Rep:=table([(0)=[[1]],([3,6,10],8)=e[3,6,10],([13,16,24],8)=-1/7*e[13,
16,24]+4/7*3^(1/2)*e[13,20,24],([2],1)=-e[2],([11,17,24],8)=2/5*3^(1/2)*2^
(1/2)*e[11,16,24]+1/5*e[11,17,24],(1)=[[1,1],[1,-1]],([6,9,15],8)=-1/4*e
[6,9,15]+1/4*3^(1/2)*5^(1/2)*e[6,11,15],([3,3,3],5)=e[3,3,3],(2)=[[1,1,1]
,[2,0,-1],[1,-1,1]],(1,6)=(table([(1)=[[1,1,1]]])),([7,7,12],7)=-1
/7*e[7,7,12]+4/7*3^(1/2)*e[7,11,12],([7,11,17],7)=-e[7,11,17],([9,15,23],
8)=-e[9,15,23],(3)=[[1,1,1,1,1],[3,1,-1,0,-1],[2,0,2,-1,0],[3,
-1,-1,0,1],[1,-1,1,1,-1]],(11,7)=(table([(3)=[[3,6,11]],(4)=[[4,6,
11],[4,7,11]],(6)=[[6,6,11],[6,10,11]],(7)=[[7,7,11],[7,10,11]],(
9)=[[9,10,11]]])),([5,8,13],7)=e[5,8,13],([1],1)=e[1],(1,5)=(table([(1)
=[[1,1,1]]])),(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]],([6,7,7],6)=e[6,7,7],(1,7)=(table([(1
)=[[1,1,1]]])),([3,5,8],7)=e[3,5,8],([1,1,2],8)=-1/8*e[1,1,2]+3/8*7^(1
/2)*e[1,2,2],([2,2,4],6)=-1/6*e[2,2,4]+1/6*35^(1/2)*e[2,4,4],([3,6,11],8
)=-e[3,6,11],([14,20,28],8)=-1/6*e[14,20,28]+1/6*35^(1/2)*e[14,21,28],(5)=[
[1,1,1,1,1,1,1,1,1,1,1],[5,3,1,-1,2,0,-1,1,-1,0,-1],[9,
3,1,3,0,0,0,-1,1,-1,0],[10,2,-2,-2,1,-1,1,0,0,0,1],[5,1,
1,-3,-1,1,2,-1,-1,0,0],[16,0,0,0,-2,0,-2,0,0,1,0],[10,-2,
-2,2,1,1,1,0,0,0,-1],[5,-1,1,3,-1,-1,2,1,-1,0,0],[9,-3,1
,-3,0,0,0,1,1,-1,0],[5,-3,1,1,2,0,-1,-1,-1,0,1],[1,-1,1,
-1,1,-1,1,-1,1,1,-1]],([9,10,14],7)=-e[9,10,14],([3,5,9],5)=-e[3,
5,9],(14,8)=(table([(5)=[[5,9,14]],(6)=[[6,9,14],[6,10,14]],(8)=[[8,9
,14],[8,13,14]],(9)=[[9,10,14],[9,13,14]]])),(6)=[[1,1,1,1,1,1,
1,1,1,1,1,1,1,1,1],[6,4,2,0,3,1,-1,0,2,0,-1,1,-1,0,-1],
[14,6,2,2,2,0,2,-1,0,0,0,-1,1,-1,0],[15,5,-1,-3,3,-1,-1,
0,1,-1,1,0,0,0,1],[14,4,2,0,-1,1,-1,2,-2,0,1,-1,-1,0,0],
[35,5,-1,1,-1,-1,-1,-1,-1,1,-1,0,0,1,0],[20,0,-4,0,2,0,2,
2,0,0,0,0,0,0,-1],[21,1,1,-3,-3,1,1,0,-1,-1,-1,1,1,0,0],
[21,-1,1,3,-3,-1,1,0,1,-1,1,1,-1,0,0],[35,-5,-1,-1,-1,1,-\
1,-1,1,1,1,0,0,-1,0],[15,-5,-1,3,3,1,-1,0,-1,-1,-1,0,0,0
,1],[14,-4,2,0,-1,-1,-1,2,2,0,-1,-1,1,0,0],[14,-6,2,-2,2,
0,2,-1,0,0,0,-1,-1,1,0],[6,-4,2,0,3,-1,-1,0,-2,0,1,1,1,
0,-1],[1,-1,1,-1,1,-1,1,1,-1,1,-1,1,-1,-1,1]],(5,8)=(table([(
2)=[[2,3,5]],(3)=[[3,3,5],[3,5,5]],(5)=[[5,5,5]]])),([9,13,14],8)=
1/2*3^(1/2)*e[9,10,14]+1/2*e[9,13,14],([3,3,5],6)=-1/2*e[3,3,5]+1/2*3^(1/2)
*e[3,5,5],([6,7,10],6)=-1/2*e[6,7,10]+1/2*3^(1/2)*e[6,9,10],(7)=[[1,1,1,
1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1],[7,5,3,1,-1,4,
2,0,1,-1,3,1,-1,0,-1,2,0,-1,1,-1,0,-1],[20,10,4,2,4,5,1,
1,-1,1,2,0,2,-1,0,0,0,0,-1,1,-1,0],[21,9,1,-3,-3,6,0,-2,
0,0,3,-1,-1,0,1,1,-1,1,0,0,0,1],[28,10,4,2,-4,1,1,1,1,1
,-2,0,-2,1,0,-2,0,1,-1,-1,0,0],[64,16,0,0,0,4,-2,0,-2,-2
,0,0,0,0,0,-1,1,-1,0,0,1,0],[35,5,-5,-3,3,5,-1,1,2,2,1,
-1,1,1,-1,0,0,0,0,0,0,-1],[14,4,2,0,6,-1,1,-1,2,-2,-2,0,
2,1,2,-1,-1,-1,0,0,0,0],[70,10,2,-2,-2,-5,1,-1,1,1,-4,0,
0,-1,-2,0,0,0,1,1,0,0],[56,4,0,4,8,-4,-2,0,-1,1,0,0,0,0
,0,1,-1,1,1,-1,0,0],[90,0,-6,0,-6,0,0,0,0,0,0,2,0,0,2,
0,0,0,0,0,-1,0],[35,-5,-5,3,3,5,1,1,2,-2,-1,-1,-1,-1,-1,
0,0,0,0,0,0,1],[42,0,2,0,-6,-6,0,2,0,0,0,-2,0,0,2,2,0,
-1,0,0,0,0],[56,-4,0,-4,8,-4,2,0,-1,-1,0,0,0,0,0,1,1,1,
-1,-1,0,0],[70,-10,2,2,-2,-5,-1,-1,1,-1,4,0,0,1,-2,0,0,0,
-1,1,0,0],[64,-16,0,0,0,4,2,0,-2,2,0,0,0,0,0,-1,-1,-1,0,
0,1,0],[21,-9,1,3,-3,6,0,-2,0,0,-3,-1,1,0,1,1,1,1,0,0,0
,-1],[14,-4,2,0,6,-1,-1,-1,2,2,2,0,-2,-1,2,-1,1,-1,0,0,0
,0],[28,-10,4,-2,-4,1,-1,1,1,-1,2,0,2,-1,0,-2,0,1,1,-1,0
,0],[20,-10,4,-2,4,5,-1,1,-1,-1,-2,0,-2,1,0,0,0,0,1,1,-1
,0],[7,-5,3,-1,-1,4,-2,0,1,1,-3,1,1,0,-1,2,0,-1,-1,-1,0,
1],[1,-1,1,-1,1,1,-1,1,1,-1,-1,1,-1,-1,1,1,-1,1,-1,1,1,-\
1]],([7,7,11],7)=-1/3*e[7,7,11]+2/3*2^(1/2)*e[7,10,11],(20,7)=(table([(9)=
[[9,13,20]],(10)=[[10,13,20],[10,14,20]],(11)=[[11,14,20]]])),([4,4,
7],5)=-1/5*e[4,4,7]+2/5*6^(1/2)*e[4,6,7],([3,5,8],6)=-1/3*e[3,5,8]+2/3*2^(
1/2)*e[3,6,8],([9,13,20],8)=-1/4*e[9,13,20]+1/4*3^(1/2)*5^(1/2)*e[9,15,20],
([8,14,21],8)=-e[8,14,21],(8)=[[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],[8,6,4,2,0,5,3,1,-1,2
,0,-1,4,2,0,1,-1,0,3,1,-1,0,-1,2,0,-1,1,-1,0,-1],[27,15,
7,3,3,9,3,1,3,0,0,0,5,1,1,-1,1,-1,2,0,2,-1,0,0,0,0,-1,
1,-1,0],[28,14,4,-2,-4,10,2,-2,-2,1,-1,1,6,0,-2,0,0,0,3,
-1,-1,0,1,1,-1,1,0,0,0,1],[48,20,8,4,0,6,2,2,-2,0,2,3,0
,0,0,0,0,0,-2,0,-2,1,0,-2,0,1,-1,-1,0,0],[105,35,5,-1,1,
15,-1,-1,-1,-3,-1,-3,5,-1,1,-1,-1,1,0,0,0,0,0,-1,1,-1,0,
0,1,0],[56,14,-4,-6,0,11,-1,-1,3,2,2,2,4,-2,0,1,1,0,1,-1
,1,1,-1,0,0,0,0,0,0,-1],[42,14,6,2,2,0,2,0,2,3,-1,-3,-4
,0,0,2,0,2,-3,-1,1,0,1,-1,-1,-1,0,0,0,0],[162,36,6,0,-6,
0,0,0,0,0,0,0,-6,0,-2,0,0,-2,-3,1,1,0,-1,0,0,0,1,1,0,0
],[120,20,0,4,8,0,-4,0,4,-3,-1,3,0,0,0,0,0,0,0,0,0,0,0,
