Rep:=table([([11,21,33],6)=e[11,17,33],([18,32,60],6)=-1/4*e[18,32,60]
+1/4*15^(1/2)*e[18,34,60],(9,7)=(table([(3)=[[3,6,9]],(4)=[[4,6,9]],(5)=[
[5,6,9],[5,8,9]]])),([17,22,44],8)=e[17,32,44],([19,46,68],8)=-e[19
,28,68],([37,55,105],8)=-e[37,70,105],([48,71,107],8)=-1/2*e[48,71,107]+
1/2*3^(1/2)*e[48,72,107],([49,74,132],8)=e[49,87,132],([56,97,166],8)=-1
/5*e[56,97,166]+2/5*6^(1/2)*e[56,98,166],(0)=[[1]],(2,1)=(table([(2)=[[2]]]))
,(6,4)=(table([(1)=[[1,1,6],[1,4,6]],(3)=[[3,4,6]]])),([4,11,16],6)
=e[4,5,16],([11,16,31],7)=e[11,22,31],([24,36,54],7)=-1/3*e[24,36,54]+2/
3*2^(1/2)*e[24,37,54],(63,7)=(table([(14)=[[14,33,63]],(17)=[[17,33,63]],
(21)=[[21,33,63],[21,42,63]],(22)=[[22,33,63],[22,43,63]],(27)=[[27,
42,63],[27,43,63]]])),([15,34,64],7)=e[15,34,64],([28,53,81],7)=-e[
28,44,81],([33,58,88],7)=e[33,51,88],([7,10,11],8)=2/3*2^(1/2)*e[7,7,11]
+1/3*e[7,10,11],([12,17,26],8)=-e[12,17,26],(41,8)=(table([(4)=[[4,19,41
]],(13)=[[13,19,41],[13,28,41]],(15)=[[15,19,41],[15,30,41]],(19)=[[
19,28,41]],(20)=[[20,28,41],[20,30,41]],(22)=[[22,30,41]]])),([33,49
,70],8)=1/4*15^(1/2)*e[33,47,70]+1/4*e[33,49,70],([39,58,84],8)=2/3*2^(1/
2)*e[39,57,84]+1/3*e[39,58,84],([33,60,110],8)=e[33,60,110],(114,8)=(table
([(31)=[[31,61,114]],(34)=[[34,61,114],[34,64,114]],(41)=[[41,61,114]
,[41,76,114]],(43)=[[43,64,114],[43,76,114]],(50)=[[50,76,114]]])),(
[1,2,5],2)=-e[1,2,5],([9,17,33],5)=-1/4*e[9,17,33]+1/4*15^(1/2)*e[9,19,
33],([8,11,27],6)=e[8,18,27],([14,28,45],6)=e[14,22,45],([15,28,52],6
)=-e[15,28,52],([5,16,23],7)=e[5,8,23],([28,51,78],7)=e[28,45,78],([32,
57,98],7)=e[32,57,98],(102,7)=(table([(31)=[[31,58,102]],(33)=[[33,58,
102],[33,61,102]],(35)=[[35,61,102]]])),([6,9,13],8)=1/2*3^(1/2)*e[6,8
,13]+1/2*e[6,9,13],([32,47,68],8)=1/4*15^(1/2)*e[32,46,68]+1/4*e[32,47,68],
([29,56,81],8)=e[29,41,81],([34,49,89],8)=-e[34,61,89],([29,59,112],8
)=e[29,59,112],([44,65,115],8)=e[44,77,115],([39,72,128],8)=e[39,72,128]
,([43,80,142],8)=e[43,80,142],([63,108,161],8)=-e[63,93,161],([57,100,
171],8)=e[57,100,171],(1)=[[1,1],[1,-1]],([6,9,15],6)=-e[6,9,15],([34,
60,101],7)=e[34,60,101],([2,2,2],8)=e[2,2,2],([2,2,4],8)=-1/7*e[2,2,4]
+4/7*3^(1/2)*e[2,4,4],([2,17,26],8)=e[2,4,26],([30,44,65],8)=-e[30,44,65
],(77,8)=(table([(15)=[[15,37,77]],(25)=[[25,37,77],[25,52,77]],(27)=[
[27,37,77],[27,54,77]],(35)=[[35,52,77]],(36)=[[36,52,77],[36,54,
77]],(37)=[[37,54,77]]])),([40,77,115],8)=-e[40,59,115],([54,83,147],8
)=-e[54,95,147],([59,100,171],8)=-e[59,100,171],([3,4,11],4)=e[3,7,11],(
[21,44,65],7)=-e[21,32,65],([14,18,27],8)=-1/2*e[14,18,27]+1/2*3^(1/2)*e
[14,20,27],(57,8)=(table([(9)=[[9,24,57]],(16)=[[16,24,57],[16,38,57]]
,(17)=[[17,24,57],[17,39,57]],(26)=[[26,38,57]],(27)=[[27,38,57],[27
,39,57]],(28)=[[28,39,57]]])),([27,38,57],8)=-1/3*e[27,38,57]+2/3*2^(1/
2)*e[27,39,57],([30,57,84],8)=e[30,44,84],([24,51,96],8)=-2/3*2^(1/2)*e[
24,46,96]+1/3*e[24,51,96],([45,67,117],8)=e[45,78,117],([43,76,136],8)=-
e[43,76,136],([58,99,170],8)=-1/7*e[58,99,170]+4/7*3^(1/2)*e[58,102,170],(2
)=[[1,1,1,1,1],[1,-1,1,1,-1],[2,0,0,-2,0],[1,1,-1,1,-1],[1
,-1,-1,1,1]],([1,3,4],3)=-e[1,1,4],([8,13,19],7)=-e[8,13,19],([10,
21,31],7)=-e[10,16,31],([30,55,97],7)=-1/6*e[30,55,97]+1/6*35^(1/2)*e[30,
56,97],(16,8)=(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]]])),([7,11,16],8)
=1/4*15^(1/2)*e[7,10,16]+1/4*e[7,11,16],([10,13,20],8)=-1/5*e[10,13,20]+2/5
*6^(1/2)*e[10,14,20],([15,37,54],8)=-e[15,21,54],([33,48,93],8)=e[33,63,
93],([51,91,159],8)=-e[51,91,159],([4,6,10],4)=-e[4,6,10],([4,11,22],
6)=e[4,11,22],([9,19,29],6)=e[9,13,29],([20,35,61],6)=e[20,35,61],([27,
43,76],7)=e[27,50,76],([23,44,77],7)=e[23,44,77],([36,54,94],7)=-e[36,
64,94],([36,54,95],7)=e[36,65,95],([4,6,28],8)=e[4,19,28],(51,8)=(table
([(3)=[[3,18,51]],(13)=[[13,18,51],[13,35,51]],(14)=[[14,18,51],[14,
36,51]],(24)=[[24,35,51]],(25)=[[25,35,51],[25,36,51]],(26)=[[26,36,
51]]])),([34,49,72],8)=-1/4*e[34,49,72]+1/4*15^(1/2)*e[34,50,72],([31,58,
108],8)=e[31,58,108],([42,63,113],8)=e[42,75,113],([44,79,137],8)=-1/2*
3^(1/2)*e[44,77,137]+1/2*e[44,79,137],([52,80,144],8)=-e[52,93,144],([64,
94,145],8)=e[64,94,145],(150,8)=(table([(48)=[[48,85,150],[48,86,150]]
,(49)=[[49,86,150]],(55)=[[55,85,150],[55,97,150]],(56)=[[56,86,150],
[56,97,150]]])),(3)=[[1,1,1,1,1,1,1,1,1,1],[2,0,-1,2,0,2,0,
2,0,-1],[1,-1,1,1,-1,1,-1,1,-1,1],[3,1,0,1,-1,-1,1,-3,-1,
0],[3,-1,0,1,1,-1,-1,-3,1,0],[3,1,0,-1,1,-1,-1,3,-1,0],[3
,-1,0,-1,-1,-1,1,3,1,0],[1,1,1,-1,-1,1,-1,-1,1,-1],[2,0,
-1,-2,0,2,0,-2,0,1],[1,-1,1,-1,1,1,1,-1,-1,-1]],([2,3,5],3
)=-e[2,3,5],([9,13,19],6)=e[9,13,19],([8,15,31],6)=e[8,15,31],([3,14,
18],7)=-e[3,3,18],([11,16,23],7)=-e[11,16,23],([28,44,65],7)=e[28,44,65
],([2,3,6],8)=-1/2*e[2,3,6]+1/2*3^(1/2)*e[2,4,6],([1,16,38],8)=e[1,16,38
],([18,33,47],8)=-e[18,25,47],(92,8)=(table([(20)=[[20,47,92]],(25)=[[25
,47,92]],(32)=[[32,47,92],[32,62,92]],(33)=[[33,47,92],[33,63,92]]
,(42)=[[42,62,92],[42,63,92]],(43)=[[43,63,92]]])),([56,86,130],8)=-
e[56,86,130],([4,6,14],4)=e[4,9,14],([1,1,12],6)=-e[1,8,12],(20,7)=(
table([(3)=[[3,5,20],[3,14,20]],(9)=[[9,14,20]],(10)=[[10,14,20]]])),
([19,30,42],7)=2/3*2^(1/2)*e[19,29,42]+1/3*e[19,30,42],([20,39,58],7)=e[
20,31,58],([28,44,66],7)=-1/2*e[28,44,66]+1/2*3^(1/2)*e[28,45,66],([29,54,
84],7)=e[29,47,84],([10,14,21],8)=-e[10,14,21],(56,8)=(table([(8)=[[8,23
,56]],(16)=[[16,23,56],[16,38,56]],(26)=[[26,38,56]],(27)=[[27,38,56
]]])),([40,59,115],8)=-e[40,77,115],([51,78,116],8)=1/2*3^(1/2)*e[51,77,
116]+1/2*e[51,78,116],([58,101,154],8)=-e[58,88,154],(4)=[[1,1,1,1,1,1
,1,1,1,1,1,1,1,1,1,1,1,1,1,1],[3,1,-1,0,-1,3,1,0,3,1,
1,-1,3,1,0,3,1,-1,0,-1],[2,0,2,-1,0,2,0,-1,2,0,0,2,2,0,
-1,2,0,2,-1,0],[3,-1,-1,0,1,3,-1,0,3,-1,-1,-1,3,-1,0,3,-\
1,-1,0,1],[1,-1,1,1,-1,1,-1,1,1,-1,-1,1,1,-1,1,1,-1,1,1,
-1],[4,2,0,1,0,2,0,-1,0,-2,2,0,-2,0,1,-4,-2,0,-1,0],[8,0
,0,-1,0,4,0,1,0,0,0,0,-4,0,-1,-8,0,0,1,0],[4,-2,0,1,0,
2,0,-1,0,2,-2,0,-2,0,1,-4,2,0,-1,0],[6,2,2,0,0,0,0,0,-2
,2,0,0,0,-2,0,6,0,-2,0,0],[6,0,-2,0,0,0,2,0,-2,0,-2,0,
0,0,0,6,-2,2,0,0],[6,0,-2,0,0,0,-2,0,-2,0,2,0,0,0,0,6,
2,2,0,0],[6,-2,2,0,0,0,0,0,-2,-2,0,0,0,2,0,6,0,-2,0,0],
[4,2,0,1,0,-2,0,1,0,-2,-2,0,2,0,-1,-4,2,0,-1,0],[8,0,0,
-1,0,-4,0,-1,0,0,0,0,4,0,1,-8,0,0,1,0],[4,-2,0,1,0,-2,0
,1,0,2,2,0,2,0,-1,-4,-2,0,-1,0],[1,1,1,1,1,-1,-1,-1,1,1
,-1,-1,-1,1,-1,1,-1,1,1,-1],[3,1,-1,0,-1,-3,-1,0,3,1,-1,
1,-3,1,0,3,-1,-1,0,1],[2,0,2,-1,0,-2,0,1,2,0,0,-2,-2,0,
1,2,0,2,-1,0],[3,-1,-1,0,1,-3,1,0,3,-1,1,1,-3,-1,0,3,1,
-1,0,-1],[1,-1,1,1,-1,-1,1,-1,1,-1,1,-1,-1,-1,-1,1,1,1,1,
1]],([1,6,8],5)=e[1,1,8],([17,26,51],6)=e[17,33,51],([18,28,39],7)=1/
4*15^(1/2)*e[18,27,39]+1/4*e[18,28,39],([14,30,42],7)=-e[14,20,42],([29,46
,68],7)=e[29,46,68],(75,7)=(table([(19)=[[19,40,75]],(21)=[[21,40,75],
[21,42,75]],(26)=[[26,40,75],[26,50,75]],(27)=[[27,42,75],[27,50,
75]],(32)=[[32,50,75]]])),([6,10,15],8)=1/2*3^(1/2)*e[6,9,15]+1/2*e[6,10,
15],([10,14,17],8)=4/7*3^(1/2)*e[10,11,17]+1/7*e[10,14,17],([17,25,35],8
)=1/4*15^(1/2)*e[17,24,35]+1/4*e[17,25,35],([18,25,36],8)=-1/6*e[18,25,36]+
1/6*35^(1/2)*e[18,26,36],(127,8)=(table([(38)=[[38,71,127]],(48)=[[48,71,
127],[48,85,127]],(55)=[[55,85,127]]])),(139,8)=(table([(40)=[[40,77,
139]],(44)=[[44,77,139],[44,81,139]],(46)=[[46,81,139]],(51)=[[51,77,
139],[51,91,139]],(53)=[[53,81,139],[53,91,139]],(61)=[[61,91,139]]]
)),([60,105,174],8)=1/6*35^(1/2)*e[60,101,174]+1/6*e[60,105,174],([1,3,7]
,3)=-e[1,3,7],(10,3)=(table([(2)=[[2,5,10]]])),([2,2,2],4)=e[2,2,2],([5
,12,28],6)=-e[5,12,28],(37,6)=(table([(8)=[[8,18,37]],(12)=[[12,18,37]
,[12,24,37]],(15)=[[15,24,37]]])),([13,19,38],6)=-e[13,25,38],([16,25
,39],6)=-e[16,25,39],([17,25,52],7)=-e[17,36,52],([27,43,63],7)=1/2*3^
(1/2)*e[27,42,63]+1/2*e[27,43,63],([17,25,33],8)=1/6*35^(1/2)*e[17,22,33]+1
/6*e[17,25,33],([46,69,103],8)=e[46,69,103],(134,8)=(table([(39)=[[39,74,
134]],(41)=[[41,74,134],[41,78,134]],(45)=[[45,78,134]],(49)=[[49,74,
134],[49,88,134]],(51)=[[51,78,134],[51,88,134]],(58)=[[58,88,134]]]
)),([55,97,167],8)=-e[55,97,167],([1,2,2],4)=2/3*2^(1/2)*e[1,1,2]+1/3*e[
1,2,2],(5)=[[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],[4,2,0,1,-1,0,-1,4,2,0,1,
0,4,2,1,2,0,-1,4,2,2,0,1,-1,4,2,0,1,0,4,2,0,1,-1,0,-1]
