(1,10,6)=1,(11,22,6)=6,(15,25,6)=6*2^(1/2),(8,15,6)=1,(14,22
,6)=2,(16,25,6)=2*3^(1/2),(17,22,6)=5*2^(1/2)*3^(1/2),(17,25,6)=5*2^(1/2
)*3^(1/2),(7,12,5)=3*5^(1/2)*2^(1/2),(14,13,6)=15^(1/2),(8,8,6)=1,(10,19
,6)=3^(1/2),(3,6,6)=1,(9,24,6)=1/18*3^(1/2),(3,19,6)=1,(18,16,6)=5*3^(
1/2),(4,14,5)=3*5^(1/2)*2^(1/2),(12,9,6)=1,(2,16,5)=1,(1,1,5)=1,(7,3,
6)=1,(4,24,6)=1,(1,3,3)=1,(1,13,5)=1,(7,7,5)=1,(14,19,6)=1/5*2^(1/2)*
3^(1/2),(1,1,6)=1,(1,4,6)=1,(11,18,6)=1/5,(11,23,6)=1/3*5^(1/2),(4,17
,5)=6/5,(9,17,6)=1/10*2^(1/2)*3^(1/2),(14,23,6)=1/18*6^(1/2),(6,12,5)=1,
(10,17,6)=1/2*2^(1/2)*3^(1/2),(15,23,6)=1/3*5^(1/2)*6^(1/2),(13,17,6)=1/
10*5^(1/2)*2^(1/2)*3^(1/2),(17,23,6)=5/6*5^(1/2),(14,17,6)=1/5*3^(1/2),(18
,23,6)=5*5^(1/2),(1,1,1)=1,(6,20,6)=1,(2,8,5)=6^(1/2),(7,2,6)=1,(11,
16,6)=1,(10,5,6)=1,(18,18,6)=1/2*6^(1/2),(2,9,5)=1,(1,1,3)=1,(16,8,6
)=3*5^(1/2)*2^(1/2),(13,10,6)=6^(1/2),(17,19,6)=3,(4,15,5)=1,(6,18,5)=1
/3*2^(1/2)*3^(1/2),(7,18,5)=5^(1/2)*2^(1/2),(5,17,5)=3*2^(1/2),(3,9,5)=5*
2^(1/2),(13,15,6)=2*3^(1/2),(4,9,5)=2*5^(1/2)*3^(1/2),(2,10,6)=2,(14,24
,6)=1/6*2^(1/2),(5,18,6)=1,(2,13,6)=1,(3,17,5)=1,(3,10,5)=1,(5,5,5)=
1,(12,20,6)=1/3*5^(1/2)*3^(1/2),(16,12,6)=1/6*2^(1/2)*3^(1/2),(3,3,4)=2^(
1/2),(2,4,4)=1,(15,12,6)=1,(9,22,6)=1,(4,4,5)=1,(18,7,6)=3^(1/2),(3,
3,5)=1,(7,11,6)=3*5^(1/2)*3^(1/2),(14,25,6)=2,(4,16,5)=3*5^(1/2)*2^(1/2)
,(15,20,6)=3/2,(11,25,6)=6,(2,2,2)=1,(3,17,6)=1,(16,24,6)=1/18*3^(1/2
),(10,18,6)=1/6,(1,2,1)=1]):
Branch:=table([(21,6)=[2,8,9,13,14,16],(1)=[e1],(2)=[1/2*e1+1/2*e2,1/2
*e1-1/2*e2],(3)=[1/4*e1+1/4*e3+1/4*e2+1/4*e4,1/4*e1-1/4*e3+1/4*e2-1/4*e4,1/4*
e1+1/4*e3-1/4*e2-1/4*e4,1/4*e1-1/4*e3-1/4*e2+1/4*e4],(1,6)=[1],(2,1)=[1],(4)
=[1/12*e1+1/3*e2+1/4*e3+1/6*e4+1/6*e5,1/12*e1+1/6*e2-1/4*e3+1/6*e4-1/6*e5,1/6
*e1+1/6*e2-1/6*e4-1/6*e5,1/6*e1-1/6*e2-1/6*e4+1/6*e5,1/12*e1-1/6*e2-1/4*e3+1/
6*e4+1/6*e5,1/12*e1-1/3*e2+1/4*e3+1/6*e4-1/6*e5],(5)=[1/120*e1+1/12*e2+1/8*e3+
1/6*e4+1/6*e5+1/4*e6+1/5*e7,1/30*e1+1/6*e2+1/6*e4-1/6*e5-1/5*e7,1/24*e1+1/12*
e2+1/8*e3-1/6*e4+1/6*e5-1/4*e6,1/20*e1-1/4*e3+1/5*e7,1/24*e1-1/12*e2+1/8*e3-1
/6*e4-1/6*e5+1/4*e6,1/30*e1-1/6*e2+1/6*e4+1/6*e5-1/5*e7,1/120*e1-1/12*e2+1/8*
e3+1/6*e4-1/6*e5-1/4*e6+1/5*e7],(3,2)=[1],(6)=[1/1920*e1+1/96*e2+7/192*e4+1/24
*e3+1/12*e7+5/32*e5+1/5*e9+1/32*e12+1/24*e18+1/16*e13+1/384*e21+1/32*e6+1/12*e8
+1/96*e22+1/12*e10+1/8*e14,1/480*e1+1/48*e2+1/24*e3-1/12*e7-1/5*e9+1/48*e4+1/
16*e12+1/24*e18+1/16*e5+1/96*e21+1/12*e8+1/48*e22-1/12*e10,1/384*e1+1/96*e2+11
/192*e4-1/24*e3+1/12*e7-3/32*e5+1/32*e12-1/24*e18+1/16*e13+5/384*e21+1/32*e6-1/