1,-1,1,1,-1,0,0],[189,21,-11,-3,-3,9,-3,1,-3,0,0,0,1,1,1,
1,1,1,-1,1,-1,-1,1,0,0,0,0,0,-1,0],[70,0,-10,0,6,10,0,2,
0,4,0,-2,0,-2,0,0,-2,-2,0,0,0,0,0,0,0,0,0,0,0,1],[84,14
,4,-2,4,-6,2,-2,-2,3,-1,3,-6,0,2,0,0,0,-1,-1,-1,-1,-1,1,
1,1,0,0,0,0],[168,14,4,2,0,-15,-1,1,-1,0,2,-3,-4,-2,0,-1,
1,0,3,-1,-1,0,1,2,0,-1,0,0,0,0],[216,6,-4,-6,0,-9,3,-1,3
,0,0,0,-4,2,0,-1,-1,0,1,1,1,1,1,0,0,0,-1,-1,0,0],[216,-\
6,-4,6,0,-9,-3,-1,-3,0,0,0,4,2,0,1,-1,0,1,-1,1,1,-1,0,0
,0,-1,1,0,0],[189,-21,-11,3,-3,9,3,1,3,0,0,0,-1,1,-1,-1,
1,1,-1,-1,-1,-1,-1,0,0,0,0,0,1,0],[56,-14,-4,6,0,11,1,-1,
-3,2,-2,2,-4,-2,0,-1,1,0,1,1,1,1,1,0,0,0,0,0,0,-1],[42,
0,2,0,-6,-6,0,2,0,0,0,6,0,-2,0,0,-2,2,2,0,2,-1,0,0,0,0
,0,0,0,0],[168,-14,4,-2,0,-15,1,1,1,0,-2,-3,4,-2,0,1,1,0
,3,1,-1,0,-1,-2,0,1,0,0,0,0],[120,-20,0,-4,8,0,4,0,-4,-3
,1,3,0,0,0,0,0,0,0,0,0,0,0,-1,-1,-1,1,1,0,0],[84,-14,4,
2,4,-6,-2,-2,2,3,1,3,6,0,-2,0,0,0,-1,1,-1,-1,1,-1,1,-1,
0,0,0,0],[162,-36,6,0,-6,0,0,0,0,0,0,0,6,0,2,0,0,-2,-3,
-1,1,0,1,0,0,0,1,-1,0,0],[105,-35,5,1,1,15,1,-1,1,-3,1,-\
3,-5,-1,-1,1,-1,1,0,0,0,0,0,1,1,1,0,0,-1,0],[28,-14,4,2,
-4,10,-2,-2,2,1,1,1,-6,0,2,0,0,0,3,1,-1,0,-1,-1,-1,-1,0,
0,0,1],[42,-14,6,-2,2,0,-2,0,-2,3,1,-3,4,0,0,-2,0,2,-3,1
,1,0,-1,1,-1,1,0,0,0,0],[48,-20,8,-4,0,6,-2,2,2,0,-2,3,
0,0,0,0,0,0,-2,0,-2,1,0,2,0,-1,-1,1,0,0],[27,-15,7,-3,3,
9,-3,1,-3,0,0,0,-5,1,-1,1,1,-1,2,0,2,-1,0,0,0,0,-1,-1,1
,0],[8,-6,4,-2,0,5,-3,1,1,2,0,-1,-4,2,0,-1,-1,0,3,-1,-1,
0,1,-2,0,1,1,1,0,-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]],([5,8,13],8)=-1/4*
e[5,8,13]+1/4*15^(1/2)*e[5,9,13],(7,7)=(table([(2)=[[2,4,7]],(4)=[[4,4,7]
,[4,7,7]],(7)=[[7,7,7]]])),(16,8)=(table([(6)=[[6,10,16],[6,11,16]]
,(7)=[[7,11,16]],(9)=[[9,10,16],[9,15,16]],(10)=[[10,11,16],[10,15,
16]],(12)=[[12,15,16]]])),([2,2,3],5)=-1/3*e[2,2,3]+2/3*2^(1/2)*e[2,3,3],
([2,3,5],5)=e[2,3,5],([1,2,3],2)=-e[1,2,3],([9,10,16],7)=-1/6*e[9,10,
16]+1/6*5^(1/2)*7^(1/2)*e[9,13,16],([5,6,9],5)=-e[5,6,9],([3,4,6],4)=-1/
4*e[3,4,6]+1/4*15^(1/2)*e[3,5,6],(6,6)=(table([(2)=[[2,3,6],[2,4,6]],(3)
=[[3,3,6],[3,6,6]],(4)=[[4,4,6],[4,6,6]],(5)=[[5,6,6]]])),(30,8)=
(table([(15)=[[15,22,30]]])),(5,6)=(table([(2)=[[2,3,5]],(3)=[[3,3,5],
[3,5,5]]])),([13,20,28],8)=-e[13,20,28],([10,15,20],8)=1/2*3^(1/2)*e[
10,14,20]+1/2*e[10,15,20],([13,16,21],8)=-e[13,16,21],([12,18,22],8)=1/4
*15^(1/2)*e[12,15,22]+1/4*e[12,18,22],([4,6,9],7)=e[4,6,9],(14,7)=(table([
(5)=[[5,8,14]],(6)=[[6,8,14],[6,10,14]],(7)=[[7,10,14]],(9)=[[9,10,
14]]])),([4,6,9],5)=2/3*2^(1/2)*e[4,5,9]+1/3*e[4,6,9],([5,6,8],6)=-e[5,6
,8],([3,6,9],7)=2/3*2^(1/2)*e[3,5,9]+1/3*e[3,6,9],(16,7)=(table([(6)=[[6,
10,16]],(7)=[[7,10,16],[7,11,16]],(9)=[[9,10,16],[9,13,16]],(10)=[[
10,11,16],[10,13,16]]])),([1,1,1],2)=e[1,1,1],([2,3,6],5)=-1/2*e[2,
3,6]+1/2*3^(1/2)*e[2,4,6],([6,9,15],7)=-1/2*e[6,9,15]+1/2*3^(1/2)*e[6,10,15
],([2,4,4],5)=2/5*6^(1/2)*e[2,2,4]+1/5*e[2,4,4],([3,6,10],6)=-e[3,6,10],
([2,4,4],8)=3/8*7^(1/2)*e[2,2,4]+1/8*e[2,4,4],([3,5,9],8)=-1/3*e[3,5,9]+
2/3*2^(1/2)*e[3,6,9],([6,9,14],8)=-1/2*e[6,9,14]+1/2*3^(1/2)*e[6,10,14],([
11,16,17],8)=2/3*2^(1/2)*e[11,12,17]+1/3*e[11,16,17],([14,21,28],8)=1/6*
35^(1/2)*e[14,20,28]+1/6*e[14,21,28],(12,6)=(table([(5)=[[5,8,12],[5,9,
12]],(6)=[[6,9,12]]])),([10,13,16],7)=1/2*3^(1/2)*e[10,11,16]+1/2*e[10,13
,16],([1,2,2],6)=1/6*35^(1/2)*e[1,1,2]+1/6*e[1,2,2],([4,4,7],7)=-1/7*e[4
,4,7]+4/7*3^(1/2)*e[4,7,7],([5,8,8],8)=1/2*3^(1/2)*e[5,5,8]+1/2*e[5,8,8],([
2,3,3],4)=1/2*3^(1/2)*e[2,2,3]+1/2*e[2,3,3],([4,6,10],7)=-e[4,6,10],([7,
12,12],8)=3/8*7^(1/2)*e[7,7,12]+1/8*e[7,12,12],([1,2,4],3)=-e[1,2,4],(2,
3)=(table([(1)=[[1,1,2],[1,2,2]],(2)=[[2,2,2]]])),([10,13,19],7)=-e[
10,13,19],(3,8)=(table([(1)=[[1,2,3]],(2)=[[2,2,3],[2,3,3]],(3)=[[3,3
,3]]])),(19,7)=(table([(8)=[[8,12,19]],(9)=[[9,12,19],[9,13,19]],(10)
=[[10,13,19]]])),([7,10,11],6)=e[7,10,11],([1,2,2],7)=4/7*3^(1/2)*e[1,
1,2]+1/7*e[1,2,2],([9,10,15],7)=-1/3*e[9,10,15]+2/3*2^(1/2)*e[9,12,15],(5,
3)=(table([(2)=[[2,3,5]]])),(2,5)=(table([(1)=[[1,1,2],[1,2,2]],(2)=[[
2,2,2]]])),([4,4,4],5)=e[4,4,4],([12,19,27],8)=-e[12,19,27],(3,4)=(
table([(1)=[[1,2,3]],(2)=[[2,2,3],[2,3,3]]])),([1,1,1],5)=e[1,1,1],(
[4,6,9],6)=-e[4,6,9],([7,10,14],6)=-1/6*e[7,10,14]+1/6*35^(1/2)*e[7,11,
14],([14,21,29],8)=-e[14,21,29],([4,4,4],8)=e[4,4,4],(7,6)=(table([(2)=
[[2,4,7]],(4)=[[4,4,7],[4,7,7]],(6)=[[6,7,7]]])),([2,2,3],8)=-1/6*
e[2,2,3]+1/6*35^(1/2)*e[2,3,3],([6,11,16],8)=1/2*3^(1/2)*e[6,10,16]+1/2*e[6
,11,16],([2,2,2],6)=e[2,2,2],([10,16,23],8)=2/3*2^(1/2)*e[10,15,23]+1/3*
e[10,16,23],([2,4,7],6)=-e[2,4,7],([5,5,5],8)=e[5,5,5],([4,6,6],8)=2/
5*6^(1/2)*e[4,4,6]+1/5*e[4,6,6],([6,8,14],7)=-1/4*e[6,8,14]+1/4*15^(1/2)*e[