,[5,1,1,-1,1,-1,0,5,1,1,-1,-1,5,1,-1,1,1,1,5,1,1,1,-1,
1,5,1,1,-1,-1,5,1,1,-1,1,-1,0],[6,0,-2,0,0,0,1,6,0,-2,0
,0,6,0,0,0,-2,0,6,0,0,-2,0,0,6,0,-2,0,0,6,0,-2,0,0,0,
1],[5,-1,1,-1,-1,1,0,5,-1,1,-1,1,5,-1,-1,-1,1,-1,5,-1,-1,
1,-1,-1,5,-1,1,-1,1,5,-1,1,-1,-1,1,0],[4,-2,0,1,1,0,-1,4
,-2,0,1,0,4,-2,1,-2,0,1,4,-2,-2,0,1,1,4,-2,0,1,0,4,-2,
0,1,1,0,-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,-1,1,1,-1,-1,1],[5,3,1,2,
0,1,0,3,1,-1,0,-1,1,-1,-2,3,1,0,-1,-3,1,-1,2,0,-3,-1,1,
0,1,-5,-3,-1,-2,0,-1,0],[15,3,-1,0,0,-1,0,9,1,1,0,1,3,-1
,0,3,-1,0,-3,-3,1,1,0,0,-9,-1,-1,0,-1,-15,-3,1,0,0,1,0],
[10,0,2,-2,0,0,0,6,0,-2,0,0,2,0,2,0,2,0,-2,0,0,-2,-2,0,
-6,0,2,0,0,-10,0,-2,2,0,0,0],[15,-3,-1,0,0,1,0,9,-1,1,0,
-1,3,1,0,-3,-1,0,-3,3,-1,1,0,0,-9,1,-1,0,1,-15,3,1,0,0,
-1,0],[5,-3,1,2,0,-1,0,3,-1,-1,0,1,1,1,-2,-3,1,0,-1,3,-1
,-1,2,0,-3,1,1,0,-1,-5,3,-1,-2,0,1,0],[10,4,2,1,1,0,0,2
,0,2,-1,0,-2,0,1,2,0,-1,-2,4,-2,0,1,1,2,-2,-2,-1,0,10,2
,-2,1,-1,0,0],[20,2,0,-1,-1,0,0,4,2,0,1,0,-4,2,-1,-2,0,
1,-4,2,-2,0,-1,-1,4,-2,0,1,0,20,-2,0,-1,1,0,0],[10,-2,-2,
1,1,0,0,2,2,-2,-1,0,-2,2,1,-4,0,-1,-2,-2,0,0,1,1,2,0,2,
-1,0,10,-4,2,1,-1,0,0],[10,2,-2,1,-1,0,0,2,-2,-2,-1,0,-2,
-2,1,4,0,1,-2,2,0,0,1,-1,2,0,2,-1,0,10,4,2,1,1,0,0],[20
,-2,0,-1,1,0,0,4,-2,0,1,0,-4,-2,-1,2,0,-1,-4,-2,2,0,-1,
1,4,2,0,1,0,20,2,0,-1,-1,0,0],[10,-4,2,1,-1,0,0,2,0,2,-\
1,0,-2,0,1,-2,0,1,-2,-4,2,0,1,-1,2,2,-2,-1,0,10,-2,-2,1,
1,0,0],[10,4,2,1,1,0,0,-2,0,-2,1,0,-2,0,1,-2,0,1,2,-4,-\
2,0,-1,-1,2,2,-2,-1,0,-10,2,2,-1,-1,0,0],[10,2,-2,1,-1,0,
0,-2,2,2,1,0,-2,-2,1,-4,0,-1,2,-2,0,0,-1,1,2,0,2,-1,0,-\
10,4,-2,-1,1,0,0],[20,2,0,-1,-1,0,0,-4,-2,0,-1,0,-4,2,-1,
2,0,-1,4,-2,-2,0,1,1,4,2,0,1,0,-20,-2,0,1,1,0,0],[20,-2,
0,-1,1,0,0,-4,2,0,-1,0,-4,-2,-1,-2,0,1,4,2,2,0,1,-1,4,-\
2,0,1,0,-20,2,0,1,-1,0,0],[10,-2,-2,1,1,0,0,-2,-2,2,1,0,
-2,2,1,4,0,1,2,2,0,0,-1,-1,2,0,2,-1,0,-10,-4,-2,-1,-1,0,
0],[10,-4,2,1,-1,0,0,-2,0,-2,1,0,-2,0,1,2,0,-1,2,4,2,0,
-1,1,2,-2,-2,-1,0,-10,-2,2,-1,1,0,0],[5,3,1,2,0,1,0,-3,-\
1,1,0,1,1,-1,-2,-3,-1,0,1,3,1,-1,-2,0,-3,1,1,0,-1,5,-3,
1,2,0,-1,0],[15,3,-1,0,0,-1,0,-9,-1,-1,0,-1,3,-1,0,-3,1,
0,3,3,1,1,0,0,-9,1,-1,0,1,15,-3,-1,0,0,1,0],[10,0,2,-2,
0,0,0,-6,0,2,0,0,2,0,2,0,-2,0,2,0,0,-2,2,0,-6,0,2,0,0,
10,0,2,-2,0,0,0],[15,-3,-1,0,0,1,0,-9,1,-1,0,1,3,1,0,3,
1,0,3,-3,-1,1,0,0,-9,-1,-1,0,-1,15,3,-1,0,0,-1,0],[5,-3,
1,2,0,-1,0,-3,1,1,0,-1,1,1,-2,3,-1,0,1,-3,-1,-1,-2,0,-3,
-1,1,0,1,5,3,1,2,0,1,0],[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,-1,-1,1,1
,-1],[4,2,0,1,-1,0,-1,-4,-2,0,-1,0,4,2,1,-2,0,1,-4,-2,2,
0,-1,1,4,-2,0,1,0,-4,2,0,-1,-1,0,1],[5,1,1,-1,1,-1,0,-5,
-1,-1,1,1,5,1,-1,-1,-1,-1,-5,-1,1,1,1,-1,5,-1,1,-1,1,-5,
1,-1,1,1,-1,0],[6,0,-2,0,0,0,1,-6,0,2,0,0,6,0,0,0,2,0,
-6,0,0,-2,0,0,6,0,-2,0,0,-6,0,2,0,0,0,-1],[5,-1,1,-1,-1,
1,0,-5,1,-1,1,-1,5,-1,-1,1,-1,1,-5,1,-1,1,1,1,5,1,1,-1,
-1,-5,-1,-1,1,-1,1,0],[4,-2,0,1,1,0,-1,-4,2,0,-1,0,4,-2,
1,2,0,-1,-4,2,-2,0,-1,-1,4,2,0,1,0,-4,-2,0,-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,-1,-1,-1,-1,-1,-1]],(8,6)=(table([(3)=[[3,5,8]],(
4)=[[4,5,8]]])),(46,6)=(table([(11)=[[11,23,46]],(15)=[[15,23,46],[15,
29,46]],(20)=[[20,29,46]]])),([10,16,38],7)=e[10,26,38],([22,33,47],7
)=e[22,33,47],([16,32,59],7)=e[16,32,59],([14,30,60],7)=-1/3*e[14,30,60]
+2/3*2^(1/2)*e[14,33,60],([22,43,80],7)=-1/2*e[22,43,80]-1/2*3^(1/2)*e[22,
45,80],(82,7)=(table([(22)=[[22,45,82]],(24)=[[24,45,82],[24,47,82]],(
28)=[[28,45,82],[28,53,82]],(29)=[[29,47,82],[29,53,82]],(35)=[[35,
53,82]]])),(100,7)=(table([(31)=[[31,57,100]],(32)=[[32,57,100],[32,59
,100]]])),([5,20,42],8)=e[5,20,42],([14,21,43],8)=-e[14,29,43],(82,8)=
(table([(20)=[[20,42,82]],(29)=[[29,42,82],[29,56,82]],(30)=[[30,42,
82],[30,57,82]],(38)=[[38,56,82],[38,57,82]],(39)=[[39,57,82]]])),([
36,69,103],8)=e[36,53,103],(133,8)=(table([(38)=[[38,73,133]],(40)=[[40,
73,133],[40,77,133]],(44)=[[44,77,133]],(49)=[[49,73,133],[49,88,
133]],(51)=[[51,77,133],[51,88,133]],(58)=[[58,88,133]]])),(152,8)=(
table([(48)=[[48,86,152]],(49)=[[49,86,152],[49,88,152]],(51)=[[51,88,
152]],(56)=[[56,86,152],[56,99,152]],(58)=[[58,88,152],[58,99,152]]]
)),([64,109,183],8)=2/5*6^(1/2)*e[64,108,183]+1/5*e[64,109,183],([5,9,19]
,4)=-1/3*e[5,9,19]+2/3*2^(1/2)*e[5,10,19],([2,4,7],6)=-e[2,4,7],([7,9,14
],6)=-1/2*e[7,9,14]+1/2*3^(1/2)*e[7,10,14],([31,56,98],7)=-1/4*e[31,56,98]
+1/4*15^(1/2)*e[31,57,98],([33,61,106],7)=-e[33,61,106],(33,8)=(table([(7)
=[[7,11,33],[7,22,33]],(10)=[[10,11,33],[10,25,33]],(15)=[[15,22,
33]],(17)=[[17,22,33],[17,25,33]],(18)=[[18,25,33]]])),([24,34,49],8
)=e[24,34,49],([24,51,75],8)=e[24,35,75],([37,55,79],8)=1/4*15^(1/2)*e[
37,54,79]+1/4*e[37,55,79],([18,40,80],8)=-e[18,40,80],([22,44,84],8)=e[
22,44,84],([43,63,119],8)=-e[43,80,119],([41,78,134],8)=-2/5*6^(1/2)*e[
41,74,134]+1/5*e[41,78,134],([60,105,158],8)=-e[60,90,158],([56,99,169],
8)=1/2*3^(1/2)*e[56,98,169]+1/2*e[56,99,169],(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,
1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,
1,1,1,1],[5,3,1,-1,2,0,-1,1,-1,0,-1,5,3,1,2,0,1,0,5,3,
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0,4,0,0,-2,0,0,-4,0,4,2,0,-8,0,0,-2,0,0,-4,0,0,0,0,0,2
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0,-4,0,4,2,0,8,0,0,2,0,0,4,0,0,0,0,0,-2,0,4,0,0,0,4,0
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40,-8,0,0,1,1,-2,0,0,0,0,0,-4,0,3,-1,0,0,-8,0,0,1,0,8,
0,0,-1,0,0,4,3,4,0,1,-3,1,0,8,8,0,0,0,0,-1,-1,0,0,0,-4
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2,0,0,0,0,0,0,0,0,0,0,0,-4,0,-4,2,0,0,0,0,0,0,0,0,0,4
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1,-1,1,0,-1,-1,3,-1,1,-5,-1,-1,1,1,3,-1,-3,-1,-1,-1,-3,-1
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3,3,1,0,-1,-1,0,0],[15,5,-1,-3,3,-1,0,1,-1,0,0,-5,1,3,1,
1,1,0,-1,-3,-1,-1,1,-7,-1,1,-1,-1,3,1,-3,1,-1,1,-3,1,0,-\
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1,-3,1,0,0,1,1,-15,-3,1,0,0,1,0,45,-3,-3,-3,0,0,0,1,1,0
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1,-1,-15,3,-3,0,0,1,0,45,-9,1,3,0,0,0,1,-1,0,0],[30,2,2,
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0,0,0,0,0,-10,2,2,-1,-1,0,0,-2,-2,2,1,0,-2,-2,2,1,0,6,2
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0,0,-1,0],[30,-4,2,0,-3,-1,0,2,0,0,0,-20,2,0,1,-1,0,0,10
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0,-1,1,-2,0,20,2,0,-1,-1,0,0,-30,-4,-2,0,3,-1,0,2,0,0,0]
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,8,0,0,-1,0,0,-4,3,-4,0,-1,-3,-1,0,-8,8,0,0,0,0,1,-1,0,
0,16,4,0,1,1,0,1,-24,-8,0,0,-3,1,0,0,0,1,0],[6,-4,2,0,3
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1,2,0,-1,-1,-1,0,1],[9,3,1,3,0,0,0,-1,1,-1,0,-9,-3,-1,0,
0,1,1,9,3,1,0,-1,-3,-1,-3,0,-1,-9,-3,0,3,1,0,0,0,0,9,3,
-3,-1,1,3,0,0,1,-1,-9,3,-1,0,0,-1,1,9,-3,1,-3,0,0,0,1,1
,-1,0],[10,2,-2,-2,1,-1,1,0,0,0,1,-10,-2,2,-1,1,0,0,10,2
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2,-2,1,-1,0,0,-10,2,2,-1,-1,0,0,10,-2,-2,2,1,1,1,0,0,0,
-1],[5,1,1,-3,-1,1,2,-1,-1,0,0,-5,-1,-1,1,-1,1,0,5,1,1,-\
1,-1,-1,-1,3,-1,1,-5,-1,1,1,1,1,1,-1,-2,5,1,-1,-1,1,-3,-\
1,1,1,1,-5,1,-1,1,1,-1,0,5,-1,1,3,-1,-1,2,1,-1,0,0],[16,
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0,2,0,0,-1,16,0,0,0,-2,0,-2,0,0,1,0],[10,-2,-2,2,1,1,1,
0,0,0,-1,-10,2,2,-1,-1,0,0,10,-2,-2,1,0,2,2,-2,-1,0,-10,
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1,0,0,10,2,-2,-2,1,-1,1,0,0,0,1],[5,-1,1,3,-1,-1,2,1,-1,
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3,-1,0,0,-1,1,9,-3,1,0,1,3,-1,3,0,-1,-9,3,0,-3,1,0,0,0,
0,9,-3,3,-1,1,-3,0,0,-1,-1,-9,-3,-1,0,0,1,1,9,3,1,3,0,0
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0,5,-3,1,2,-1,3,-1,-1,0,1,-5,3,-2,-3,1,0,-2,0,1,5,-3,3,
-1,1,1,2,0,1,1,-5,-3,-1,-2,0,-1,0,5,3,1,-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,-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]]
,([6,16,24],6)=-e[6,8,24],([7,17,27],6)=-e[7,11,27],(36,6)=(table([(7)=
[[7,17,36]],(11)=[[11,17,36],[11,23,36]],(12)=[[12,17,36],[12,24,
36]],(15)=[[15,23,36],[15,24,36]]])),([10,16,23],7)=e[10,16,23],([16,
25,47],7)=e[16,32,47],(61,7)=(table([(15)=[[15,31,61],[15,34,61]],(18)
=[[18,34,61]],(20)=[[20,31,61],[20,41,61]],(22)=[[22,34,61],[22,41,
61]],(26)=[[26,41,61]]])),([27,52,93],7)=-e[27,52,93],([6,8,9],8)=1/2*