12*e8+1/96*e22+1/12*e10-1/8*e14,1/320*e1-1/32*e4+1/5*e9-1/8*e13+1/64*e21-1/16*
e6,1/384*e1-1/96*e2+11/192*e4-1/24*e3-1/12*e7+3/32*e5-1/32*e12-1/24*e18+1/16*
e13+5/384*e21+1/32*e6-1/12*e8-1/96*e22-1/12*e10+1/8*e14,1/480*e1-1/48*e2+1/24*
e3+1/12*e7-1/5*e9+1/48*e4-1/16*e12+1/24*e18-1/16*e5+1/96*e21+1/12*e8-1/48*e22+1
/12*e10,1/1920*e1-1/96*e2+7/192*e4+1/24*e3-1/12*e7-5/32*e5+1/5*e9-1/32*e12+1/
24*e18+1/16*e13+1/384*e21+1/32*e6+1/12*e8-1/96*e22-1/12*e10-1/8*e14,1/384*e1+1
/32*e2+7/192*e4+1/12*e3+5/32*e5-1/32*e12-1/12*e18-1/16*e13-1/128*e21+1/32*e6-1/
32*e22-1/8*e14,1/128*e1+1/32*e2-1/64*e4-3/32*e5-1/32*e12+1/16*e13-3/128*e21-1/
32*e6-1/32*e22+1/8*e14,1/192*e1+7/96*e4-1/12*e3+1/12*e18-1/8*e13-1/64*e21+1/16
*e6,1/128*e1-1/32*e2-1/64*e4+3/32*e5+1/32*e12+1/16*e13-3/128*e21-1/32*e6+1/32*
e22-1/8*e14,1/384*e1-1/32*e2+7/192*e4+1/12*e3-5/32*e5+1/32*e12-1/12*e18-1/16*
e13-1/128*e21+1/32*e6+1/32*e22+1/8*e14,1/192*e1+1/24*e2+5/96*e4+1/24*e3+1/12*
e7+1/24*e18-1/16*e5+1/192*e21-1/16*e6-1/12*e8+1/48*e22-1/12*e10,1/96*e1+1/48*
e2-1/24*e3-1/12*e7-1/48*e4+1/16*e12-1/24*e18-1/16*e5+1/96*e21+1/12*e8-1/48*e22+
1/12*e10,1/192*e1-1/48*e2-7/96*e4+1/24*e3+1/12*e7+1/16*e12+1/24*e18+1/192*e21+
1/16*e6-1/12*e8-1/24*e22-1/12*e10,1/192*e1+1/48*e2-7/96*e4+1/24*e3-1/12*e7-1/
16*e12+1/24*e18+1/192*e21+1/16*e6-1/12*e8+1/24*e22+1/12*e10,1/96*e1-1/48*e2-1/
24*e3+1/12*e7-1/48*e4-1/16*e12-1/24*e18+1/16*e5+1/96*e21+1/12*e8+1/48*e22-1/12*
e10,1/192*e1-1/24*e2+5/96*e4+1/24*e3-1/12*e7+1/24*e18+1/16*e5+1/192*e21-1/16*
e6-1/12*e8-1/48*e22+1/12*e10],(7,6)=[5,18],(22,6)=[9,10,11,14,17],(6,6)
=[3,13],(24,6)=[4,9,13,14,16,17],(18,6)=[5,10,11,17,18],(14,5)=[2
,3,4,5],(11,5)=[4,5,6],(6,5)=[6],(16,6)=[11,12,18],(7,5)=[7],(3,5)=
[3],(15,5)=[4,6],(1,3)=[1],(2,6)=[7],(6,3)=[4],(1,1)=[1],(13,5)=[1,2,3
],(1,4)=[1],(5,4)=[3,4,6],(2,3)=[3],(4,4)=[2,3,4,5],(18,5)=[5,6,7],
(3,3)=[1,2],(2,5)=[2],(5,3)=[2],(4,6)=[1,8],(9,5)=[2,3,4],(13,6)=[2,
14],(4,2)=[2],(8,5)=[1,2],(4,3)=[3,4],(12,5)=[6,7],(4,5)=[4],(5,6)=[10
],(12,6)=[15,16],(3,4)=[1,3,4],(9,6)=[12,15],(5,5)=[5],(14,6)=[6,17],
(17,6)=[3,9,10,13,14],(0,1)=[[2,[1]]],(11,6)=[6,7,12,18],(17,5)=[3
,4,5,6],(0,3)=[[5,[1,3]],[6,[2,1,3]]],(3,6)=[7,12],(8,6)=[8,16],(
23,6)=[4,11,14,15,17,18],(10,6)=[1,2,8,13],(16,5)=[2,4],(2,2)=[2],
(2,4)=[1,2,3],(6,4)=[4,5,6],(1,2)=[1],(15,6)=[8,9,13],(7,4)=[6],(10
,5)=[3,5],(25,6)=[9,11,14,15,16,17],(19,6)=[3,5,10,14,17],(0,5)=[
[8,[2,5]],[9,[2,5,3]],[11,[2,5,4]],[10,[2,5,3,1]],[12,[2,5,4
,1]],[15,[2,5,4,3]],[18,[2,5,4,3,1]]],(1,5)=[1],(0,2)=[[3,[2]],
[4,[1,2]]],(20,6)=[6,11,12,15,17,18]]):