6,10,14],([9,15,16],8)=1/6*5^(1/2)*7^(1/2)*e[9,10,16]+1/6*e[9,15,16],(8,5)
=(table([(3)=[[3,5,8]],(4)=[[4,5,8]]])),([6,10,14],8)=1/2*3^(1/2)*e[6,9
,14]+1/2*e[6,10,14],([13,20,24],8)=4/7*3^(1/2)*e[13,16,24]+1/7*e[13,20,24],
(6,5)=(table([(2)=[[2,3,6],[2,4,6]],(3)=[[3,3,6],[3,5,6]],(4)=[[4,
4,6],[4,5,6]]])),([2,2,2],7)=e[2,2,2],([4,6,11],7)=-1/3*e[4,6,11]+2/
3*2^(1/2)*e[4,7,11],([3,3,3],7)=e[3,3,3],([11,15,22],7)=-e[11,15,22],([
12,15,22],8)=-1/4*e[12,15,22]+1/4*15^(1/2)*e[12,18,22],([15,22,29],8)=3/
8*7^(1/2)*e[15,21,29]+1/8*e[15,22,29],(18,7)=(table([(8)=[[8,12,18]],(9)=[[
9,12,18]]])),([6,6,6],8)=e[6,6,6],([2,2,4],5)=-1/5*e[2,2,4]+2/5*6^(1/2
)*e[2,4,4],([7,11,12],7)=4/7*3^(1/2)*e[7,7,12]+1/7*e[7,11,12],([10,11,17]
,7)=-1/7*e[10,11,17]+4/7*3^(1/2)*e[10,14,17],([1,1,2],5)=-1/5*e[1,1,2]+2/5
*6^(1/2)*e[1,2,2],([2,3,3],6)=1/4*15^(1/2)*e[2,2,3]+1/4*e[2,3,3],([2,3,6]
,6)=-1/2*e[2,3,6]+1/2*3^(1/2)*e[2,4,6],([4,4,4],6)=e[4,4,4],([2,2,4],8)
=-1/8*e[2,2,4]+3/8*7^(1/2)*e[2,4,4],([6,6,9],8)=-1/3*e[6,6,9]+2/3*2^(1/2)*e
[6,9,9],([10,11,16],8)=-1/4*e[10,11,16]+1/4*15^(1/2)*e[10,15,16],([1,1,2]
,6)=-1/6*e[1,1,2]+1/6*35^(1/2)*e[1,2,2],([1,2,4],6)=-e[1,2,4],([5,5,8],
8)=-1/2*e[5,5,8]+1/2*3^(1/2)*e[5,8,8],([2,2,3],4)=-1/2*e[2,2,3]+1/2*3^(1/2)
*e[2,3,3],([4,5,6],5)=1/2*3^(1/2)*e[4,4,6]+1/2*e[4,5,6],([3,6,6],8)=4/7*
3^(1/2)*e[3,3,6]+1/7*e[3,6,6],([2,4,5],4)=1/2*3^(1/2)*e[2,3,5]+1/2*e[2,4,5]
,([7,7,12],8)=-1/8*e[7,7,12]+3/8*7^(1/2)*e[7,12,12],(5,5)=(table([(2)=[[2,
3,5]],(3)=[[3,3,5]]])),([4,5,8],5)=-e[4,5,8],([5,9,10],6)=2/5*6^(1/2)
*e[5,6,10]+1/5*e[5,9,10],([1,2,4],7)=-e[1,2,4],([13,16,17],8)=e[13,16,17
],([2,3,5],6)=e[2,3,5],(5,7)=(table([(2)=[[2,3,5]],(3)=[[3,3,5],[3,5
,5]],(5)=[[5,5,5]]])),([6,10,11],7)=1/6*35^(1/2)*e[6,6,11]+1/6*e[6,10,11
],([2,3,5],8)=e[2,3,5],(9,8)=(table([(3)=[[3,5,9],[3,6,9]],(4)=[[4,6
,9]],(5)=[[5,5,9],[5,9,9]],(6)=[[6,6,9],[6,9,9]],(8)=[[8,9,9]]]))
,([4,6,7],5)=2/5*6^(1/2)*e[4,4,7]+1/5*e[4,6,7],([8,9,13],7)=-e[8,9,13],(
[8,14,20],8)=1/2*3^(1/2)*e[8,13,20]+1/2*e[8,14,20],([10,14,21],8)=-1/5*e
[10,14,21]+2/5*6^(1/2)*e[10,16,21],([1,1,2],7)=-1/7*e[1,1,2]+4/7*3^(1/2)*e[
1,2,2],([5,9,13],8)=1/4*15^(1/2)*e[5,8,13]+1/4*e[5,9,13],([4,5,9],5)=-1/
3*e[4,5,9]+2/3*2^(1/2)*e[4,6,9],([1,1,1],6)=e[1,1,1],([15,22,30],8)=-e[
15,22,30],(7,5)=(table([(2)=[[2,4,7]],(4)=[[4,4,7],[4,6,7]],(5)=[[5,6
,7]]])),([3,6,6],6)=2/5*3^(1/2)*2^(1/2)*e[3,3,6]+1/5*e[3,6,6],([4,7,7],
8)=3/8*7^(1/2)*e[4,4,7]+1/8*e[4,7,7],([10,11,17],8)=-1/7*e[10,11,17]+4/7*3^
(1/2)*e[10,16,17],(18,8)=(table([(7)=[[7,12,18]],(11)=[[11,12,18],[11,
17,18]],(14)=[[14,17,18]]])),([3,3,3],6)=e[3,3,3],([3,6,6],7)=1/6*5^(
1/2)*7^(1/2)*e[3,3,6]+1/6*e[3,6,6],([1,2,3],5)=e[1,2,3],(12,8)=(table([(4)
=[[4,7,12]],(7)=[[7,7,12],[7,12,12]],(11)=[[11,12,12]]])),([12,15,
16],8)=e[12,15,16],(0,2)=0,([9,13,19],7)=2/3*2^(1/2)*e[9,12,19]+1/3*e[9,
13,19],([7,11,16],7)=1/4*15^(1/2)*e[7,10,16]+1/4*e[7,11,16],([4,4,6],7)=
-1/4*e[4,4,6]+1/4*15^(1/2)*e[4,6,6],(14,6)=(table([(6)=[[6,10,14]],(7)=[[7,
10,14],[7,11,14]]])),([4,4,6],8)=-1/5*e[4,4,6]+2/5*6^(1/2)*e[4,6,6],(11
,5)=(table([(5)=[[5,7,11]]])),(17,8)=(table([(6)=[[6,11,17]],(7)=[[7,11
,17],[7,12,17]],(10)=[[10,11,17],[10,16,17]],(11)=[[11,12,17],[11,
16,17]],(13)=[[13,16,17]]])),([3,5,9],7)=-1/3*e[3,5,9]+2/3*2^(1/2)*e[3,6
,9],(3,2)=(table([(1)=[[1,2,3]]])),(7,4)=(table([(3)=[[3,5,7]]])),(22,7
)=(table([(11)=[[11,15,22]]])),([1,2,3],7)=e[1,2,3],([12,15,20],8)=-e[
12,15,20],(0,1)=1,([14,20,24],8)=1/2*3^(1/2)*e[14,17,24]+1/2*e[14,20,24],(
[4,4,6],5)=-1/2*e[4,4,6]+1/2*3^(1/2)*e[4,5,6],([4,7,11],6)=-e[4,7,11],([
15,21,29],8)=-1/8*e[15,21,29]+3/8*7^(1/2)*e[15,22,29],([4,4,6],6)=-1/3*e
[4,4,6]+2/3*2^(1/2)*e[4,6,6],([1,2,3],8)=e[1,2,3],([5,9,9],8)=1/6*35^(1/
2)*e[5,5,9]+1/6*e[5,9,9],(6,4)=(table([(2)=[[2,4,6]],(3)=[[3,4,6],[3,5,
6]]])),(9,5)=(table([(3)=[[3,5,9]],(4)=[[4,5,9],[4,6,9]],(5)=[[5,6,9
]]])),([8,9,15],7)=-1/5*e[8,9,15]+2/5*6^(1/2)*e[8,12,15],([4,6,10],6)=-1
/3*e[4,6,10]+2/3*2^(1/2)*e[4,7,10],([11,15,21],7)=4/7*3^(1/2)*e[11,14,21]+1
/7*e[11,15,21],([3,5,6],4)=1/4*15^(1/2)*e[3,4,6]+1/4*e[3,5,6],([2,4,6],6
)=1/2*3^(1/2)*e[2,3,6]+1/2*e[2,4,6],([4,4,7],8)=-1/8*e[4,4,7]+3/8*7^(1/2)*e
[4,7,7],([2,2,3],6)=-1/4*e[2,2,3]+1/4*15^(1/2)*e[2,3,3],([11,12,18],8)=-\
1/8*e[11,12,18]+3/8*7^(1/2)*e[11,17,18],([11,14,20],7)=-e[11,14,20],(22,8)
=(table([(9)=[[9,15,22]],(10)=[[10,15,22]],(12)=[[12,15,22],[12,18,22
]]])),([5,8,12],6)=-1/2*e[5,8,12]+1/2*3^(1/2)*e[5,9,12],(17,7)=(table([(7)
=[[7,11,17]],(10)=[[10,11,17],[10,14,17]],(11)=[[11,14,17]]])),([4,7
,7],7)=4/7*3^(1/2)*e[4,4,7]+1/7*e[4,7,7],([10,15,23],8)=-1/3*e[10,15,23]+