3^(1/2)*e[6,6,9]+1/2*e[6,8,9],([7,7,12],8)=-1/7*e[7,7,12]+4/7*3^(1/2)*e[7,
11,12],([10,13,35],8)=e[10,25,35],([22,31,43],8)=1/2*3^(1/2)*e[22,30,43]
+1/2*e[22,31,43],([19,41,60],8)=-e[19,27,60],([42,75,135],8)=-e[42,75,
135],([58,88,154],8)=-e[58,101,154],([1,2,2],6)=2/5*6^(1/2)*e[1,1,2]+1/5
*e[1,2,2],([12,18,27],6)=2/3*2^(1/2)*e[12,17,27]+1/3*e[12,18,27],([12,22,
45],6)=-1/3*e[12,22,45]-2/3*2^(1/2)*e[12,24,45],([17,32,60],6)=-1/2*e[17,
32,60]+1/2*3^(1/2)*e[17,33,60],([21,32,47],7)=-1/3*e[21,32,47]+2/3*2^(1/2)*
e[21,33,47],([13,17,26],8)=-1/6*e[13,17,26]+1/6*35^(1/2)*e[13,19,26],([27,
39,55],8)=2/5*6^(1/2)*e[27,37,55]+1/5*e[27,39,55],([42,63,93],8)=e[42,63,
93],([32,62,112],8)=1/2*3^(1/2)*e[32,59,112]+1/2*e[32,62,112],([42,62,112
],8)=e[42,75,112],([64,94,161],8)=e[64,108,161],([10,14,30],6)=-e[10,20
,30],([20,29,53],6)=-e[20,35,53],(7)=[[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,
1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,
1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1],[6,4,2,0,3,1
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1,2,1,4,2,0,1,-1,0,-1,6,4,2,3,2,4,2,0,1,0,3,1,-1,0,-1,
6,4,3,4,2,1,2,0,-1,3,1,0,2,0,-1,6,4,4,2,2,0,3,1,1,-1,
2,0,1,-1,6,4,2,0,3,1,0,2,0,1,0,6,4,2,0,3,1,-1,0,2,0,-\
1,1,-1,0,-1],[14,6,2,2,2,0,2,-1,0,0,0,-1,1,-1,0,14,6,2,
2,2,0,-1,0,0,-1,-1,14,6,2,2,0,0,-1,6,2,2,0,2,0,1,14,6,
2,2,0,6,2,2,0,0,2,0,2,-1,0,14,6,2,6,2,0,2,2,2,2,0,-1,
0,0,0,14,6,6,2,2,2,2,0,0,2,0,0,-1,1,14,6,2,2,2,0,-1,0,
0,-1,-1,14,6,2,2,2,0,2,-1,0,0,0,-1,1,-1,0],[15,5,-1,-3,3
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0,20,0,-4,0,2,0,2,0,0,0,0,20,0,-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,
1,0,-1,-1,1,0,21,1,1,-3,1,-1,1,1,1,-3,1,1,-1,1,21,1,1,-\
3,-1,1,1,-3,1,-1,-3,1,1,0,-1,21,1,-3,1,1,1,1,-3,1,-3,1,
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1,3,-1,-1,-3,-1,1,0,1,21,-1,-3,-1,1,-1,1,3,1,-3,-1,0,1,-\
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0,1,-1,1,0,21,-1,1,3,-3,-1,1,0,1,-1,1,1,-1,0,0],[35,-5,-\
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2,2,0,-1,0,14,-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,-1,1,0,14,-6,2,-2,2,0,-1,0,0,-1,
1,14,-6,2,2,0,0,-1,-6,2,-2,0,2,0,-1,14,-6,2,2,0,-6,2,-2,
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1,6,-4,3,-4,2,-1,2,0,-1,3,-1,0,-2,0,1,6,-4,-4,2,2,0,3,-\
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1,1,1,-1,1,-1,1,-1,1,-1,1,-1,1,1,-1,1,-1,1,-1,1,-1,1,1,
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1,-1,2,0,-1,1,-1,0,-1,3,1,-1,0,-2,-1,-2,5,3,1,2,0,1,0,1
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0,2,0,-1,3,1,0,-3,-5,-1,-3,1,-1,0,-2,2,0,1,-1,2,0,-5,-3,
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-1,0],[35,15,3,-1,8,0,0,-1,3,-1,0,0,0,-1,0,25,9,1,1,4,0,
1,1,1,0,1,15,3,-1,0,0,-1,0,15,3,-1,0,0,-1,0,5,-3,-3,-4,
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-1,-1,-1,0,-1,-35,-15,-3,1,-8,0,0,1,-3,1,0,0,0,1,0],[63,
15,3,3,0,0,0,0,-3,1,0,-2,0,0,0,45,9,1,-3,0,0,0,-1,-1,0,
0,27,3,-1,0,0,1,2,15,3,3,0,0,1,0,9,-3,-3,0,3,9,1,-3,0,
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-3,-3,1,-3,0,0,0,0,-1,-1,-2,0,-45,-9,-1,3,0,0,0,1,1,0,0,
-63,-15,-3,-3,0,0,0,0,3,-1,0,2,0,0,0],[70,10,-6,-2,4,-2,0
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0,-10,-6,-4,2,2,2,-6,-2,0,2,0,-1,0,0,0,-30,-10,-2,6,-2,2,
0,2,-2,0,0,0,0,0,-50,-6,2,-2,-2,0,1,0,0,0,1,-70,-10,6,2,
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0,0,0,25,3,1,3,-2,0,-2,-1,1,0,0,15,1,-1,0,-2,1,0,5,3,-3
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1,-2,3,-3,0,-2,0,-2,-3,-1,0,-15,-5,-1,-3,1,3,0,-2,2,0,-1,
1,0,0,-25,-3,-1,-3,2,0,2,1,-1,0,0,-35,-5,-3,3,4,-2,0,-2,
3,1,0,0,0,0,0],[112,0,0,0,-8,0,0,-2,0,0,0,2,0,0,0,80,0,
0,0,-4,0,2,0,0,0,0,48,0,0,0,0,0,-2,0,0,0,0,0,0,0,16,0,
0,4,0,0,0,0,0,0,-8,0,0,-2,0,-16,0,8,0,0,0,0,0,0,-4,0,2
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0,0,0,0,-112,0,0,0,8,0,0,2,0,0,0,-2,0,0,0],[70,-10,-6,2,
4,2,0,1,0,0,0,0,0,-1,0,50,-6,-2,-2,2,0,-1,0,0,0,1,30,-2
,2,0,-2,0,0,-10,-6,2,2,0,0,0,10,2,6,-2,0,-6,-2,-2,0,0,4
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6,-2,-2,0,-2,2,0,0,0,0,0,-50,6,2,2,-2,0,1,0,0,0,-1,-70,
10,6,-2,-4,-2,0,-1,0,0,0,0,0,1,0],[35,-5,3,3,-4,-2,0,2,3
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1,0,-5,3,3,-2,0,-1,0,5,1,-3,2,-3,-3,1,-3,0,1,-4,-2,0,2,
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,1,0,-2,0,0,0],[35,-15,3,1,8,0,0,-1,-3,-1,0,0,0,1,0,-25,
9,-1,1,-4,0,-1,1,-1,0,1,15,-3,-1,0,0,1,0,15,-3,-1,0,0,1,
0,-5,-3,3,4,-3,-9,1,-1,0,1,-8,0,0,1,0,-5,9,-8,3,1,0,3,1
,0,4,0,1,3,1,0,15,-15,3,-3,-1,1,0,0,0,0,-1,1,0,0,-25,-9
,-1,-1,-4,0,-1,-1,-1,0,-1,35,15,3,-1,8,0,0,-1,3,-1,0,0,0
,-1,0],[7,-5,3,-1,4,-2,0,1,-3,1,0,2,0,-1,0,-5,3,-1,-1,-2
,0,1,1,1,0,-1,3,-1,-1,0,2,1,-2,5,-3,1,2,0,-1,0,-1,-1,3,
2,-3,-3,1,1,0,-1,-4,2,0,-1,0,-1,3,-4,1,1,-2,3,-1,0,2,0,
-1,3,-1,0,3,-5,1,-3,-1,-1,0,-2,-2,0,-1,-1,-2,0,-5,-3,-1,1
,-2,0,1,-1,1,0,1,7,5,3,1,4,2,0,1,3,1,0,2,0,1,0],[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,
-1,1,1,1,1,1,1,1,-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,-1,1,1,-1],[6,4,2,0,
3,1,-1,0,2,0,-1,1,-1,0,-1,-6,-4,-2,0,-3,-1,0,-2,0,-1,0,6
,4,2,3,1,2,1,-4,-2,0,-1,1,0,1,-6,-4,-2,-3,-2,4,2,0,1,0,
-3,-1,1,0,1,6,4,3,-4,-2,-1,2,0,-1,3,1,0,-2,0,1,-6,-4,4,
2,-2,0,-3,-1,1,-1,2,0,-1,1,6,-4,2,0,3,-1,0,-2,0,1,0,-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,-14,-6,-2,-2,-2,0,1,0,0,1,1,14,6,2,2,0,0,
-1,-6,-2,-2,0,-2,0,-1,-14,-6,-2,-2,0,6,2,2,0,0,-2,0,-2,1,
0,14,6,2,-6,-2,0,2,2,2,2,0,-1,0,0,0,-14,-6,6,2,-2,-2,-2,
0,0,2,0,0,1,-1,14,-6,2,-2,2,0,-1,0,0,-1,1,-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,-15,-5,1,3,-3,1,0,-1,1,0,0,15,5,-1,3,-1,1,0,-5,1,3,
1,1,1,0,-15,-5,1,-3,-1,5,-1,-3,-1,-1,-3,1,1,0,-1,15,5,3,
-5,1,1,-1,-3,-1,3,-1,0,-1,1,-1,-15,-5,5,-1,1,3,-3,1,-1,-1
,1,-1,0,0,15,-5,-1,3,3,1,0,-1,-1,0,0,-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,-4,-2,0,1,-1,-2,2,0,1,0,14,4,2,-1,1,-2,-1,-4,-2,0,-1,
1,0,1,-14,-4,-2,1,2,4,2,0,1,0,1,-1,1,-2,-1,14,4,-1,-4,-2
,-1,2,0,-1,-1,1,2,2,0,-1,-14,-4,4,2,-2,0,1,-1,1,-1,-2,0,
1,1,14,-4,2,0,-1,-1,2,2,0,-1,0,-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,-35,-5
,1,-1,1,1,1,1,-1,0,-1,35,5,-1,-1,-1,-1,0,-5,1,-1,1,1,-1,
0,-35,-5,1,1,1,5,-1,1,-1,1,1,1,1,1,1,35,5,-1,-5,1,1,-1,
1,-1,-1,-1,-1,1,-1,1,-35,-5,5,-1,1,-1,1,1,-1,-1,-1,1,0,0,
35,-5,-1,-1,-1,1,-1,1,1,0,-1,-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,-20,0,4,0,-2
,0,-2,0,0,0,0,20,0,-4,2,0,0,0,0,4,0,0,-2,0,0,-20,0,4,-\
2,0,0,-4,0,0,0,-2,0,-2,-2,0,20,0,2,0,4,0,-4,0,2,2,0,2,
0,0,0,-20,0,0,-4,4,0,-2,0,0,2,0,0,0,0,20,0,-4,0,2,0,2,
0,0,0,0,-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,-1,0,1,1,-1,0,21
,1,1,-3,1,-1,1,-1,-1,3,-1,-1,1,-1,-21,-1,-1,3,1,1,1,-3,1
,-1,3,-1,-1,0,1,21,1,-3,-1,-1,-1,1,-3,1,-3,1,0,1,1,1,-21
,-1,1,1,-1,3,3,-1,1,1,-1,-1,-1,-1,21,-1,1,3,-3,-1,0,1,-1
,1,0,-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,-21,1,-1,-3,3,1,0,-1,1,-1,0,21,
-1,1,-3,-1,1,1,1,-1,-3,1,-1,1,1,-21,1,-1,3,-1,-1,1,3,-1,
-1,3,1,-1,0,-1,21,-1,-3,1,-1,1,1,3,1,-3,-1,0,-1,1,-1,-21,
1,-1,1,-1,-3,3,1,-1,1,1,-1,-1,1,21,1,1,-3,-3,1,0,-1,-1,1
,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,-35,5,1,1,1,-1,1,-1,-1,0,1,35,-\
5,-1,-1,1,1,0,5,1,1,-1,1,-1,0,-35,5,1,1,-1,-5,-1,-1,1,1,
1,-1,1,1,-1,35,-5,-1,5,1,-1,-1,-1,-1,-1,1,-1,-1,-1,-1,-35,
5,-5,-1,1,1,1,-1,1,-1,1,1,0,0,35,5,-1,1,-1,-1,-1,-1,1,0,
1,-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,-15,5,1,-3,-3,-1,0,1,1,0,0,15,-5,-1
,3,1,-1,0,5,1,-3,-1,1,1,0,-15,5,1,-3,1,-5,-1,3,1,-1,-3,
-1,1,0,1,15,-5,3,5,1,-1,-1,3,-1,3,1,0,1,1,1,-15,5,-5,-1,
1,-3,-3,-1,1,-1,-1,-1,0,0,15,5,-1,-3,3,-1,0,1,-1,0,0,-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,-14,4,-2,0,1,1,-2,-2,0,1,0,14,-4,2,-1,-1
,2,-1,4,-2,0,1,1,0,-1,-14,4,-2,1,-2,-4,2,0,-1,0,1,1,1,-\
2,1,14,-4,-1,4,-2,1,2,0,-1,-1,-1,2,-2,0,1,-14,4,-4,2,-2,
0,1,1,-1,-1,2,0,1,-1,14,4,2,0,-1,1,2,-2,0,-1,0,-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,-14,6,-2,2,-2,0,1,0,0,1,-1,14,-6,2,2,0,0,-1,
6,-2,2,0,-2,0,1,-14,6,-2,-2,0,-6,2,-2,0,0,-2,0,-2,1,0,14
,-6,2,6,-2,0,2,-2,2,2,0,-1,0,0,0,-14,6,-6,2,-2,2,-2,0,0
,2,0,0,1,1,14,6,2,2,2,0,-1,0,0,-1,-1,-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,-6,4,-2,0,-3,1,0,2,0,-1,0,6,-4,2,3,-1,-2,1,4,-2,0,1,1
,0,-1,-6,4,-2,-3,2,-4,2,0,-1,0,-3,1,1,0,-1,6,-4,3,4,-2,
1,2,0,-1,3,-1,0,2,0,-1,-6,4,-4,2,-2,0,-3,1,-1,-1,-2,0,-1
,-1,6,4,2,0,3,1,0,2,0,1,0,-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,-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,
1,1,1,1,1,1,1,1,1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
-1,-1]],([17,26,36],7)=1/2*3^(1/2)*e[17,25,36]+1/2*e[17,26,36],([26,41,
60],7)=1/2*3^(1/2)*e[26,40,60]+1/2*e[26,41,60],([27,42,63],7)=-1/2*e[27,42
,63]+1/2*3^(1/2)*e[27,43,63],([34,60,104],7)=-1/3*e[34,60,104]+2/3*2^(1/2)*
e[34,62,104],([8,23,56],8)=-e[8,23,56],(65,8)=(table([(17)=[[17,32,65]],
(22)=[[22,32,65],[22,44,65]],(23)=[[23,32,65],[23,45,65]],(30)=[[30,
44,65]],(31)=[[31,44,65],[31,45,65]]])),([36,54,99],8)=e[36,66,99],([
38,57,110],8)=-e[38,73,110],(10,6)=(table([(4)=[[4,6,10]],(5)=[[5,6,10
],[5,7,10]]])),([12,17,33],6)=e[12,22,33],([14,27,50],6)=-1/2*3^(1/2)
*e[14,26,50]+1/2*e[14,27,50],([14,28,52],6)=1/2*3^(1/2)*e[14,27,52]+1/2*e[
14,28,52],([16,31,57],6)=e[16,31,57],([26,50,89],7)=e[26,50,89],([7,10,
16],8)=-1/4*e[7,10,16]+1/4*15^(1/2)*e[7,11,16],([7,22,29],8)=e[7,7,29],([
37,67,99],8)=e[37,54,99],([49,88,154],8)=1/2*3^(1/2)*e[49,87,154]+1/2*e[
49,88,154],([7,12,24],5)=-e[7,15,24],([11,17,27],6)=-e[11,17,27],(50,6)
=(table([(13)=[[13,26,50]],(14)=[[14,26,50],[14,27,50]],(17)=[[17,26,
50],[17,32,50]],(18)=[[18,27,50],[18,32,50]]])),([17,33,60],6)=1/2*
3^(1/2)*e[17,32,60]+1/2*e[17,33,60],([18,34,63],6)=-e[18,34,63],([4,15,30
],7)=e[4,15,30],([24,36,52],7)=e[24,36,52],(71,7)=(table([(19)=[[19,38,
71]],(25)=[[25,38,71],[25,48,71]],(30)=[[30,48,71]]])),(74,7)=(table([
(20)=[[20,39,74],[20,41,74]],(22)=[[22,41,74]],(25)=[[25,39,74],[25,
49,74]],(26)=[[26,41,74],[26,49,74]],(31)=[[31,49,74]]])),(26,8)=(
table([(2)=[[2,4,26],[2,17,26]],(4)=[[4,4,26],[4,19,26]],(12)=[[12,
17,26]],(13)=[[13,17,26],[13,19,26]],(15)=[[15,19,26]]])),([18,26,59
],8)=e[18,40,59],([35,52,75],8)=1/4*15^(1/2)*e[35,51,75]+1/4*e[35,52,75],(
[46,83,125],8)=e[46,69,125],([14,22,33],6)=1/2*3^(1/2)*e[14,21,33]+1/2*e
[14,22,33],([15,24,45],6)=e[15,28,45],([15,29,53],6)=-1/4*15^(1/2)*e[15,
28,53]+1/4*e[15,29,53],([4,15,22],7)=e[4,7,22],([33,51,78],7)=-e[33,51,
78],(8)=[[1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,
1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,
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,
1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,
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,
1,1,1,1,1,1],[7,5,3,1,-1,4,2,0,1,-1,3,1,-1,0,-1,2,0,-1,
1,-1,0,-1,7,5,3,1,4,2,0,1,3,1,0,2,0,1,0,7,5,3,1,4,2,1
,3,1,2,1,5,3,1,-1,2,0,-1,1,-1,0,-1,7,5,3,4,2,3,2,5,3,
1,2,0,1,0,4,2,0,1,-1,0,-1,7,5,3,4,3,5,3,1,2,1,3,1,-1,
0,-1,4,2,0,1,0,3,1,-1,0,-1,7,5,4,5,3,2,3,1,0,4,2,1,2,
0,-1,3,1,0,2,0,-1,7,5,5,3,3,1,1,-1,4,2,2,0,1,-1,3,1,1,
-1,2,0,1,-1,7,5,3,1,4,2,0,1,3,1,0,2,0,1,0,7,5,3,1,-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,-1,0,20,10,4,2,5,1,1,-1,
2,0,-1,0,0,-1,-1,20,10,4,2,5,1,-1,2,0,0,-1,10,4,2,4,1,1
,1,0,2,0,1,20,10,4,5,1,2,0,10,4,2,1,1,0,0,5,1,1,-1,1,
-1,0,20,10,4,5,2,10,4,2,1,0,4,2,4,1,2,5,1,1,-1,-1,2,0,
2,-1,0,20,10,5,10,4,1,4,2,1,5,1,-1,1,1,1,2,0,-1,0,0,0,
20,10,10,4,4,2,2,4,5,1,1,1,-1,1,2,0,0,2,0,0,-1,1,20,10,
4,2,5,1,1,-1,2,0,-1,0,0,-1,-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,-1,1,0,0,0,1,21,9,1,-3,6,0,-2,0,3,-1,0,1,-1,0,
0,21,9,1,-3,6,0,0,3,-1,1,0,9,1,-3,-3,0,-2,0,-1,-1,-1,0,
21,9,1,6,0,3,1,9,1,-3,0,-2,-1,-1,6,0,-2,0,0,0,1,21,9,1,
6,3,9,1,-3,0,-1,1,-3,-3,-2,-1,6,0,-2,0,0,3,-1,-1,0,1,21,
9,6,9,1,0,1,-3,-2,6,0,0,0,-2,0,3,-1,0,1,-1,1,21,9,9,1,
1,-3,-3,-3,6,0,0,-2,0,0,3,-1,-1,-1,1,-1,0,0,21,9,1,-3,6,
0,-2,0,3,-1,0,1,-1,0,0,21,9,1,-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,-1,0,0,28,10,4,2,1,1,1,1,-2,0,1,-2,0,-1,0,28
,10,4,2,1,1,1,-2,0,-2,-1,10,4,2,-4,1,1,1,0,-2,0,-1,28,
10,4,1,1,-2,-2,10,4,2,1,1,0,0,1,1,1,1,1,1,1,28,10,4,1,
-2,10,4,2,1,0,4,2,-4,1,-2,1,1,1,1,1,-2,0,-2,1,0,28,10,1
,10,4,1,4,2,1,1,1,1,1,1,1,-2,0,1,-2,0,1,28,10,10,4,4,2
,2,-4,1,1,1,1,1,1,-2,0,0,-2,-2,0,-1,-1,28,10,4,2,1,1,1,
1,-2,0,1,-2,0,-1,0,28,10,4,2,-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,-1,0,0,1,0,64,16,0,0,4,-2,0,-2,0,0,0,-1,1,0,1,64,16,0
,0,4,-2,-2,0,0,-1,0,16,0,0,0,-2,0,-2,0,0,1,0,64,16,0,4,
-2,0,-1,16,0,0,-2,0,0,1,4,-2,0,-2,-2,0,-1,64,16,0,4,0,16
,0,0,-2,0,0,0,0,0,0,4,-2,0,-2,0,0,0,0,0,0,64,16,4,16,0
,-2,0,0,0,4,-2,-2,-2,0,-2,0,0,0,-1,1,-1,64,16,16,0,0,0,
0,0,4,-2,-2,0,-2,-2,0,0,0,0,-1,1,0,0,64,16,0,0,4,-2,0,-\
2,0,0,0,-1,1,0,1,64,16,0,0,0,4,-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,-1,35,5,-5,-3,5,-1,1,2,1,-1,1,0,0,0,0,35,5,-5,-\
3,5,-1,2,1,-1,0,0,5,-5,-3,3,-1,1,2,-1,1,0,0,35,5,-5,5,-\
1,1,0,5,-5,-3,-1,1,-1,0,5,-1,1,2,2,1,0,35,5,-5,5,1,5,-5
,-3,-1,-1,-5,-3,3,1,1,5,-1,1,2,1,1,-1,1,1,-1,35,5,5,5,-\
5,-1,-5,-3,1,5,-1,2,-1,1,2,1,-1,1,0,0,0,35,5,5,-5,-5,-3,
-3,3,5,-1,-1,1,2,2,1,-1,-1,1,0,0,0,0,35,5,-5,-3,5,-1,1,
2,1,-1,1,0,0,0,0,35,5,-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,
-1,0,0,0,0,14,4,2,0,-1,1,-1,2,-2,0,1,-1,-1,0,0,14,4,2,0
,-1,1,2,-2,0,-1,0,4,2,0,6,1,-1,-2,0,2,-1,0,14,4,2,-1,1,
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6,10,25],7)=-e[6,17,25],([6,17,32],7)=e[6,17,32],([19,40,60],7)=-e[19
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34],([15,24,37],6)=-e[15,24,37],([23,35,65],7)=e[23,44,65],([26,41,76]
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([14,36,76],8)=-e[14,36,76],([21,48,98],8)=-e[21,48,98],([35,68,102],
8)=-e[35,52,102],([30,57,110],8)=-1/4*e[30,57,110]+1/4*15^(1/2)*e[30,60,110
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5)=(table([(9)=[[9,19,35]],(10)=[[10,19,35],[10,20,35]]])),([7,11,15]
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23,50]+1/2*e[12,28,50],([34,52,90],7)=e[34,60,90],([16,23,34],8)=-1/2*e[
16,23,34]+1/2*3^(1/2)*e[16,24,34],([16,21,54],8)=-e[16,38,54],([25,47,68]
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58,101]+2/3*2^(1/2)*e[33,60,101],([23,32,65],8)=e[23,45,65],([26,38,71],
8)=-e[26,48,71],([27,49,71],8)=-e[27,38,71],([47,69,104],8)=-1/3*e[47,69
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13,25],[8,16,25]]])),(15,6)=(table([(2)=[[2,4,15],[2,9,15]],(4)=[[4,
4,15],[4,11,15]],(6)=[[6,9,15]],(7)=[[7,9,15],[7,11,15]],(8)=[[8,
11,15]]])),([4,7,11],7)=-e[4,7,11],(50,7)=(table([(12)=[[12,23,50],[12
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62],8)=e[29,42,62],(73,8)=(table([(18)=[[18,33,73],[18,40,73]],(23)=[[
23,33,73],[23,50,73]],(28)=[[28,40,73],[28,50,73]],(34)=[[34,50,73
]]])),([38,57,83],8)=e[38,57,83],([50,76,136],8)=e[50,89,136],(177,8)=(
table([(59)=[[59,103,177]],(60)=[[60,103,177],[60,105,177]],(61)=[[61,
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63],[19,35,63]],(20)=[[20,35,63]]])),([1,12,27],7)=e[1,12,27],([9,12,
15],8)=2/3*2^(1/2)*e[9,10,15]+1/3*e[9,12,15],([11,14,17],8)=e[11,14,17],([
27,37,70],8)=e[27,49,70],([34,61,111],8)=e[34,61,111],([35,68,124],8)
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[61,91,159],8)=e[61,106,159],([1,1,1],2)=e[1,1,1],(3,3)=(table([(1)=[[1
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55,8)=(table([(7)=[[7,22,55]],(15)=[[15,22,55],[15,37,55]],(17)=[[17,
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28)=[[28,39,55]]])),([29,59,109],8)=1/4*15^(1/2)*e[29,56,109]+1/4*e[29,59
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36,54]+1/4*e[26,38,54],([16,31,64],8)=e[16,31,64],([29,59,86],8)=e[29,41
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17]],(5)=[[5,7,17],[5,12,17]],(7)=[[7,11,17],[7,12,17]]])),(7,7)=(
table([(2)=[[2,4,7]],(4)=[[4,4,7],[4,7,7]],(6)=[[6,7,7]]])),([2,13,
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105],([15,21,32],8)=-1/3*e[15,21,32]+2/3*2^(1/2)*e[15,22,32],([37,54,99],
8)=e[37,67,99],([48,86,130],8)=e[48,72,130],([42,75,137],8)=-1/4*e[42,75
,137]-1/4*15^(1/2)*e[42,79,137],([57,98,169],8)=-1/6*e[57,98,169]+1/6*35^(1
/2)*e[57,101,169],([65,109,180],8)=e[65,109,180],([12,17,36],6)=-e[12,24
,36],([15,29,47],6)=-e[15,24,47],([4,4,19],7)=-e[4,15,19],(69,7)=(table
([(17)=[[17,36,69]],(23)=[[23,36,69],[23,46,69]],(24)=[[24,36,69],[