2/3*2^(1/2)*e[10,16,23],([6,6,6],7)=e[6,6,6],(9,7)=(table([(3)=[[3,5,9],
[3,6,9]],(4)=[[4,6,9]],(5)=[[5,5,9],[5,8,9]],(6)=[[6,6,9],[6,8,9
]]])),([6,9,13],7)=1/2*3^(1/2)*e[6,8,13]+1/2*e[6,9,13],([3,6,10],7)=e[3,
6,10],([2,3,5],4)=-1/2*e[2,3,5]+1/2*3^(1/2)*e[2,4,5],(3,7)=(table([(1)=[[1
,2,3]],(2)=[[2,2,3],[2,3,3]],(3)=[[3,3,3]]])),(15,7)=(table([(6)=[[6
,9,15],[6,10,15]],(7)=[[7,10,15]],(8)=[[8,9,15],[8,12,15]],(9)=[[9
,10,15],[9,12,15]]])),([9,12,19],7)=-1/3*e[9,12,19]+2/3*2^(1/2)*e[9,13
,19],([3,5,6],5)=1/4*15^(1/2)*e[3,3,6]+1/4*e[3,5,6],([4,6,10],5)=-e[4,6,
10],(0,8)=6,([5,9,15],8)=-e[5,9,15],(3,6)=(table([(1)=[[1,2,3]],(2)=[[2
,2,3],[2,3,3]],(3)=[[3,3,3]]])),([11,17,18],8)=3/8*7^(1/2)*e[11,12,
18]+1/8*e[11,17,18],([2,4,6],4)=-e[2,4,6],([8,12,15],7)=2/5*6^(1/2)*e[8,
9,15]+1/5*e[8,12,15],(29,8)=(table([(14)=[[14,21,29]],(15)=[[15,21,29],[
15,22,29]]])),([1,1,1],3)=e[1,1,1],(3,5)=(table([(1)=[[1,2,3]],(2)=[[2
,2,3],[2,3,3]],(3)=[[3,3,3]]])),([10,11,15],8)=-1/2*e[10,11,15]+1/2*
3^(1/2)*e[10,14,15],([3,3,6],6)=-1/5*e[3,3,6]+2/5*3^(1/2)*2^(1/2)*e[3,6,6],
([2,3,6],7)=-1/2*e[2,3,6]+1/2*3^(1/2)*e[2,4,6],(4,3)=(table([(1)=[[1,2,4
]],(2)=[[2,2,4],[2,3,4]]])),([1,2,2],5)=2/5*6^(1/2)*e[1,1,2]+1/5*e[1,2
,2],([7,11,14],6)=1/6*35^(1/2)*e[7,10,14]+1/6*e[7,11,14],([8,9,15],8)=-1
/6*e[8,9,15]+1/6*35^(1/2)*e[8,14,15],([3,3,5],7)=-1/3*e[3,3,5]+2/3*2^(1/2)*
e[3,5,5],([11,16,24],8)=-1/5*e[11,16,24]+2/5*3^(1/2)*2^(1/2)*e[11,17,24],([
2,4,4],7)=4/7*3^(1/2)*e[2,2,4]+1/7*e[2,4,4],([13,16,23],8)=-1/3*e[13,16,
23]+2/3*2^(1/2)*e[13,19,23],([10,16,17],8)=4/7*3^(1/2)*e[10,11,17]+1/7*e[10
,16,17],([4,4,7],6)=-1/6*e[4,4,7]+1/6*35^(1/2)*e[4,7,7],(13,7)=(table([(5)
=[[5,8,13]],(6)=[[6,8,13],[6,9,13]],(8)=[[8,9,13]]])),([1,1,1],7)=
e[1,1,1],([6,10,14],7)=1/4*15^(1/2)*e[6,8,14]+1/4*e[6,10,14],(13,8)=(table
([(5)=[[5,8,13],[5,9,13]],(6)=[[6,9,13]],(8)=[[8,9,13]]])),(0,6)=4,(
[9,10,14],8)=-1/2*e[9,10,14]+1/2*3^(1/2)*e[9,13,14],(7,8)=(table([(2)=[[2,
4,7]],(4)=[[4,4,7],[4,7,7]],(7)=[[7,7,7]]])),([3,6,9],6)=e[3,6,9],(
[6,6,11],7)=-1/6*e[6,6,11]+1/6*35^(1/2)*e[6,10,11],(8,7)=(table([(3)=[[3,
5,8]],(5)=[[5,5,8]]])),([6,11,17],8)=-e[6,11,17],([10,15,22],8)=-e[10
,15,22],([14,17,24],8)=-1/2*e[14,17,24]+1/2*3^(1/2)*e[14,20,24],([10,13,
20],7)=-1/5*e[10,13,20]+2/5*6^(1/2)*e[10,14,20],([5,5,9],8)=-1/6*e[5,5,9]+
1/6*35^(1/2)*e[5,9,9],(26,8)=(table([(12)=[[12,18,26],[12,19,26]],(13)=[
[13,19,26]]])),([10,11,12],7)=e[10,11,12],([10,14,17],7)=4/7*3^(1/2)*e
[10,11,17]+1/7*e[10,14,17],([11,14,21],7)=-1/7*e[11,14,21]+4/7*3^(1/2)*e[11
,15,21],(11,6)=(table([(4)=[[4,7,11]],(6)=[[6,7,11],[6,10,11]],(7)=[[7
,10,11]]])),([4,6,9],8)=e[4,6,9],([4,4,4],7)=e[4,4,4],([15,21,28],8
)=-e[15,21,28],([1,2,4],8)=-e[1,2,4],([6,10,16],7)=-e[6,10,16],(11,8)=(
table([(3)=[[3,6,11]],(4)=[[4,6,11],[4,7,11]],(6)=[[6,6,11],[6,11,
11]],(7)=[[7,7,11],[7,11,11]],(10)=[[10,11,11]]])),([11,16,23],8)=-e
[11,16,23],([2,3,3],7)=2/5*6^(1/2)*e[2,2,3]+1/5*e[2,3,3],([1,2,2],8)=3/8
*7^(1/2)*e[1,1,2]+1/8*e[1,2,2],([8,13,19],8)=e[8,13,19],(0,4)=2,(2,4)=(
table([(1)=[[1,1,2],[1,2,2]],(2)=[[2,2,2]]])),([3,5,5],8)=1/4*15^(1/
2)*e[3,3,5]+1/4*e[3,5,5],([6,9,10],6)=1/2*3^(1/2)*e[6,7,10]+1/2*e[6,9,10],(
[4,7,12],8)=-e[4,7,12],([3,5,8],5)=e[3,5,8],([3,3,6],7)=-1/6*e[3,3,6]
+1/6*5^(1/2)*7^(1/2)*e[3,6,6],([7,10,11],7)=2/3*2^(1/2)*e[7,7,11]+1/3*e[7,
10,11],(27,8)=(table([(12)=[[12,19,27]],(13)=[[13,19,27],[13,20,27]],(
14)=[[14,20,27]]])),(2,7)=(table([(1)=[[1,1,2],[1,2,2]],(2)=[[2,2,2]
]])),([1,2,2],3)=2/3*2^(1/2)*e[1,1,2]+1/3*e[1,2,2],([5,6,7],5)=e[5,6,7],
([10,14,20],8)=-1/2*e[10,14,20]+1/2*3^(1/2)*e[10,15,20],([10,16,21],8)=2
/5*6^(1/2)*e[10,14,21]+1/5*e[10,16,21],([3,4,5],4)=-e[3,4,5],([6,9,13],8
)=e[6,9,13],([11,12,17],8)=-1/3*e[11,12,17]+2/3*2^(1/2)*e[11,16,17],(8,6)=
(table([(3)=[[3,5,8],[3,6,8]],(4)=[[4,6,8]],(5)=[[5,6,8]]])),([6,6,
10],8)=-1/5*e[6,6,10]+2/5*6^(1/2)*e[6,10,10],(4,6)=(table([(1)=[[1,2,4]],(
2)=[[2,2,4],[2,4,4]],(4)=[[4,4,4]]])),([6,9,10],7)=1/4*15^(1/2)*e[6,
6,10]+1/4*e[6,9,10],(9,6)=(table([(3)=[[3,6,9]],(4)=[[4,6,9]],(5)=[[5,6,
9],[5,8,9]]])),([4,6,6],7)=1/4*15^(1/2)*e[4,4,6]+1/4*e[4,6,6],(2,2)=(
table([(1)=[[1,1,2],[1,2,2]]])),(4,4)=(table([(1)=[[1,2,4]],(2)=[[2,2
,4],[2,4,4]],(3)=[[3,4,4]]])),([9,12,18],7)=-e[9,12,18],([6,11,11],
8)=4/7*3^(1/2)*e[6,6,11]+1/7*e[6,11,11],([2,2,4],4)=-1/4*e[2,2,4]+1/4*15^(1
/2)*e[2,4,4],(4,7)=(table([(1)=[[1,2,4]],(2)=[[2,2,4],[2,4,4]],(4)=[[4
,4,4]]])),([2,2,4],7)=-1/7*e[2,2,4]+4/7*3^(1/2)*e[2,4,4],([10,11,16],7
)=-1/2*e[10,11,16]+1/2*3^(1/2)*e[10,13,16],([6,10,16],8)=-1/2*e[6,10,16]+1/