24,47,69]],(29)=[[29,46,69],[29,47,69]]])),([17,22,55],8)=-e[17,39,
55],([19,46,67],8)=-e[19,27,67],([29,56,109],8)=-1/4*e[29,56,109]+1/4*15
^(1/2)*e[29,59,109],([53,81,122],8)=-1/2*e[53,81,122]+1/2*3^(1/2)*e[53,82,
122],([37,70,126],8)=-e[37,70,126],([4,9,17],4)=2/3*2^(1/2)*e[4,8,17]+1/
3*e[4,9,17],([5,16,21],7)=-e[5,6,21],([31,49,88],7)=e[31,58,88],([4,19,
28],8)=e[4,6,28],([36,52,76],8)=-1/2*e[36,52,76]+1/2*3^(1/2)*e[36,53,76],(
135,8)=(table([(40)=[[40,75,135]],(42)=[[42,75,135]],(50)=[[50,75,135],
[50,89,135]],(59)=[[59,89,135]]])),([60,105,177],8)=1/4*15^(1/2)*e[60,
103,177]+1/4*e[60,105,177],(0,2)=0,(4,2)=(table([(1)=[[1,2,4]]])),(19,4)=
(table([(4)=[[4,9,19]],(5)=[[5,9,19],[5,10,19]]])),([3,3,3],6)=e[3,3
,3],([8,12,17],7)=-1/5*e[8,12,17]+2/5*6^(1/2)*e[8,13,17],([11,17,39],7)=
e[11,27,39],([21,40,60],7)=-e[21,33,60],([27,38,56],8)=-e[27,38,56],([36
,66,116],8)=e[36,66,116],([50,89,135],8)=e[50,75,135],(0,3)=1,([5,12,
22],5)=1/2*3^(1/2)*e[5,10,22]+1/2*e[5,12,22],([2,3,3],6)=2/3*2^(1/2)*e[2,2
,3]+1/3*e[2,3,3],([7,9,20],6)=-e[7,14,20],(48,6)=(table([(13)=[[13,25,48
]],(16)=[[16,25,48],[16,30,48]]])),(51,6)=(table([(13)=[[13,26,51]],(
14)=[[14,26,51],[14,28,51]],(15)=[[15,28,51]],(17)=[[17,26,51],[17,
33,51]],(19)=[[19,28,51],[19,33,51]]])),(108,7)=(table([(34)=[[34,63,
108]],(35)=[[35,63,108],[35,64,108]],(36)=[[36,64,108]]])),([25,35,51
],8)=-1/3*e[25,35,51]+2/3*2^(1/2)*e[25,36,51],([21,48,88],8)=2/3*2^(1/2)*e
[21,43,88]+1/3*e[21,48,88],([33,49,94],8)=-e[33,63,94],([39,74,132],8)=e
[39,74,132],(157,8)=(table([(50)=[[50,90,157]],(51)=[[51,90,157]],(52)=[[
52,90,157],[52,92,157]],(60)=[[60,90,157],[60,104,157]],(62)=[[62,
92,157],[62,104,157]]])),([62,92,157],8)=-e[62,104,157],(0,4)=2,([1,2
,3],5)=e[1,2,3],([6,10,15],5)=-e[6,10,15],([19,29,59],7)=e[19,40,59],(
[4,6,6],8)=1/4*15^(1/2)*e[4,4,6]+1/4*e[4,6,6],([3,6,28],8)=e[3,18,28],([
18,40,59],8)=e[18,26,59],(66,8)=(table([(18)=[[18,33,66]],(23)=[[23,33,
66],[23,45,66]],(31)=[[31,45,66]]])),([47,69,125],8)=e[47,84,125],([44
,77,139],8)=-1/5*e[44,77,139]+2/5*6^(1/2)*e[44,81,139],([2,3,5],4)=-e[2,
3,5],([4,9,19],5)=e[4,9,19],([9,18,32],5)=1/2*3^(1/2)*e[9,17,32]+1/2*e[9
,18,32],([4,6,10],6)=-e[4,6,10],([19,28,53],6)=e[19,35,53],([5,6,9],7
)=-1/3*e[5,6,9]+2/3*2^(1/2)*e[5,8,9],([17,27,38],7)=1/2*3^(1/2)*e[17,26,38]
+1/2*e[17,27,38],([20,30,44],7)=-1/3*e[20,30,44]+2/3*2^(1/2)*e[20,31,44],([
22,33,63],7)=-e[22,43,63],([4,7,7],8)=4/7*3^(1/2)*e[4,4,7]+1/7*e[4,7,7],
([6,9,31],8)=-e[6,21,31],(85,8)=(table([(23)=[[23,45,85]],(31)=[[31,45,
85],[31,58,85]],(39)=[[39,58,85]]])),([32,47,87],8)=e[32,59,87],([45,
67,100],8)=-e[45,67,100],([36,53,103],8)=e[36,69,103],([35,65,121],8)=
-1/4*e[35,65,121]+1/4*15^(1/2)*e[35,68,121],([44,65,121],8)=-e[44,81,121],(
[11,17,33],6)=e[11,21,33],([12,17,25],7)=-1/5*e[12,17,25]+2/5*6^(1/2)*e[
12,18,25],(34,7)=(table([(1)=[[1,12,34]],(8)=[[8,12,34],[8,24,34]],(16
)=[[16,24,34]]])),([9,25,37],7)=e[9,15,37],([19,38,56],7)=e[19,29,56],
([21,42,63],7)=-e[21,33,63],([19,28,68],8)=-e[19,46,68],([27,38,71],8
)=-e[27,49,71],([60,103,156],8)=-e[60,90,156],([54,94,159],8)=e[54,94,
159],([4,5,16],6)=e[4,11,16],([16,25,38],6)=e[16,25,38],([23,44,81],7
)=-1/4*e[23,44,81]-1/4*15^(1/2)*e[23,46,81],([33,51,88],7)=e[33,58,88],([29
,42,87],8)=-e[29,59,87],([22,44,89],8)=-1/3*e[22,44,89]+2/3*2^(1/2)*e[22
,49,89],([22,49,94],8)=e[22,49,94],([5,7,12],4)=-e[5,7,12],([2,7,9],5
)=e[2,2,9],(12,5)=(table([(3)=[[3,5,12],[3,8,12]],(5)=[[5,8,12]]])),([
7,14,21],5)=e[7,11,21],([1,8,19],6)=e[1,8,19],([12,22,33],6)=e[12,17,
33],([11,16,35],6)=e[11,23,35],([14,22,45],6)=e[14,28,45],(40,7)=(table
([(7)=[[7,18,40]],(12)=[[12,18,40],[12,28,40]],(18)=[[18,28,40]]])),(
[15,23,50],7)=-e[15,34,50],(59,7)=(table([(13)=[[13,29,59],[13,32,59]
],(16)=[[16,32,59]],(19)=[[19,29,59],[19,40,59]],(21)=[[21,32,59],[
21,40,59]],(26)=[[26,40,59]]])),([28,45,78],7)=e[28,51,78],([28,44,81
],7)=-e[28,53,81],([29,54,83],7)=e[29,46,83],([26,50,87],7)=2/3*2^(1/2)
*e[26,49,87]+1/3*e[26,50,87],([22,32,44],8)=2/5*6^(1/2)*e[22,30,44]+1/5*e[
22,32,44],([11,26,59],8)=-e[11,26,59],([32,46,68],8)=-1/4*e[32,46,68]+1/
4*15^(1/2)*e[32,47,68],([30,42,87],8)=e[30,60,87],([47,69,102],8)=e[47,
69,102],([9,21,33],6)=e[9,14,33],([15,31,44],7)=e[15,22,44],([29,46,69
],7)=-1/2*e[29,46,69]+1/2*3^(1/2)*e[29,47,69],([26,49,74],7)=-e[26,41,74],
([34,62,104],7)=2/3*2^(1/2)*e[34,60,104]+1/3*e[34,62,104],([5,8,30],8)=e
[5,20,30],([14,18,51],8)=-e[14,36,51],([47,70,105],8)=-e[47,70,105],([48
,86,129],8)=e[48,71,129],([56,98,168],8)=e[56,98,168],([7,15,23],5)=e
[7,11,23],([10,15,28],5)=e[10,19,28],([24,36,66],7)=e[24,45,66],([22,45
,67],7)=-e[22,34,67],([3,6,10],8)=e[3,6,10],(75,8)=(table([(13)=[[13,35
,75]],(24)=[[24,35,75],[24,51,75]],(25)=[[25,35,75],[25,52,75]],(35
)=[[35,51,75],[35,52,75]],(36)=[[36,52,75]]])),(98,8)=(table([(21)=[[
21,48,98]],(26)=[[26,48,98],[26,53,98]],(33)=[[33,48,98],[33,66,98
]],(36)=[[36,53,98],[36,66,98]],(44)=[[44,66,98]],(45)=[[45,66,98]]])
),([32,59,115],8)=-1/4*e[32,59,115]+1/4*15^(1/2)*e[32,65,115],([33,66,119
],8)=1/2*3^(1/2)*e[33,63,119]+1/2*e[33,66,119],([48,86,151],8)=e[48,86,151
],(0,5)=3,(31,6)=(table([(8)=[[8,15,31]],(10)=[[10,15,31],[10,20,31]]
,(13)=[[13,20,31]]])),([14,21,40],6)=-e[14,26,40],([13,29,41],7)=-e[13
,19,41],([16,32,65],7)=-1/3*e[16,32,65]+2/3*2^(1/2)*e[16,35,65],([12,17,
25],8)=e[12,17,25],([15,21,54],8)=-e[15,37,54],([37,54,78],8)=-e[37,54,
78],([32,62,91],8)=e[32,46,91],([59,100,168],8)=e[59,100,168],([14,26,
49],6)=e[14,26,49],([2,4,7],7)=-e[2,4,7],([12,18,40],7)=e[12,28,40],(80
,7)=(table([(22)=[[22,43,80],[22,45,80]],(24)=[[24,45,80]],(27)=[[27,
43,80],[27,52,80]],(28)=[[28,45,80],[28,52,80]],(34)=[[34,52,80]]])
),([27,50,89],7)=-e[27,50,89],([29,53,93],7)=-e[29,53,93],(106,7)=(
table([(33)=[[33,61,106]],(35)=[[35,61,106],[35,64,106]],(36)=[[36,64,
106]]])),([6,21,32],8)=-e[6,10,32],([39,57,84],8)=-1/3*e[39,57,84]+2/3*2
^(1/2)*e[39,58,84],([39,74,130],8)=2/5*6^(1/2)*e[39,72,130]+1/5*e[39,74,130
],([52,90,137],8)=e[52,79,137],(173,8)=(table([(57)=[[57,101,173]],(58)=
[[58,101,173]],(60)=[[60,101,173],[60,104,173]],(62)=[[62,104,173]]])
),([4,6,9],4)=e[4,6,9],(6,5)=(table([(2)=[[2,4,6]],(3)=[[3,4,6],[3,5
,6]]])),(31,5)=(table([(8)=[[8,16,31],[8,17,31]],(9)=[[9,17,31]]])),(
[20,29,46],6)=e[20,29,46],([21,33,47],7)=2/3*2^(1/2)*e[21,32,47]+1/3*e[
21,33,47],([23,36,52],7)=2/3*2^(1/2)*e[23,35,52]+1/3*e[23,36,52],([22,45,
66],7)=-e[22,33,66],([34,60,103],7)=-e[34,60,103],([18,25,47],8)=-e[18,
33,47],([26,53,78],8)=e[26,38,78],(179,8)=(table([(60)=[[60,105,179]],(
61)=[[61,105,179],[61,106,179]],(63)=[[63,105,179],[63,108,179]],(64
)=[[64,106,179],[64,108,179]]])),(11,7)=(table([(4)=[[4,7,11]],(6)=[[6
,7,11],[6,10,11]],(7)=[[7,10,11]]])),([13,20,28],7)=1/4*15^(1/2)*e[
13,19,28]+1/4*e[13,20,28],([9,25,36],7)=e[9,14,36],([19,29,42],7)=-1/3*e
[19,29,42]+2/3*2^(1/2)*e[19,30,42],([25,49,74],7)=e[25,39,74],([27,37,54]
,8)=-1/2*e[27,37,54]+1/2*3^(1/2)*e[27,38,54],([27,54,78],8)=e[27,38,78],(
147,8)=(table([(46)=[[46,83,147]],(54)=[[54,83,147],[54,95,147]],(65)=
[[65,95,147]]])),([49,87,151],8)=1/4*15^(1/2)*e[49,86,151]+1/4*e[49,87,
151],([64,94,159],8)=-e[64,106,159],(176,8)=(table([(59)=[[59,103,176]],
(60)=[[60,103,176],[60,104,176]],(62)=[[62,104,176]]])),(13,5)=(table(
[(1)=[[1,6,13]],(4)=[[4,6,13],[4,9,13]],(6)=[[6,9,13]]])),(14,6)=(
table([(2)=[[2,3,14],[2,9,14]],(3)=[[3,3,14],[3,10,14]],(6)=[[6,9,
14]],(7)=[[7,9,14],[7,10,14]]])),([6,16,25],6)=e[6,9,25],([14,20,42]
,7)=-e[14,30,42],([23,46,81],7)=-1/4*15^(1/2)*e[23,44,81]+1/4*e[23,46,81],
([26,49,87],7)=-1/3*e[26,49,87]+2/3*2^(1/2)*e[26,50,87],([2,3,5],8)=e[2,
3,5],([10,11,17],8)=-1/7*e[10,11,17]+4/7*3^(1/2)*e[10,14,17],([28,50,95],
8)=-e[28,50,95],([51,77,115],8)=e[51,77,115],([53,81,139],8)=-e[53,91,
139],([60,101,174],8)=-1/6*e[60,101,174]+1/6*35^(1/2)*e[60,105,174],([5,7,
15],4)=-e[5,10,15],([20,29,47],6)=-e[20,29,47],([17,31,56],6)=e[17,31,
56],(36,7)=(table([(3)=[[3,14,36]],(9)=[[9,14,36],[9,25,36]],(10)=[[10
,14,36],[10,26,36]],(16)=[[16,25,36]],(17)=[[17,25,36],[17,26,36]]
])),(64,7)=(table([(15)=[[15,34,64]],(18)=[[18,34,64]],(22)=[[22,34,64]