2*3^(1/2)*e[6,11,16],(0,3)=1,([3,5,8],8)=e[3,5,8],(15,6)=(table([(7)=[[7,
11,15]]])),([3,5,5],7)=2/3*2^(1/2)*e[3,3,5]+1/3*e[3,5,5],([8,12,19],7)=
-e[8,12,19],([7,7,7],8)=e[7,7,7],([2,2,2],3)=e[2,2,2],([3,6,9],8)=2/3
*2^(1/2)*e[3,5,9]+1/3*e[3,6,9],([8,9,13],8)=-e[8,9,13],(10,5)=(table([(4)=
[[4,6,10]],(5)=[[5,6,10],[5,7,10]]])),(1,1)=(table([(1)=[[1]]])),([6,
7,11],6)=-1/6*e[6,7,11]+1/6*35^(1/2)*e[6,10,11],([6,9,13],6)=-1/4*e[6,9,
13]+1/4*15^(1/2)*e[6,10,13],([6,10,15],7)=1/2*3^(1/2)*e[6,9,15]+1/2*e[6,10,
15],([5,6,10],6)=-1/5*e[5,6,10]+2/5*6^(1/2)*e[5,9,10],([13,19,23],8)=2/3
*2^(1/2)*e[13,16,23]+1/3*e[13,19,23],(4,8)=(table([(1)=[[1,2,4]],(2)=[[2,2
,4],[2,4,4]],(4)=[[4,4,4]]])),([2,4,7],8)=-e[2,4,7],([9,10,10],8)=
e[9,10,10],(20,8)=(table([(8)=[[8,13,20],[8,14,20]],(9)=[[9,13,20],[9
,15,20]],(10)=[[10,14,20],[10,15,20]],(12)=[[12,15,20]]])),([1,2,3]
,6)=e[1,2,3],(6,7)=(table([(2)=[[2,3,6],[2,4,6]],(3)=[[3,3,6],[3,6,
6]],(4)=[[4,4,6],[4,6,6]],(6)=[[6,6,6]]])),([7,12,18],8)=-e[7,12,18]
,([5,7,11],5)=-e[5,7,11],([5,9,12],6)=1/2*3^(1/2)*e[5,8,12]+1/2*e[5,9,12
],(13,6)=(table([(5)=[[5,9,13]],(6)=[[6,9,13],[6,10,13]],(7)=[[7,10,
13]]])),([2,4,6],8)=1/2*3^(1/2)*e[2,3,6]+1/2*e[2,4,6],([4,7,11],8)=2/3*2
^(1/2)*e[4,6,11]+1/3*e[4,7,11],(15,8)=(table([(5)=[[5,9,15]],(6)=[[6,9,15
],[6,11,15]],(7)=[[7,11,15]],(8)=[[8,9,15],[8,14,15]],(10)=[[10,11,
15],[10,14,15]]])),([1,2,4],4)=-e[1,2,4],([3,5,7],4)=-e[3,5,7],([5,5
,5],7)=e[5,5,5],([2,4,4],6)=1/6*35^(1/2)*e[2,2,4]+1/6*e[2,4,4],([5,6,10
],5)=-1/5*e[5,6,10]+2/5*6^(1/2)*e[5,7,10],([2,2,2],8)=e[2,2,2],([12,19,
23],8)=1/6*5^(1/2)*7^(1/2)*e[12,15,23]+1/6*e[12,19,23],([11,12,12],8)=e[11
,12,12],([15,21,25],8)=e[15,21,25],(2,1)=(table([(2)=[[2]]])),([1,1,2],
3)=-1/3*e[1,1,2]+2/3*2^(1/2)*e[1,2,2],([7,10,13],6)=-e[7,10,13],([2,4,6],
7)=1/2*3^(1/2)*e[2,3,6]+1/2*e[2,4,6],([9,12,15],7)=2/3*2^(1/2)*e[9,10,15]+1
/3*e[9,12,15],([13,20,27],8)=1/4*15^(1/2)*e[13,19,27]+1/4*e[13,20,27],([2,
3,6],8)=-1/2*e[2,3,6]+1/2*3^(1/2)*e[2,4,6],(2,6)=(table([(1)=[[1,1,2],[1
,2,2]],(2)=[[2,2,2]]])),([6,8,9],7)=1/2*3^(1/2)*e[6,6,9]+1/2*e[6,8,9],(
[4,7,12],7)=-e[4,7,12],(1,2)=(table([(1)=[[1,1,1]]])),([2,2,2],5)=e[2
,2,2],([2,3,5],7)=e[2,3,5],([12,19,26],8)=1/2*3^(1/2)*e[12,18,26]+1/2*e[
12,19,26],([3,3,6],8)=-1/7*e[3,3,6]+4/7*3^(1/2)*e[3,6,6],([7,11,17],8)=-\
1/4*e[7,11,17]+1/4*3^(1/2)*5^(1/2)*e[7,12,17],([1,2,2],2)=1/2*3^(1/2)*e[1,1
,2]+1/2*e[1,2,2],([5,5,8],7)=-e[5,5,8],([2,3,3],8)=1/6*35^(1/2)*e[2,2,3]
+1/6*e[2,3,3],([6,6,11],8)=-1/7*e[6,6,11]+4/7*3^(1/2)*e[6,11,11],(25,8)=(
table([(11)=[[11,17,25]],(14)=[[14,17,25],[14,21,25]],(15)=[[15,21,25
]]])),([4,7,7],6)=1/6*35^(1/2)*e[4,4,7]+1/6*e[4,7,7],([4,6,11],8)=-1/3*e
[4,6,11]+2/3*2^(1/2)*e[4,7,11],([7,11,11],8)=1/4*15^(1/2)*e[7,7,11]+1/4*e[7
,11,11],([7,12,17],8)=1/4*3^(1/2)*5^(1/2)*e[7,11,17]+1/4*e[7,12,17],([2,3,
4],3)=2/3*2^(1/2)*e[2,2,4]+1/3*e[2,3,4],(10,7)=(table([(3)=[[3,6,10]],(4)=
[[4,6,10]],(6)=[[6,6,10],[6,9,10]],(8)=[[8,9,10]]])),(12,7)=(table([
(4)=[[4,7,12]],(7)=[[7,7,12],[7,11,12]],(10)=[[10,11,12]]])),([7,10,
14],7)=e[7,10,14],([11,17,25],8)=-e[11,17,25],([1,1,1],4)=e[1,1,1],(10,
8)=(table([(3)=[[3,6,10]],(4)=[[4,6,10]],(6)=[[6,6,10],[6,10,10]],(9)
=[[9,10,10]]])),([8,13,14],8)=1/4*3^(1/2)*5^(1/2)*e[8,9,14]+1/4*e[8,13,14
],([7,11,16],8)=-e[7,11,16],([2,3,5],3)=-e[2,3,5],([5,9,13],6)=-e[5,9
,13],([8,9,10],7)=e[8,9,10],([2,2,3],7)=-1/5*e[2,2,3]+2/5*6^(1/2)*e[2,3,
3],([4,7,11],7)=2/3*2^(1/2)*e[4,6,11]+1/3*e[4,7,11],(21,8)=(table([(8)=[[8
,14,21]],(10)=[[10,14,21],[10,16,21]],(11)=[[11,16,21]],(13)=[[13,16
,21]]])),([14,21,25],8)=3/8*7^(1/2)*e[14,17,25]+1/8*e[14,21,25],([2,4,7]
,5)=-e[2,4,7],([8,13,20],8)=-1/2*e[8,13,20]+1/2*3^(1/2)*e[8,14,20],([14,
20,27],8)=-e[14,20,27],([9,15,22],8)=e[9,15,22],([3,5,5],6)=1/2*3^(1/2
)*e[3,3,5]+1/2*e[3,5,5],([10,14,20],7)=2/5*6^(1/2)*e[10,13,20]+1/5*e[10,14,
20],(3,3)=(table([(1)=[[1,2,3]],(2)=[[2,2,3]]])),([9,10,16],8)=-1/6*e[
9,10,16]+1/6*5^(1/2)*7^(1/2)*e[9,15,16],([6,10,13],6)=1/4*15^(1/2)*e[6,9,13
]+1/4*e[6,10,13],([11,14,17],7)=e[11,14,17],([4,6,10],8)=-e[4,6,10],([14
,17,25],8)=-1/8*e[14,17,25]+3/8*7^(1/2)*e[14,21,25],(0,7)=5,([10,14,21],
7)=-e[10,14,21],(2,8)=(table([(1)=[[1,1,2],[1,2,2]],(2)=[[2,2,2]]])),(
8,8)=(table([(3)=[[3,5,8]],(5)=[[5,5,8],[5,8,8]]])),([13,19,26],8)=
-e[13,19,26],([3,3,5],5)=-e[3,3,5],([2,4,4],4)=1/4*15^(1/2)*e[2,2,4]+1/4
*e[2,4,4],([5,8,9],7)=2/5*6^(1/2)*e[5,5,9]+1/5*e[5,8,9],([3,3,3],8)=e[3,
3,3],([7,11,15],8)=e[7,11,15],([1,2,2],4)=1/4*15^(1/2)*e[1,1,2]+1/4*e[1,
2,2],([7,10,16],7)=-1/4*e[7,10,16]+1/4*15^(1/2)*e[7,11,16],(21,7)=(table([
(10)=[[10,14,21]],(11)=[[11,14,21],[11,15,21]]])),([2,4,6],5)=1/2*3^
(1/2)*e[2,3,6]+1/2*e[2,4,6],([9,13,19],8)=-e[9,13,19],(28,8)=(table([(13)=
[[13,20,28]],(14)=[[14,20,28],[14,21,28]],(15)=[[15,21,28]]])),([9,
10,11],7)=e[9,10,11],([2,2,3],3)=-e[2,2,3],([5,5,9],7)=-1/5*e[5,5,9]+2
/5*6^(1/2)*e[5,8,9],([14,17,18],8)=e[14,17,18],([9,15,20],8)=1/4*3^(1/2)
*5^(1/2)*e[9,13,20]+1/4*e[9,15,20],([11,16,21],8)=e[11,16,21],(23,8)=(
table([(9)=[[9,15,23]],(10)=[[10,15,23],[10,16,23]],(11)=[[11,16,23]]
,(12)=[[12,15,23],[12,19,23]],(13)=[[13,16,23],[13,19,23]]])),([12,
15,23],8)=-1/6*e[12,15,23]+1/6*5^(1/2)*7^(1/2)*e[12,19,23],([10,14,15],8)
=1/2*3^(1/2)*e[10,11,15]+1/2*e[10,14,15],([6,9,9],8)=2/3*2^(1/2)*e[6,6,9]+1
/3*e[6,9,9],([8,14,15],8)=1/6*35^(1/2)*e[8,9,15]+1/6*e[8,14,15],(1,3)=(
table([(1)=[[1,1,1]]])),([7,7,7],7)=e[7,7,7],([10,15,16],8)=1/4*15^(1/
2)*e[10,11,16]+1/4*e[10,15,16],([6,6,9],7)=-1/2*e[6,6,9]+1/2*3^(1/2)*e[6,8,
9],([2,2,2],4)=e[2,2,2],([12,18,26],8)=-1/2*e[12,18,26]+1/2*3^(1/2)*e[12
,19,26],(10,6)=(table([(3)=[[3,6,10]],(4)=[[4,6,10],[4,7,10]],(5)=[[5,
6,10],[5,9,10]],(6)=[[6,7,10],[6,9,10]]])),([9,13,16],7)=1/6*5^(1/
2)*7^(1/2)*e[9,10,16]+1/6*e[9,13,16],([8,12,18],7)=e[8,12,18],([1,1,2],2
)=-1/2*e[1,1,2]+1/2*3^(1/2)*e[1,2,2],(5,4)=(table([(2)=[[2,3,5],[2,4,5]]
,(3)=[[3,4,5]]])),([4,6,8],6)=e[4,6,8],(24,8)=(table([(10)=[[10,16,24]
],(11)=[[11,16,24],[11,17,24]],(13)=[[13,16,24],[13,20,24]],(14)=[[
14,17,24],[14,20,24]]])),([2,4,7],7)=-e[2,4,7],([4,6,6],6)=2/3*2^(1
/2)*e[4,4,6]+1/3*e[4,6,6],([7,11,15],6)=-e[7,11,15],([6,6,10],7)=-1/4*e[
6,6,10]+1/4*15^(1/2)*e[6,9,10],([7,7,11],8)=-1/4*e[7,7,11]+1/4*15^(1/2)*e[7
,11,11],([2,2,4],3)=-1/3*e[2,2,4]+2/3*2^(1/2)*e[2,3,4],(4,5)=(table([(1)=[
[1,2,4]],(2)=[[2,2,4],[2,4,4]],(4)=[[4,4,4]]])),([3,3,6],5)=-1/4*e
[3,3,6]+1/4*15^(1/2)*e[3,5,6],([6,8,13],7)=-1/2*e[6,8,13]+1/2*3^(1/2)*e[6,9
,13],([10,16,24],8)=-e[10,16,24],([3,6,8],6)=2/3*2^(1/2)*e[3,5,8]+1/3*e[
3,6,8],([1,2,3],3)=e[1,2,3],([6,10,11],6)=1/6*35^(1/2)*e[6,7,11]+1/6*e[6
,10,11],([9,13,20],7)=-e[9,13,20],([6,11,15],8)=1/4*3^(1/2)*5^(1/2)*e[6,
9,15]+1/4*e[6,11,15],([7,10,15],7)=-e[7,10,15],([10,11,11],8)=e[10,11,11
],([13,19,27],8)=-1/4*e[13,19,27]+1/4*15^(1/2)*e[13,20,27],(1,4)=(table([(
1)=[[1,1,1]]])),([4,7,10],6)=2/3*2^(1/2)*e[4,6,10]+1/3*e[4,7,10],([3,3,
5],8)=-1/4*e[3,3,5]+1/4*15^(1/2)*e[3,5,5],([5,6,9],6)=-1/3*e[5,6,9]+2/3*2^
(1/2)*e[5,8,9],(1,8)=(table([(1)=[[1,1,1]]])),([6,10,10],8)=2/5*6^(1/2)*
e[6,6,10]+1/5*e[6,10,10],([2,3,3],5)=2/3*2^(1/2)*e[2,2,3]+1/3*e[2,3,3],([6,
10,14],6)=-e[6,10,14],(6,8)=(table([(2)=[[2,3,6],[2,4,6]],(3)=[[3,3,
6],[3,6,6]],(4)=[[4,4,6],[4,6,6]],(6)=[[6,6,6]]])),([1,2,3],4)=e[
1,2,3],(0,5)=3,([5,9,14],8)=e[5,9,14],(19,8)=(table([(8)=[[8,13,19]],(9
)=[[9,13,19]]])),([6,9,12],6)=-e[6,9,12],([1,1,2],4)=-1/4*e[1,1,2]+1/4
*15^(1/2)*e[1,2,2],([1,2,4],5)=-e[1,2,4],([1,1,1],8)=e[1,1,1],([5,6,6]
,6)=e[5,6,6],([3,4,4],4)=e[3,4,4],([5,8,9],6)=2/3*2^(1/2)*e[5,6,9]+1/3*
e[5,8,9],([5,8,14],7)=-e[5,8,14],([8,9,9],8)=e[8,9,9],([8,9,14],8)=-1
/4*e[8,9,14]+1/4*3^(1/2)*5^(1/2)*e[8,13,14],([5,7,10],5)=2/5*6^(1/2)*e[5,6,
10]+1/5*e[5,7,10],([3,6,11],7)=-e[3,6,11]]):
Semi:=table([(5,9,5)=1,(0)={},(1)={1,2},(2,4,3)=1,(3,3,5)=2^(1/2)*15^
(1/2),(9,9,8)=30*7^(1/2),(3,4,3)=3^(1/2)*2^(1/2),(6,11,8)=1,(2)={1,2,3
},(5,9,7)=1,(7,11,7)=3^(1/2)*2^(1/2),(3)={1,2,3,4,5},(11,16,8)=3^(1/
2),(3,6,7)=1,(4)={1,2,3,4,5,6,7},(6,9,6)=1,(1,2,3)=1,(2,3,3)=1,(
5)={1,2,3,4,5,6,7,8,9,10,11},(1,1,5)=1,(3,5,7)=1,(6)={1,2,3,4
,5,6,7,8,9,10,11,12,13,14,15},(20,27,8)=3*2^(1/2)*5^(1/2),(8,12,
6)=1,(11,17,8)=1,(21,28,8)=30*3^(1/2)*7^(1/2),(7)={1,2,3,4,5,6,7,8,
9,10,11,12,13,14,15,16,17,18,19,20,21,22},(15,20,8)=3*2^(1/2)*5
^(1/2),(8)={1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,
20,21,22,23,24,25,26,27,28,29,30},(16,24,8)=1,(4,5,4)=3^(1/2),(4
,7,5)=1,(10,13,6)=3*2^(1/2)*5^(1/2),(5,8,7)=1,(15,16,8)=30*5^(1/2)*7^(
1/2)*3^(1/2),(2,4,6)=1,(15,22,7)=1,(4,4,5)=3*2^(1/2)*5^(1/2),(3,5,5)=1
,(8,14,7)=1,(8,8,8)=6*3^(1/2)*5^(1/2),(7,12,7)=1,(2,3,7)=1,(14,21,8)
=1,(1,2,7)=1,(9,14,8)=1,(9,13,7)=3^(1/2)*2^(1/2),(6,10,8)=1,(1,1,1)=
1,(4,7,6)=1,(11,17,7)=1,(2,4,7)=1,(9,12,6)=3^(1/2),(2,3,2)=1,(5,8,
5)=1,(11,12,7)=15*2^(1/2)*7^(1/2)*3^(1/2),(10,14,8)=3^(1/2)*2^(1/2),(12,
18,7)=1,(18,26,8)=1,(5,8,6)=1,(14,21,7)=1,(9,15,7)=1,(4,6,5)=3^(1/2
),(4,7,8)=1,(2,4,4)=1,(3,3,6)=3*2^(1/2)*5^(1/2),(3,5,6)=1,(4,4,7)=3^
(1/2)*35^(1/2),(7,7,7)=3*35^(1/2)*2^(1/2),(6,8,6)=2^(1/2),(13,19,7)=3^(1
/2)*2^(1/2),(2,3,8)=1,(13,14,8)=90,(12,18,8)=1,(5,6,4)=3*2^(1/2)*5^(1/
2),(15,21,7)=90*7^(1/2),(15,22,8)=1,(3,5,8)=1,(13,20,8)=1,(10,15,7)=