,[22,43,64]],(27)=[[27,43,64]]])),([17,22,33],8)=-1/6*e[17,22,33]+1/6*
35^(1/2)*e[17,25,33],([16,38,57],8)=e[16,24,57],([23,45,66],8)=-e[23,33,
66],([31,44,84],8)=-e[31,58,84],([48,72,108],8)=-e[48,72,108],(119,8)=(
table([(33)=[[33,63,119],[33,66,119]],(36)=[[36,66,119]],(42)=[[42,63,
119],[42,79,119]],(43)=[[43,63,119],[43,80,119]],(44)=[[44,66,119],
[44,79,119]],(45)=[[45,66,119],[45,80,119]],(52)=[[52,79,119],[52,
80,119]]])),([45,78,138],8)=-1/2*e[45,78,138]-1/2*3^(1/2)*e[45,80,138],([
48,86,152],8)=-e[48,86,152],(5,3)=(table([(1)=[[1,2,5],[1,3,5]],(2)=[
[2,3,5]]])),([5,6,7],6)=e[5,6,7],([14,22,31],7)=1/2*3^(1/2)*e[14,21,31
]+1/2*e[14,22,31],([34,62,92],7)=e[34,52,92],([22,32,72],8)=e[22,49,72],
(87,8)=(table([(20)=[[20,42,87],[20,47,87]],(25)=[[25,47,87]],(29)=[[
29,42,87],[29,59,87]],(30)=[[30,42,87],[30,60,87]],(32)=[[32,47,87
],[32,59,87]],(33)=[[33,47,87],[33,60,87]],(40)=[[40,59,87],[40,60
,87]],(41)=[[41,60,87]]])),([57,87,153],8)=-e[57,100,153],([3,8,11],5
)=e[3,4,11],(28,6)=(table([(5)=[[5,12,28]],(8)=[[8,12,28],[8,18,28]],(
12)=[[12,18,28]]])),([13,32,46],7)=e[13,19,46],(86,7)=(table([(25)=[[25,
48,86],[25,49,86]],(26)=[[26,49,86]],(30)=[[30,48,86],[30,56,86]],(
31)=[[31,49,86],[31,56,86]]])),([34,63,107],7)=1/2*3^(1/2)*e[34,62,107
]+1/2*e[34,63,107],([14,21,28],8)=2/5*6^(1/2)*e[14,18,28]+1/5*e[14,21,28],(
[37,54,79],8)=-1/4*e[37,54,79]+1/4*15^(1/2)*e[37,55,79],([32,65,97],8)=e
[32,47,97],([34,50,100],8)=-e[34,67,100],([41,74,134],8)=-1/5*e[41,74,
134]-2/5*6^(1/2)*e[41,78,134],([56,98,169],8)=-1/2*e[56,98,169]+1/2*3^(1/2)
*e[56,99,169],([3,4,11],5)=e[3,8,11],([4,11,17],5)=e[4,7,17],([10,20,
35],5)=1/4*15^(1/2)*e[10,19,35]+1/4*e[10,20,35],([9,14,20],6)=2/3*2^(1/2)*
e[9,13,20]+1/3*e[9,14,20],([6,10,14],7)=-e[6,10,14],([17,33,48],7)=e[17,
26,48],([30,60,87],8)=e[30,42,87],([26,48,88],8)=e[26,48,88],([45,66,
98],8)=-e[45,66,98],(49,6)=(table([(13)=[[13,25,49],[13,26,49]],(14)=[[
14,26,49]],(16)=[[16,25,49],[16,31,49]],(17)=[[17,26,49],[17,31,49
]]])),([15,29,54],6)=-e[15,29,54],(101,7)=(table([(31)=[[31,57,101],[31
,58,101]],(32)=[[32,57,101],[32,60,101]],(33)=[[33,58,101],[33,60,
101]],(34)=[[34,60,101]]])),([29,42,82],8)=e[29,56,82],([38,71,106],8)
=-e[38,56,106],(172,8)=(table([(57)=[[57,100,172],[57,101,172]],(58)=[[
58,101,172]],(59)=[[59,100,172],[59,103,172]],(60)=[[60,101,172],[60
,103,172]]])),([9,19,33],5)=1/4*15^(1/2)*e[9,17,33]+1/4*e[9,19,33],(47,6
)=(table([(12)=[[12,24,47]],(15)=[[15,24,47],[15,29,47]],(20)=[[20,29,
47]]])),([4,15,19],7)=-e[4,4,19],([17,25,36],7)=-1/2*e[17,25,36]+1/2*3^(
1/2)*e[17,26,36],([26,40,60],7)=-1/2*e[26,40,60]+1/2*3^(1/2)*e[26,41,60],([
15,31,61],7)=-1/3*e[15,31,61]-2/3*2^(1/2)*e[15,34,61],([22,43,76],7)=-1/
2*3^(1/2)*e[22,41,76]+1/2*e[22,43,76],([15,21,31],8)=-e[15,21,31],([9,24,
32],8)=e[9,10,32],([31,45,65],8)=1/4*15^(1/2)*e[31,44,65]+1/4*e[31,45,65],
([32,62,92],8)=-e[32,47,92],([37,70,104],8)=-e[37,54,104],([64,109,184
],8)=-e[64,109,184],([4,9,14],5)=e[4,7,14],([16,25,48],6)=e[16,30,48],(
[14,27,52],6)=-1/2*e[14,27,52]+1/2*3^(1/2)*e[14,28,52],([11,15,37],7)=-e
[11,27,37],([1,2,4],8)=-e[1,2,4],([30,43,64],8)=-1/2*e[30,43,64]+1/2*3^(
1/2)*e[30,44,64],([15,37,70],8)=1/2*3^(1/2)*e[15,30,70]+1/2*e[15,37,70],([
52,92,142],8)=-e[52,80,142],([22,41,60],7)=e[22,33,60],([21,42,62],7)
=e[21,32,62],([4,19,26],8)=e[4,4,26],([46,69,125],8)=e[46,83,125],([62,
107,160],8)=e[62,92,160],(167,8)=(table([(55)=[[55,97,167]],(56)=[[56,97
,167],[56,99,167]],(58)=[[58,99,167]]])),([9,14,21],5)=e[9,14,21],([8
,11,16],6)=-e[8,11,16],([14,21,33],6)=-1/2*e[14,21,33]+1/2*3^(1/2)*e[14,
22,33],([20,35,64],6)=-1/5*e[20,35,64]+2/5*6^(1/2)*e[20,36,64],([2,13,18]
,7)=-e[2,3,18],([4,7,22],7)=e[4,15,22],(26,7)=(table([(7)=[[7,11,26],[
7,18,26]],(12)=[[12,18,26]]])),([10,26,36],7)=e[10,14,36],([11,27,38]
,7)=-e[11,16,38],([24,36,69],7)=e[24,47,69],(45,8)=(table([(8)=[[8,23,
45]],(16)=[[16,23,45],[16,31,45]],(21)=[[21,31,45]],(22)=[[22,31,45]]
])),([10,25,58],8)=-e[10,25,58],([21,43,62],8)=e[21,29,62],([28,39,79]
,8)=-e[28,55,79],([46,68,121],8)=e[46,81,121],([60,90,138],8)=-e[60,90,
138],([44,81,139],8)=2/5*6^(1/2)*e[44,77,139]+1/5*e[44,81,139],([61,91,
155],8)=-e[61,102,155],([10,15,29],5)=e[10,20,29],([4,5,6],6)=1/2*3^(1/
2)*e[4,4,6]+1/2*e[4,5,6],([7,14,30],6)=e[7,14,30],([10,14,33],6)=e[10,22
,33],([12,22,34],6)=-e[12,18,34],(3,7)=(table([(1)=[[1,2,3]],(2)=[[2,2,
3],[2,3,3]],(3)=[[3,3,3]]])),([14,20,29],7)=-1/2*e[14,20,29]+1/2*3^(1/
2)*e[14,21,29],([19,30,60],7)=-e[19,40,60],(12,8)=(table([(4)=[[4,7,12]]
,(7)=[[7,7,12],[7,11,12]],(10)=[[10,11,12]]])),([13,28,68],8)=-1/2*e
[13,28,68]+1/2*3^(1/2)*e[13,35,68],([33,60,87],8)=e[33,47,87],([32,62,118
],8)=-1/2*e[32,62,118]-1/2*3^(1/2)*e[32,65,118],([4,8,13],4)=e[4,6,13],(20
,5)=(table([(5)=[[5,10,20]],(6)=[[6,10,20],[6,13,20]],(8)=[[8,13,20]
]])),([2,4,15],6)=e[2,9,15],([11,21,40],6)=e[11,21,40],([8,24,35],7)=
-e[8,13,35],([24,37,67],7)=e[24,45,67],([13,19,28],8)=1/2*3^(1/2)*e[13,
18,28]+1/2*e[13,19,28],(35,8)=(table([(9)=[[9,13,35],[9,24,35]],(10)=[[
10,13,35],[10,25,35]],(16)=[[16,24,35]],(17)=[[17,24,35],[17,25,35
]],(18)=[[18,25,35]]])),([40,59,87],8)=-1/3*e[40,59,87]+2/3*2^(1/2)*e[40,
60,87],([33,60,113],8)=-1/2*e[33,60,113]-1/2*3^(1/2)*e[33,63,113],([36,66,
119],8)=-e[36,66,119],([52,92,141],8)=e[52,79,141],([62,107,178],8)=2/5
*2^(1/2)*3^(1/2)*e[62,104,178]+1/5*e[62,107,178],([6,13,20],5)=-e[6,10,20],
(0,6)=4,([10,20,31],6)=e[10,15,31],([19,29,41],7)=e[19,29,41],([8,23,
31],8)=e[8,9,31],([13,18,40],8)=e[13,28,40],([26,36,51],8)=e[26,36,51],
([25,35,68],8)=-e[25,47,68],([42,62,91],8)=e[42,62,91],([38,71,127],8
)=e[38,71,127],([45,82,140],8)=2/5*6^(1/2)*e[45,78,140]+1/5*e[45,82,140],(
39,7)=(table([(6)=[[6,17,39]],(11)=[[11,17,39],[11,27,39]],(12)=[[12,
17,39],[12,28,39]],(17)=[[17,27,39]],(18)=[[18,27,39],[18,28,39]]])
),([14,30,44],7)=-e[14,22,44],(77,7)=(table([(19)=[[19,40,77]],(21)=[[21
,40,77],[21,44,77]],(23)=[[23,44,77]],(26)=[[26,40,77],[26,51,77]]
,(28)=[[28,44,77],[28,51,77]],(33)=[[33,51,77]]])),([2,3,25],8)=-e[2
,17,25],([17,32,46],8)=e[17,24,46],([17,39,57],8)=-e[17,24,57],([33,66,
116],8)=-1/4*15^(1/2)*e[33,60,116]+1/4*e[33,66,116],([2,5,10],4)=e[2,5,10]
,([6,14,27],5)=e[6,14,27],([7,11,16],6)=1/2*3^(1/2)*e[7,10,16]+1/2*e[7,
11,16],([14,20,28],7)=e[14,20,28],([23,36,66],7)=e[23,44,66],([33,58,
99],7)=e[33,58,99],([1,1,1],8)=e[1,1,1],([28,55,105],8)=-e[28,55,105],(
[57,101,173],8)=e[57,101,173],(28,5)=(table([(6)=[[6,14,28]],(7)=[[7,14
,28],[7,15,28]],(9)=[[9,14,28],[9,19,28]],(10)=[[10,15,28],[10,19
,28]]])),([14,21,48],7)=e[14,33,48],([13,32,59],7)=-2/3*2^(1/2)*e[13,29
,59]+1/3*e[13,32,59],([26,41,74],7)=-e[26,49,74],([21,40,77],7)=-1/4*e[
21,40,77]-1/4*15^(1/2)*e[21,44,77],([22,32,65],8)=e[22,44,65],([34,49,70]
,8)=e[34,49,70],([36,53,78],8)=-1/2*e[36,53,78]+1/2*3^(1/2)*e[36,54,78],(
80,8)=(table([(18)=[[18,40,80]],(28)=[[28,40,80],[28,55,80]],(37)=[[37
,55,80]]])),([64,106,175],8)=e[64,106,175],([12,17,25],6)=e[12,17,25],
([12,17,27],6)=-1/3*e[12,17,27]+2/3*2^(1/2)*e[12,18,27],([11,16,32],6)=e
[11,21,32],([13,25,49],6)=-1/4*e[13,25,49]-1/4*15^(1/2)*e[13,26,49],(19,7)
=(table([(2)=[[2,4,19],[2,13,19]],(4)=[[4,4,19],[4,15,19]],(8)=[[8,
13,19]],(9)=[[9,13,19],[9,15,19]],(11)=[[11,15,19]]])),([12,23,33],
7)=e[12,18,33],([10,26,48],7)=-1/2*3^(1/2)*e[10,21,48]+1/2*e[10,26,48],([15
,22,49],7)=e[15,34,49],([26,51,78],7)=e[26,41,78],([31,57,87],7)=e[31
,49,87],([40,60,89],8)=-e[40,60,89],([19,46,96],8)=-e[19,46,96],([30,57
,107],8)=e[30,57,107],([51,90,137],8)=-e[51,77,137],([57,101,154],8)=-
e[57,87,154],(33,5)=(table([(8)=[[8,17,33]],(9)=[[9,17,33],[9,19,33]],
(10)=[[10,19,33]]])),([1,2,13],6)=e[1,8,13],([2,3,14],6)=e[2,9,14],([
10,14,21],6)=-e[10,14,21],([14,26,40],6)=-e[14,21,40],([17,31,58],6)=
-1/5*e[17,31,58]+2/5*6^(1/2)*e[17,33,58],([8,12,16],7)=e[8,12,16],([18,34,
50],7)=e[18,28,50],([14,33,66],7)=-e[14,33,66],([17,36,69],7)=-e[17,36,
69],([14,29,40],8)=e[14,18,40],(44,8)=(table([(7)=[[7,22,44]],(15)=[[15,
22,44],[15,30,44]],(17)=[[17,22,44],[17,32,44]],(20)=[[20,30,44]],(
22)=[[22,30,44],[22,32,44]],(23)=[[23,32,44]]])),([17,24,57],8)=-e[
17,39,57],([19,27,60],8)=-e[19,41,60],([33,49,71],8)=1/2*3^(1/2)*e[33,48