3^(1/2),(5,6,5)=3*2^(1/2)*5^(1/2),(6,10,6)=1,(11,15,8)=3^(1/2)*5^(1/2)*2
^(1/2),(8,9,6)=6*5^(1/2),(5,5,7)=6*5^(1/2),(6,11,7)=1,(4,6,7)=3^(1/2),
(7,7,8)=7*3^(1/2)*5^(1/2),(18,22,8)=90*2^(1/2),(12,15,7)=6*5^(1/2)*6^(1/
2),(2,2,5)=6^(1/2),(13,19,8)=1,(1,2,1)=1,(3,3,7)=35^(1/2)*6^(1/2),(3,
5,3)=1,(9,15,8)=1,(17,24,8)=6*3^(1/2)*5^(1/2),(7,12,8)=1,(14,15,8)=30
*3^(1/2)*7^(1/2),(22,30,8)=1,(16,23,8)=3^(1/2)*2^(1/2),(7,10,5)=6*3^(1/2
)*5^(1/2),(1,2,4)=1,(4,6,4)=1,(15,23,8)=1,(9,10,7)=30*3^(1/2),(7,11,
8)=3^(1/2)*2^(1/2),(7,7,6)=15*2^(1/2)*7^(1/2),(2,2,8)=7^(1/2),(1,1,2)=1,
(20,24,8)=90*7^(1/2),(6,6,8)=3*35^(1/2)*2^(1/2),(4,4,6)=35^(1/2)*6^(1/2)
,(8,13,7)=1,(19,23,8)=30*6^(1/2)*7^(1/2),(2,3,6)=1,(6,10,7)=1,(2,2,4
)=15^(1/2),(6,6,6)=6*5^(1/2),(3,3,4)=3^(1/2)*2^(1/2),(11,11,8)=15*2^(1/2
)*7^(1/2)*3^(1/2),(22,29,8)=630,(11,16,7)=3*2^(1/2)*5^(1/2),(4,4,4)=2^(1
/2)*15^(1/2),(1,2,6)=1,(4,7,7)=1,(8,13,8)=1,(17,18,8)=105*3^(1/2)*2^(1
/2),(3,6,8)=1,(13,16,7)=30*3^(1/2)*7^(1/2),(1,2,8)=1,(2,3,4)=1,(1,1,
3)=1,(10,11,6)=30*7^(1/2),(16,21,8)=6*5^(1/2),(1,2,5)=1,(7,11,5)=1,(1,
1,7)=1,(2,2,2)=3^(1/2),(13,20,7)=1,(2,2,6)=35^(1/2),(1,1,8)=1,(21,25
,8)=210*3^(1/2),(6,10,5)=1,(4,6,8)=3^(1/2),(20,28,8)=1,(3,6,5)=1,(10,
14,7)=2^(1/2)*15^(1/2),(6,9,5)=3^(1/2)*2^(1/2),(21,29,8)=1,(2,4,8)=1,(1
,2,2)=1,(3,5,4)=1,(7,11,6)=1,(9,13,6)=1,(10,16,8)=1,(5,9,8)=1,(5,
5,8)=15*2^(1/2)*7^(1/2),(9,13,8)=15^(1/2),(12,19,7)=1,(2,4,5)=1,(11,14
,6)=30*3^(1/2)*7^(1/2),(17,25,8)=1,(19,26,8)=3^(1/2),(1,1,4)=1,(10,11,
7)=30*7^(1/2),(2,2,3)=2^(1/2),(7,10,6)=3^(1/2)*2^(1/2),(10,10,8)=30*3^(1
/2)*7^(1/2),(19,27,8)=1,(10,16,7)=1,(6,9,7)=2^(1/2),(5,5,6)=3*2^(1/2)*
5^(1/2),(2,2,7)=3^(1/2),(3,6,6)=1,(5,8,8)=1,(10,14,6)=1,(9,10,6)=6*3
^(1/2)*5^(1/2),(3,3,8)=3^(1/2)*35^(1/2),(12,17,8)=3*2^(1/2)*5^(1/2),(2,3,
5)=1,(1,1,6)=1,(6,9,8)=2^(1/2),(8,9,7)=6*3^(1/2)*5^(1/2),(4,6,6)=3^(1/
2),(14,20,7)=6*3^(1/2)*5^(1/2),(12,12,8)=21*2^(1/2)*5^(1/2),(6,7,5)=6*5^
(1/2),(4,4,8)=3^(1/2)*7^(1/2),(14,20,8)=3^(1/2),(6,6,7)=15*2^(1/2)*7^(1/
2),(11,15,6)=1,(5,7,4)=1,(14,17,7)=30*3^(1/2)*7^(1/2),(16,17,8)=30*3^(
1/2)*7^(1/2)]):
Branch:=table([(1)=[e1],(2)=[1/2*e1+1/2*e2,-1/2*e2+1/2*e1],(1,6)=[1],(3)=[
1/6*e1+1/2*e2+1/3*e4,1/3*e1-1/3*e4,1/6*e1-1/2*e2+1/3*e4],(11,7)=[6,7,10],
(1,5)=[1],(4)=[1/24*e1+1/4*e2+1/8*e3+1/3*e4+1/4*e6,1/8*e1+1/4*e2-1/8*e3-1/4*
e6,1/12*e1+1/4*e3-1/3*e4,1/8*e1-1/4*e2-1/8*e3+1/4*e6,1/24*e1-1/4*e2+1/8*e3+
1/3*e4-1/4*e6],(1,7)=[1],(5)=[1/120*e1+1/12*e2+1/8*e3+1/6*e5+1/6*e6+1/4*e8+1/
5*e10,1/30*e1+1/6*e2+1/6*e5-1/6*e6-1/5*e10,1/24*e1+1/12*e2+1/8*e3-1/6*e5+1/6
*e6-1/4*e8,1/20*e1-1/4*e3+1/5*e10,1/24*e1-1/12*e2+1/8*e3-1/6*e5-1/6*e6+1/4*
e8,1/30*e1-1/6*e2+1/6*e5+1/6*e6-1/5*e10,1/120*e1-1/12*e2+1/8*e3+1/6*e5-1/6*
e6-1/4*e8+1/5*e10],(14,8)=[9,10,13],(6)=[1/720*e1+1/48*e2+1/16*e3+1/48*e4+1
/18*e5+1/6*e6+1/18*e8+1/8*e9+1/8*e10+1/5*e12+1/6*e14,1/144*e1+1/16*e2+1/16*e3
-1/48*e4+1/9*e5-1/18*e8+1/8*e9-1/8*e10-1/6*e14,1/80*e1+1/16*e2+1/16*e3+1/16*
e4-1/8*e9+1/8*e10-1/5*e12,1/72*e1+1/24*e2-1/8*e3-1/24*e4+1/18*e5-1/6*e6+1/18*
e8+1/6*e14,1/144*e1+1/48*e2+1/16*e3-1/16*e4-1/18*e5+1/6*e6+1/9*e8-1/8*e9-1/8*
e10,1/45*e1-1/9*e5-1/9*e8+1/5*e12,1/72*e1-1/24*e2-1/8*e3+1/24*e4+1/18*e5+1/6
*e6+1/18*e8-1/6*e14,1/144*e1-1/48*e2+1/16*e3+1/16*e4-1/18*e5-1/6*e6+1/9*e8+1/
8*e9-1/8*e10,1/80*e1-1/16*e2+1/16*e3-1/16*e4+1/8*e9+1/8*e10-1/5*e12,1/144*e1
-1/16*e2+1/16*e3+1/48*e4+1/9*e5-1/18*e8-1/8*e9-1/8*e10+1/6*e14,1/720*e1-1/48*
e2+1/16*e3-1/48*e4+1/18*e5-1/6*e6+1/18*e8-1/8*e9+1/8*e10+1/5*e12-1/6*e14],(5,
8)=[3,5],(7)=[1/5040*e1+1/240*e2+1/48*e3+1/48*e4+1/72*e6+1/12*e7+1/24*e8+1/18
*e9+1/24*e11+1/8*e12+1/12*e14+1/10*e16+1/10*e17+1/6*e19+1/7*e21,1/840*e1+1/60
*e2+1/24*e3+1/24*e6+1/12*e7-1/24*e8+1/12*e11-1/12*e14+1/10*e16-1/10*e17-1/7*
e21,1/360*e1+1/40*e2+1/24*e3+1/24*e4+1/36*e6+1/12*e8-1/18*e9-1/10*e16+1/10*
e17-1/6*e19,1/336*e1+1/48*e2-1/48*e3-1/16*e4+1/24*e6-1/12*e7-1/24*e8+1/24*e11
-1/8*e12+1/12*e14+1/7*e21,1/360*e1+1/60*e2+1/24*e3-1/72*e6+1/12*e7-1/24*e8+1/
9*e9-1/12*e11+1/12*e14-1/10*e16-1/10*e17,1/144*e1+1/48*e2-1/48*e3+1/48*e4-1/
72*e6-1/12*e7-1/24*e8-1/18*e9-1/24*e11+1/8*e12-1/12*e14+1/6*e19,1/252*e1-1/12
*e3+1/36*e6+1/12*e8+1/9*e9-1/7*e21,1/240*e1+1/240*e2+1/48*e3-1/16*e4-1/24*e6+
1/12*e7+1/24*e8-1/24*e11-1/8*e12-1/12*e14+1/10*e16+1/10*e17,1/240*e1-1/240*e2
+1/48*e3+1/16*e4-1/24*e6-1/12*e7+1/24*e8+1/24*e11-1/8*e12+1/12*e14+1/10*e16-1/
10*e17,1/144*e1-1/48*e2-1/48*e3-1/48*e4-1/72*e6+1/12*e7-1/24*e8-1/18*e9+1/24*
e11+1/8*e12+1/12*e14-1/6*e19,1/336*e1-1/48*e2-1/48*e3+1/16*e4+1/24*e6+1/12*e7
-1/24*e8-1/24*e11-1/8*e12-1/12*e14+1/7*e21,1/360*e1-1/60*e2+1/24*e3-1/72*e6-1