,71]+1/2*e[33,49,71],([24,34,74],8)=-e[24,51,74],([46,69,122],8)=e[46,81
,122],([45,67,123],8)=e[45,82,123],([48,85,128],8)=-e[48,72,128],(155,8
)=(table([(49)=[[49,88,155]],(51)=[[51,88,155],[51,91,155]],(53)=[[53,
91,155]],(58)=[[58,88,155],[58,102,155]],(61)=[[61,91,155],[61,102,
155]]])),(156,8)=(table([(50)=[[50,89,156],[50,90,156]],(51)=[[51,90,
156]],(52)=[[52,90,156]],(59)=[[59,89,156],[59,103,156]],(60)=[[60,90,
156],[60,103,156]]])),(1,2)=(table([(1)=[[1,1,1]]])),(3,4)=(table([(1)=
[[1,2,3]],(2)=[[2,2,3]]])),([1,4,6],4)=e[1,1,6],([5,10,15],4)=-e[5,7
,15],([6,17,22],7)=e[6,7,22],([9,20,28],7)=e[9,13,28],([5,5,5],8)=e[5
,5,5],([6,6,6],8)=e[6,6,6],([26,36,54],8)=-1/4*e[26,36,54]+1/4*15^(1/2)*
e[26,38,54],(89,8)=(table([(22)=[[22,44,89],[22,49,89]],(27)=[[27,49,
89]],(30)=[[30,44,89],[30,60,89]],(31)=[[31,44,89],[31,61,89]],(33)=
[[33,49,89],[33,60,89]],(34)=[[34,49,89],[34,61,89]],(40)=[[40,60,
89]],(41)=[[41,60,89],[41,61,89]]])),([51,78,117],8)=-e[51,78,117],([
48,85,149],8)=e[48,85,149],(5,5)=(table([(2)=[[2,3,5],[2,4,5]],(3)=[[
3,4,5]]])),([8,18,27],6)=e[8,11,27],([14,27,43],6)=e[14,22,43],([19,
34,62],6)=-e[19,34,62],([12,18,26],7)=-e[12,18,26],([12,17,32],7)=-e[
12,23,32],([13,20,42],7)=-e[13,29,42],([11,27,54],7)=-e[11,27,54],([26,
41,61],7)=-e[26,41,61],([21,40,75],7)=-1/2*e[21,40,75]+1/2*3^(1/2)*e[21,
42,75],([21,44,77],7)=-1/4*15^(1/2)*e[21,40,77]+1/4*e[21,44,77],([30,55,
85],7)=e[30,48,85],(94,7)=(table([(28)=[[28,53,94]],(29)=[[29,53,94],[
29,54,94]],(35)=[[35,53,94],[35,64,94]],(36)=[[36,54,94],[36,64,94
]]])),([26,53,76],8)=-e[26,36,76],([46,81,143],8)=-e[46,81,143],([10,14
,22],6)=-1/3*e[10,14,22]+2/3*2^(1/2)*e[10,15,22],([5,6,8],7)=-e[5,6,8],(
98,7)=(table([(30)=[[30,56,98]],(31)=[[31,56,98],[31,57,98]],(32)=[[32
,57,98]]])),([16,21,30],8)=-e[16,21,30],([49,88,155],8)=-e[49,88,155],
([51,90,156],8)=e[51,90,156],([51,91,158],8)=2/3*2^(1/2)*e[51,90,158]+1/
3*e[51,91,158],([8,13,19],5)=e[8,13,19],([13,20,30],7)=-e[13,20,30],(32,
7)=(table([(6)=[[6,17,32]],(11)=[[11,17,32],[11,22,32]],(12)=[[12,17,
32],[12,23,32]],(14)=[[14,22,32]],(15)=[[15,22,32],[15,23,32]]])),([
3,5,9],8)=-1/3*e[3,5,9]+2/3*2^(1/2)*e[3,6,9],([9,13,19],8)=2/3*2^(1/2)*e
[9,12,19]+1/3*e[9,13,19],([29,56,106],8)=e[29,56,106],(107,8)=(table([(30)
=[[30,57,107]],(38)=[[38,57,107],[38,71,107]],(39)=[[39,57,107],[39,
72,107]],(48)=[[48,71,107],[48,72,107]]])),(146,8)=(table([(45)=[[45,
82,146]],(47)=[[47,82,146],[47,84,146]],(53)=[[53,82,146],[53,94,
146]],(54)=[[54,84,146],[54,94,146]],(64)=[[64,94,146]]])),([60,104,
173],8)=1/4*15^(1/2)*e[60,101,173]+1/4*e[60,104,173],(2,2)=(table([(1)=[[1,
1,2]]])),([1,2,4],6)=-e[1,2,4],([33,60,90],7)=-e[33,51,90],([3,6,6],
8)=1/6*5^(1/2)*7^(1/2)*e[3,3,6]+1/6*e[3,6,6],([6,6,10],8)=-1/4*e[6,6,10]+1/
4*15^(1/2)*e[6,9,10],([9,24,46],8)=e[9,24,46],([24,35,51],8)=e[24,35,51]
,([25,47,69],8)=e[25,36,69],([46,69,104],8)=-e[46,69,104],([49,88,152]
,8)=-1/6*35^(1/2)*e[49,86,152]+1/6*e[49,88,152],(13,4)=(table([(3)=[[3,6,
13]],(4)=[[4,6,13],[4,8,13]]])),([2,2,17],7)=-e[2,13,17],(28,7)=(
table([(2)=[[2,13,28]],(8)=[[8,13,28],[8,19,28]],(9)=[[9,13,28],[9,
20,28]],(13)=[[13,19,28],[13,20,28]],(14)=[[14,20,28]]])),([14,33,48
],7)=e[14,21,48],([5,20,27],8)=-e[5,5,27],(141,8)=(table([(42)=[[42,79,
141]],(44)=[[44,79,141]],(52)=[[52,79,141],[52,92,141]],(62)=[[62,92,
141]]])),([62,92,142],8)=-e[62,92,142],([60,105,179],8)=-e[60,105,179],(
[3,5,7],5)=-e[3,5,7],([19,30,43],7)=e[19,30,43],([19,29,56],7)=e[19,
38,56],([27,42,62],7)=e[27,42,62],(99,7)=(table([(30)=[[30,56,99]],(31)=
[[31,56,99],[31,58,99]],(33)=[[33,58,99]]])),([18,26,48],8)=e[18,33,
48],([13,35,51],8)=-e[13,18,51],([35,68,101],8)=e[35,51,101],([40,75,
131],8)=2/3*2^(1/2)*e[40,73,131]+1/3*e[40,75,131],([2,5,12],4)=-e[2,5,12],
([6,9,13],5)=e[6,9,13],([9,17,32],5)=-1/2*e[9,17,32]+1/2*3^(1/2)*e[9,18,
32],(31,7)=(table([(5)=[[5,16,31]],(10)=[[10,16,31],[10,21,31]],(11)=[
[11,16,31],[11,22,31]],(14)=[[14,21,31],[14,22,31]],(15)=[[15,22,
31]]])),([16,25,36],7)=e[16,25,36],([17,26,38],7)=-1/2*e[17,26,38]+1/2*3
^(1/2)*e[17,27,38],([4,4,4],8)=e[4,4,4],([21,29,43],8)=-1/4*e[21,29,43]+
1/4*5^(1/2)*3^(1/2)*e[21,31,43],([28,39,55],8)=e[28,39,55],([55,97,166],
8)=e[55,97,166],([2,4,6],7)=1/2*3^(1/2)*e[2,3,6]+1/2*e[2,4,6],([9,15,37],
7)=e[9,25,37],([23,36,54],7)=-e[23,36,54],([31,61,89],8)=e[31,44,89],([
33,66,99],8)=e[33,49,99],([38,73,109],8)=-e[38,56,109],([44,77,115],8
)=e[44,65,115],(153,8)=(table([(49)=[[49,87,153]],(50)=[[50,87,153],[50,
89,153]],(57)=[[57,87,153],[57,100,153]],(59)=[[59,89,153],[59,100,
153]]])),([14,27,42],6)=e[14,21,42],([6,17,24],7)=-e[6,9,24],([9,13,35
],7)=e[9,25,35],(53,7)=(table([(10)=[[10,26,53]],(17)=[[17,26,53],[17,
36,53]],(23)=[[23,36,53]],(24)=[[24,36,53]]])),([22,41,61],7)=-e[22,34
,61],(65,7)=(table([(13)=[[13,32,65]],(16)=[[16,32,65],[16,35,65]],(21
)=[[21,32,65],[21,44,65]],(23)=[[23,35,65],[23,44,65]],(28)=[[28,44
,65]]])),([29,53,82],7)=e[29,47,82],(27,8)=(table([(3)=[[3,5,27],[3,
18,27]],(5)=[[5,5,27],[5,20,27]],(13)=[[13,18,27]],(14)=[[14,18,27],
[14,20,27]]])),([17,22,32],8)=-1/2*e[17,22,32]+1/2*3^(1/2)*e[17,24,32],([
20,30,70],8)=e[20,47,70],([45,82,122],8)=-e[45,66,122],([62,92,141],8
)=e[62,92,141],([63,93,144],8)=-e[63,93,144],([3,8,18],5)=-e[3,8,18],([
10,21,43],7)=e[10,21,43],([24,36,53],7)=-e[24,36,53],([22,32,46],8)=2
/3*2^(1/2)*e[22,31,46]+1/3*e[22,32,46],([12,17,50],8)=e[12,34,50],([46,83,
147],8)=-e[46,83,147],([1,2,5],3)=-e[1,3,5],([1,4,11],4)=-e[1,4,11],([
17,27,37],7)=1/4*15^(1/2)*e[17,25,37]+1/4*e[17,27,37],([15,22,44],7)=e[
15,31,44],([12,23,50],7)=-1/2*e[12,23,50]+1/2*3^(1/2)*e[12,28,50],([3,18,
25],8)=-e[3,3,25],([13,18,27],8)=e[13,18,27],([8,12,34],8)=e[8,23,34],(
[26,38,57],8)=-e[26,38,57],([25,35,75],8)=-e[25,52,75],(111,8)=(table([
(31)=[[31,58,111],[31,61,111]],(34)=[[34,61,111]],(39)=[[39,58,111],
[39,74,111]],(41)=[[41,61,111],[41,74,111]],(49)=[[49,74,111]]])),([
48,71,129],8)=e[48,86,129],([52,80,138],8)=e[52,90,138],([61,91,140],
8)=-e[61,91,140],([60,101,154],8)=e[60,90,154],([57,101,174],8)=-e[57,
101,174],([60,105,178],8)=1/2*3^(1/2)*e[60,104,178]+1/2*e[60,105,178],([3,
5,6],6)=1/4*15^(1/2)*e[3,3,6]+1/4*e[3,5,6],([13,19,29],6)=e[13,19,29],([8
,12,34],7)=e[8,24,34],([11,27,49],7)=-1/2*3^(1/2)*e[11,22,49]+1/2*e[11,
27,49],([21,32,62],7)=e[21,42,62],([31,49,73],7)=e[31,49,73],([31,56,
99],7)=-1/6*e[31,56,99]+1/6*35^(1/2)*e[31,58,99],(109,7)=(table([(35)=[[35,
64,109]],(36)=[[36,64,109],[36,65,109]]])),([9,13,20],8)=-e[9,13,20],
([22,30,43],8)=-1/2*e[22,30,43]+1/2*3^(1/2)*e[22,31,43],([22,44,63],8)=e
[22,30,63],([27,49,72],8)=e[27,39,72],([34,50,73],8)=-e[34,50,73],(118,
8)=(table([(32)=[[32,62,118],[32,65,118]],(35)=[[35,65,118]],(42)=[[42,
62,118],[42,79,118]],(44)=[[44,65,118],[44,79,118]],(52)=[[52,79,
118]]])),([53,94,161],8)=-1/4*15^(1/2)*e[53,93,161]+1/4*e[53,94,161],([1,2
,2],7)=1/6*35^(1/2)*e[1,1,2]+1/6*e[1,2,2],([2,13,19],7)=-e[2,4,19],([13,
19,41],7)=-e[13,29,41],([29,54,95],7)=-e[29,54,95],([13,18,25],8)=1/4*
15^(1/2)*e[13,17,25]+1/4*e[13,18,25],([29,42,61],8)=1/4*15^(1/2)*e[29,41,61
]+1/4*e[29,42,61],([33,49,72],8)=-e[33,49,72],([32,46,91],8)=e[32,62,91]
,([47,70,126],8)=-e[47,84,126],([47,82,144],8)=-e[47,82,144],([50,87,
153],8)=-1/2*e[50,87,153]-1/2*3^(1/2)*e[50,89,153],([57,100,172],8)=-1/3*e
[57,100,172]+2/3*2^(1/2)*e[57,101,172],([2,4,6],3)=e[2,3,6],([5,7,11],4)
=e[5,7,11],([3,7,14],4)=-1/2*3^(1/2)*e[3,6,14]+1/2*e[3,7,14],([2,3,5],5)
=-1/2*e[2,3,5]+1/2*3^(1/2)*e[2,4,5],([1,1,1],6)=e[1,1,1],([4,5,8],6)=-e[
4,5,8],([1,8,12],6)=-e[1,1,12],([15,23,46],6)=e[15,29,46],(59,6)=(table
([(17)=[[17,32,59]],(18)=[[18,32,59]]])),([15,34,49],7)=e[15,22,49],(9,
8)=(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]]])),(21,8)=(table([(10)=[[10,14,21]],(11)=[[11
,14,21],[11,15,21]]])),([7,10,32],8)=-e[7,22,32],(83,8)=(table([(21)=
[[21,43,83]],(30)=[[30,43,83],[30,57,83]],(38)=[[38,57,83]],(39)=[[39
,57,83]]])),([34,64,95],8)=-e[34,50,95],([23,50,100],8)=-e[23,50,100],
([34,61,114],8)=-1/2*e[34,61,114]+1/2*3^(1/2)*e[34,64,114],([48,72,130],
8)=e[48,86,130],([52,79,137],8)=e[52,90,137],(154,8)=(table([(49)=[[49,87