/12*e7-1/24*e8+1/9*e9+1/12*e11-1/12*e14-1/10*e16+1/10*e17,1/360*e1-1/40*e2+1/
24*e3-1/24*e4+1/36*e6+1/12*e8-1/18*e9-1/10*e16-1/10*e17+1/6*e19,1/840*e1-1/60
*e2+1/24*e3+1/24*e6-1/12*e7-1/24*e8-1/12*e11+1/12*e14+1/10*e16+1/10*e17-1/7*
e21,1/5040*e1-1/240*e2+1/48*e3-1/48*e4+1/72*e6-1/12*e7+1/24*e8+1/18*e9-1/24*
e11+1/8*e12-1/12*e14+1/10*e16-1/10*e17-1/6*e19+1/7*e21],(20,7)=[13,14],(8)=[
1/40320*e1+1/1440*e2+1/192*e3+1/96*e4+1/384*e5+1/360*e6+1/36*e7+1/24*e8+1/36*
e10+1/36*e11+1/96*e13+1/16*e14+1/32*e15+1/12*e16+1/32*e18+1/30*e19+1/10*e20+1/
15*e22+1/12*e24+1/12*e25+1/7*e27+1/8*e29,1/5760*e1+1/288*e2+1/64*e3+1/96*e4-1
/384*e5+1/90*e6+1/18*e7+1/36*e10-1/36*e11+1/32*e13+1/16*e14-1/32*e15-1/32*e18+
1/15*e19-1/15*e22+1/12*e24-1/12*e25-1/8*e29,1/2016*e1+1/144*e2+1/48*e3+1/48*
e4+1/96*e5+1/72*e6+1/36*e7+1/24*e8-1/36*e10+1/36*e11+1/48*e13+1/16*e15-1/12*
e16-1/12*e24+1/12*e25-1/7*e27,1/1920*e1+1/160*e2+1/192*e3-1/32*e4-1/128*e5+1/
60*e6-1/12*e8+1/32*e13-1/16*e14-1/32*e15+1/32*e18+1/30*e19-1/10*e20+1/15*e22+1
/8*e29,1/1440*e1+1/144*e2+1/48*e3+1/48*e4-1/96*e5+1/360*e6+1/36*e7+1/24*e8+1/
36*e10+1/36*e11-1/48*e13-1/16*e15+1/12*e16-1/15*e19+1/15*e22-1/12*e24-1/12*e25
,1/630*e1+1/90*e2+1/90*e6-1/18*e7-1/18*e10-1/18*e11-1/30*e19+1/10*e20-1/15*
e22+1/7*e27,1/1152*e1+1/288*e2-5/192*e3-1/32*e4+1/128*e5+1/72*e6-1/36*e7+1/24
*e8+1/18*e10+1/18*e11+1/96*e13-1/16*e14+1/32*e15+1/12*e16-1/32*e18-1/8*e29,1/
2880*e1+1/360*e2+1/96*e3+1/64*e5-1/360*e6+1/36*e7-1/24*e8+1/18*e10-1/18*e11-1/
48*e13+1/16*e15+1/12*e16+1/16*e18-1/30*e19-1/10*e20-1/15*e22,1/576*e1+1/144*
e2+1/96*e3-1/48*e4-1/192*e5-1/72*e6+1/36*e7-1/24*e8+1/36*e10+1/36*e11-1/24*e13
-1/12*e16-1/16*e18+1/12*e24+1/12*e25,1/720*e1+1/360*e2+1/24*e4+1/48*e5-1/90*
e6-1/18*e7-1/36*e10+1/36*e11+1/30*e19-1/10*e20+1/15*e22+1/12*e24-1/12*e25,1/
448*e1-1/32*e3-1/64*e5+1/8*e14+1/16*e18-1/7*e27,1/1152*e1-1/288*e2-5/192*e3+1
/32*e4+1/128*e5+1/72*e6+1/36*e7+1/24*e8+1/18*e10-1/18*e11-1/96*e13-1/16*e14-1/
32*e15-1/12*e16-1/32*e18+1/8*e29,1/960*e1+1/96*e3-1/64*e5-1/60*e6+1/12*e8-1/8
*e14+1/16*e18+1/15*e19-1/15*e22,1/720*e1-1/360*e2-1/24*e4+1/48*e5-1/90*e6+1/
18*e7-1/36*e10-1/36*e11+1/30*e19+1/10*e20+1/15*e22-1/12*e24-1/12*e25,1/576*e1
-1/144*e2+1/96*e3+1/48*e4-1/192*e5-1/72*e6-1/36*e7-1/24*e8+1/36*e10-1/36*e11+1
/24*e13+1/12*e16-1/16*e18-1/12*e24+1/12*e25,1/630*e1-1/90*e2+1/90*e6+1/18*e7-\
1/18*e10+1/18*e11-1/30*e19-1/10*e20-1/15*e22+1/7*e27,1/1920*e1-1/160*e2+1/192
*e3+1/32*e4-1/128*e5+1/60*e6-1/12*e8-1/32*e13-1/16*e14+1/32*e15+1/32*e18+1/30*
e19+1/10*e20+1/15*e22-1/8*e29,1/2880*e1-1/360*e2+1/96*e3+1/64*e5-1/360*e6-1/
36*e7-1/24*e8+1/18*e10+1/18*e11+1/48*e13-1/16*e15-1/12*e16+1/16*e18-1/30*e19+1
/10*e20-1/15*e22,1/1440*e1-1/144*e2+1/48*e3-1/48*e4-1/96*e5+1/360*e6-1/36*e7+
1/24*e8+1/36*e10-1/36*e11+1/48*e13+1/16*e15-1/12*e16-1/15*e19+1/15*e22+1/12*
e24-1/12*e25,1/2016*e1-1/144*e2+1/48*e3-1/48*e4+1/96*e5+1/72*e6-1/36*e7+1/24*
e8-1/36*e10-1/36*e11-1/48*e13-1/16*e15+1/12*e16+1/12*e24+1/12*e25-1/7*e27,1/
5760*e1-1/288*e2+1/64*e3-1/96*e4-1/384*e5+1/90*e6-1/18*e7+1/36*e10+1/36*e11-1/
32*e13+1/16*e14+1/32*e15-1/32*e18+1/15*e19-1/15*e22-1/12*e24-1/12*e25+1/8*e29,
1/40320*e1-1/1440*e2+1/192*e3-1/96*e4+1/384*e5+1/360*e6-1/36*e7+1/24*e8+1/36*
e10-1/36*e11-1/96*e13+1/16*e14-1/32*e15-1/12*e16+1/32*e18+1/30*e19-1/10*e20+1/
15*e22-1/12*e24+1/12*e25+1/7*e27-1/8*e29],(7,7)=[4,7],(16,8)=[10,11,15],(
6,6)=[3,4,6],(30,8)=[22],(5,6)=[3,5],(14,7)=[8,10],(16,7)=[10,11,13
],(12,6)=[8,9],(2,3)=[1,2],(3,8)=[2,3],(19,7)=[12,13],(5,3)=[3],(2,5
)=[1,2],(3,4)=[2,3],(7,6)=[4,7],(8,5)=[5],(6,5)=[3,4,5],(18,7)=[12],
(5,5)=[3],(5,7)=[3,5],(9,8)=[5,6,9],(7,5)=[4,6],(18,8)=[12,17],(12,
8)=[7,12],(0,2)=[[3,[1,2]]],(14,6)=[10,11],(11,5)=[7],(17,8)=[11,12,
16],(3,2)=[2],(7,4)=[5],(22,7)=[15],(0,1)=[[2,[1]]],(6,4)=[4,5],(9,5)=
[5,6],(22,8)=[15,18],(17,7)=[11,14],(9,7)=[5,6,8],(3,7)=[2,3],(15,7
)=[9,10,12],(3,6)=[2,3],(29,8)=[21,22],(3,5)=[2,3],(4,3)=[2,3],(13,
7)=[8,9],(13,8)=[8,9],(7,8)=[4,7],(8,7)=[5],(26,8)=[18,19],(11,6)=[7,
10],(11,8)=[6,7,11],(2,4)=[1,2],(27,8)=[19,20],(2,7)=[1,2],(8,6)=[5,
6],(4,6)=[2,4],(9,6)=[6,8],(2,2)=[1,2],(4,4)=[2,4],(4,7)=[2,4],(0,3
)=[[3,[1,3]],[5,[1,2,3]]],(15,6)=[11],(10,5)=[6,7],(1,1)=[1],(4,8)=
[2,4],(20,8)=[13,14,15],(6,7)=[3,4,6],(13,6)=[9,10],(15,8)=[9,11,
14],(2,1)=[1],(2,6)=[1,2],(1,2)=[1],(25,8)=[17,21],(10,7)=[6,9],(12,7
)=[7,11],(10,8)=[6,10],(21,8)=[14,16],(3,3)=[2],(2,8)=[1,2],(8,8)=[5,
8],(21,7)=[14,15],(28,8)=[20,21],(23,8)=[15,16,19],(1,3)=[1],(10,6)=[
6,7,9],(5,4)=[3,4],(24,8)=[16,17,20],(4,5)=[2,4],(1,4)=[1],(1,8)=[1
],(6,8)=[3,4,6],(19,8)=[13]]):