,154],[49,88,154]],(50)=[[50,87,154],[50,90,154]],(51)=[[51,88,154]
,[51,90,154]],(52)=[[52,90,154]],(57)=[[57,87,154],[57,101,154]],(58
)=[[58,88,154],[58,101,154]],(60)=[[60,90,154],[60,101,154]]])),([14
,26,50],6)=-1/2*e[14,26,50]-1/2*3^(1/2)*e[14,27,50],([9,13,17],7)=e[9,13
,17],([22,34,50],7)=-e[22,34,50],([22,33,66],7)=-e[22,45,66],([7,10,15
],8)=-e[7,10,15],([26,38,78],8)=e[26,53,78],(109,8)=(table([(29)=[[29,56
,109],[29,59,109]],(32)=[[32,59,109]],(38)=[[38,56,109],[38,73,109]
],(40)=[[40,59,109],[40,73,109]],(49)=[[49,73,109]]])),([35,65,115],
8)=e[35,65,115],([47,82,140],8)=e[47,82,140],([61,105,174],8)=2/3*2^(1/2
)*e[61,102,174]+1/3*e[61,105,174],([3,10,14],6)=e[3,3,14],([15,28,44],6)
=e[15,23,44],([15,28,51],6)=e[15,28,51],([7,10,13],7)=-e[7,10,13],([9,
15,22],7)=-e[9,15,22],([13,19,28],7)=-1/4*e[13,19,28]+1/4*15^(1/2)*e[13,
20,28],([22,33,49],7)=-1/3*e[22,33,49]+2/3*2^(1/2)*e[22,34,49],([29,47,84
],7)=e[29,54,84],(17,8)=(table([(7)=[[7,11,17]],(10)=[[10,11,17],[10,
14,17]],(11)=[[11,14,17]]])),([17,25,36],8)=-e[17,25,36],([17,25,47],
8)=e[17,32,47],([27,38,78],8)=e[27,54,78],([33,66,97],8)=-e[33,47,97],(
125,8)=(table([(36)=[[36,69,125]],(46)=[[46,69,125],[46,83,125]],(47)=
[[47,69,125],[47,84,125]],(54)=[[54,83,125],[54,84,125]]])),([52,90
,158],8)=-1/5*e[52,90,158]-2/5*6^(1/2)*e[52,93,158],(163,8)=(table([(54)=[[
54,95,163]],(65)=[[65,95,163],[65,110,163]]])),([60,101,172],8)=-1/2
*e[60,101,172]+1/2*3^(1/2)*e[60,103,172],([2,3,4],3)=e[2,3,4],([5,12,24],
5)=-e[5,12,24],([9,19,38],6)=e[9,19,38],([13,20,47],7)=e[13,32,47],([16,
35,65],7)=2/3*2^(1/2)*e[16,32,65]+1/3*e[16,35,65],([26,48,69],8)=e[26,36,
69],([35,52,76],8)=e[35,52,76],([53,82,123],8)=-e[53,82,123],([44,81,
145],8)=-e[44,81,145],([5,10,19],4)=2/3*2^(1/2)*e[5,9,19]+1/3*e[5,10,19],(
[12,17,26],6)=-e[12,17,26],([5,16,38],7)=-e[5,16,38],(5,8)=(table([(2)=
[[2,3,5]],(3)=[[3,3,5],[3,5,5]],(5)=[[5,5,5]]])),(59,8)=(table([(11)
=[[11,26,59]],(18)=[[18,26,59],[18,40,59]],(28)=[[28,40,59]]])),([21,
43,64],8)=e[21,31,64],([34,50,90],8)=e[34,61,90],([42,63,92],8)=2/3*2^
(1/2)*e[42,62,92]+1/3*e[42,63,92],(1,5)=(table([(1)=[[1,1,1]]])),(4,6)=(
table([(1)=[[1,2,4]],(2)=[[2,2,4],[2,4,4]],(4)=[[4,4,4]]])),([11,16,
24],6)=e[11,16,24],([9,19,40],6)=-1/3*e[9,19,40]+2/3*2^(1/2)*e[9,21,40],([
13,26,50],6)=e[13,26,50],([11,15,21],7)=-1/2*e[11,15,21]+1/2*3^(1/2)*e[
11,16,21],([30,56,98],7)=e[30,56,98],([32,59,100],7)=1/2*3^(1/2)*e[32,57
,100]+1/2*e[32,59,100],(71,8)=(table([(16)=[[16,31,71],[16,38,71]],(21)=
[[21,31,71],[21,48,71]],(22)=[[22,31,71],[22,49,71]],(26)=[[26,38,
71],[26,48,71]],(27)=[[27,38,71],[27,49,71]],(33)=[[33,48,71],[33,
49,71]],(34)=[[34,49,71]]])),([30,60,88],8)=e[30,43,88],([43,64,94],8
)=2/3*2^(1/2)*e[43,63,94]+1/3*e[43,64,94],([45,82,123],8)=e[45,67,123],([52
,90,138],8)=e[52,80,138],(168,8)=(table([(56)=[[56,98,168]],(57)=[[57,
98,168],[57,100,168]],(59)=[[59,100,168]]])),([62,104,176],8)=-e[62,
104,176],([2,2,4],5)=-1/4*e[2,2,4]+1/4*15^(1/2)*e[2,4,4],([9,18,27],5)=-
e[9,14,27],([2,4,6],6)=1/2*3^(1/2)*e[2,3,6]+1/2*e[2,4,6],(24,7)=(table([(5
)=[[5,9,24],[5,16,24]],(6)=[[6,9,24],[6,17,24]],(10)=[[10,16,24]],
(11)=[[11,16,24],[11,17,24]],(12)=[[12,17,24]]])),([25,39,58],7)=-e[
25,39,58],([4,7,12],8)=-e[4,7,12],([4,19,52],8)=-e[4,19,52],([24,46,68
],8)=-e[24,35,68],([33,47,70],8)=-1/4*e[33,47,70]+1/4*15^(1/2)*e[33,49,70]
,([25,47,87],8)=e[25,47,87],(129,8)=(table([(38)=[[38,71,129],[38,73,
129]],(40)=[[40,73,129]],(48)=[[48,71,129],[48,86,129]],(49)=[[49,73,
129],[49,86,129]],(56)=[[56,86,129]]])),([51,88,152],8)=e[51,88,152],(
[60,104,176],8)=1/2*3^(1/2)*e[60,103,176]+1/2*e[60,104,176],(182,8)=(table
([(62)=[[62,107,182]],(63)=[[63,107,182],[63,108,182]],(64)=[[64,108,
182]]])),([10,19,35],5)=-1/4*e[10,19,35]+1/4*15^(1/2)*e[10,20,35],([10,22,
45],6)=-e[10,22,45],([9,25,47],7)=1/2*3^(1/2)*e[9,20,47]+1/2*e[9,25,47],([
17,26,48],7)=e[17,33,48],([20,41,78],7)=-e[20,41,78],([28,52,79],7)=-
e[28,44,79],([16,31,45],8)=-e[16,23,45],([14,36,51],8)=-e[14,18,51],([16
,23,56],8)=e[16,38,56],([39,74,134],8)=-e[39,74,134],(162,8)=(table([(
53)=[[53,94,162]],(54)=[[54,94,162],[54,95,162]],(64)=[[64,94,162],[
64,109,162]],(65)=[[65,95,162],[65,109,162]]])),([58,102,175],8)=-e[
58,102,175],(12,6)=(table([(1)=[[1,1,12],[1,8,12]],(6)=[[6,8,12]]])),(
[19,33,58],6)=e[19,33,58],([33,60,104],7)=-e[33,60,104],([6,8,14],8)=
-1/4*e[6,8,14]+1/4*15^(1/2)*e[6,10,14],([20,29,40],8)=2/3*2^(1/2)*e[20,28,
40]+1/3*e[20,29,40],([46,68,101],8)=e[46,68,101],([42,75,131],8)=e[42,75
,131],([3,8,15],5)=e[3,8,15],([7,11,23],5)=e[7,15,23],([7,15,24],5)=-
e[7,12,24],([7,15,28],5)=2/3*2^(1/2)*e[7,14,28]+1/3*e[7,15,28],([20,35,63
],6)=-e[20,35,63],(12,7)=(table([(5)=[[5,8,12],[5,9,12]],(6)=[[6,9,12
]]])),([23,44,79],7)=-e[23,44,79],([35,63,107],7)=-e[35,63,107],([10,11
,16],8)=-1/2*e[10,11,16]+1/2*3^(1/2)*e[10,13,16],([31,44,65],8)=-1/4*e[31
,44,65]+1/4*15^(1/2)*e[31,45,65],([32,47,69],8)=e[32,47,69],([33,47,69],
8)=-1/2*e[33,47,69]+1/2*3^(1/2)*e[33,48,69],([40,59,86],8)=e[40,59,86],([37
,54,104],8)=-e[37,70,104],(110,8)=(table([(30)=[[30,57,110],[30,60,
110]],(33)=[[33,60,110]],(38)=[[38,57,110],[38,73,110]],(39)=[[39,57,
110],[39,74,110]],(40)=[[40,60,110],[40,73,110]],(41)=[[41,60,110],
[41,74,110]],(49)=[[49,73,110],[49,74,110]]])),([51,78,138],8)=-e[51
,90,138],([55,96,165],8)=-1/7*e[55,96,165]+4/7*3^(1/2)*e[55,97,165],([2,4,
4],6)=2/5*6^(1/2)*e[2,2,4]+1/5*e[2,4,4],([4,7,7],7)=1/6*35^(1/2)*e[4,4,7]+
1/6*e[4,7,7],([3,3,18],7)=-e[3,14,18],([36,54,84],7)=-e[36,54,84],([28,
50,72],8)=-e[28,39,72],([38,56,106],8)=-e[38,71,106],([31,61,114],8)=e
[31,61,114],([52,80,142],8)=-e[52,92,142],([54,83,145],8)=e[54,94,145],(
[64,94,146],8)=-e[64,94,146],([57,87,154],8)=-e[57,101,154],([7,10,25]
,7)=-e[7,18,25],([15,23,32],7)=1/4*15^(1/2)*e[15,22,32]+1/4*e[15,23,32],([
22,33,60],7)=e[22,41,60],([35,53,82],7)=-e[35,53,82],(90,7)=(table([(26
)=[[26,50,90],[26,51,90]],(27)=[[27,50,90],[27,52,90]],(28)=[[28,51
,90],[28,52,90]],(32)=[[32,50,90],[32,60,90]],(33)=[[33,51,90],[33
,60,90]],(34)=[[34,52,90],[34,60,90]]])),([28,52,90],7)=-1/2*3^(1/2)
*e[28,51,90]+1/2*e[28,52,90],([31,58,99],7)=1/6*35^(1/2)*e[31,56,99]+1/6*e[
31,58,99],([24,34,67],8)=e[24,46,67],([29,56,82],8)=e[29,42,82],([30,42
,82],8)=e[30,57,82],([30,57,83],8)=e[30,43,83],([21,48,93],8)=e[21,48,
93],([41,61,114],8)=-e[41,76,114],([38,73,133],8)=-e[38,73,133],([54,94
,146],8)=e[54,84,146],([65,95,148],8)=-e[65,95,148],([50,87,154],8)=-1
/5*e[50,87,154]-2/5*6^(1/2)*e[50,90,154],([62,92,160],8)=e[62,107,160],(20,
4)=(table([(5)=[[5,10,20]]])),(24,6)=(table([(1)=[[1,8,24]],(6)=[[6,8,
24],[6,16,24]],(11)=[[11,16,24]]])),([2,3,18],7)=-e[2,13,18],([10,14,
36],7)=e[10,26,36],([11,16,38],7)=-e[11,27,38],([17,33,63],7)=-e[17,33,
63],([33,61,91],7)=-e[33,51,91],(3,8)=(table([(1)=[[1,2,3]],(2)=[[2,2,
3],[2,3,3]],(3)=[[3,3,3]]])),([36,66,97],8)=-e[36,52,97],([34,49,99]
,8)=e[34,67,99],([63,93,161],8)=-e[63,108,161],([54,95,162],8)=-1/6*35^
(1/2)*e[54,94,162]+1/6*e[54,95,162],([56,99,167],8)=4/7*3^(1/2)*e[56,97,167
]+1/7*e[56,99,167],(184,8)=(table([(64)=[[64,109,184]],(65)=[[65,109,184]
,[65,110,184]]])),([8,11,15],6)=e[8,11,15],(56,6)=(table([(16)=[[16,30
,56],[16,31,56]],(17)=[[17,31,56]]])),([11,17,24],7)=2/3*2^(1/2)*e[11
,16,24]+1/3*e[11,17,24],([18,27,37],7)=e[18,27,37],(83,7)=(table([(23)=[[
23,46,83]],(29)=[[29,46,83],[29,54,83]],(36)=[[36,54,83]]])),(0,8)=6
,([9,24,34],8)=e[9,12,34],([15,30,41],8)=e[15,19,41],([22,44,65],8)=e
[22,32,65],([14,36,69],8)=1/2*3^(1/2)*e[14,29,69]+1/2*e[14,36,69],([25,47,
92],8)=-e[25,47,92],([53,94,145],8)=e[53,81,145],([60,104,157],8)=e[60,
90,157],(4,5)=(table([(1)=[[1,2,4]],(2)=[[2,2,4],[2,4,4]],(3)=[[3,4,
4]]])),([4,4,6],6)=-1/2*e[4,4,6]+1/2*3^(1/2)*e[4,5,6],([11,23,44],6)=-2/
3*2^(1/2)*e[11,21,44]+1/3*e[11,23,44],([29,47,70],7)=-e[29,47,70],([13,18,
28],8)=-1/2*e[13,18,28]+1/2*3^(1/2)*e[13,19,28],(53,8)=(table([(5)=[[5,20,
53]],(14)=[[14,20,53],[14,36,53]],(25)=[[25,36,53]],(26)=[[26,36,53]]
])),([29,42,63],8)=-e[29,42,63],([61,105,178],8)=-e[61,105,178],([62,
104,178],8)=-1/5*e[62,104,178]+2/5*2^(1/2)*3^(1/2)*e[62,107,178],([6,7,11]
,7)=-1/6*e[6,7,11]+1/6*35^(1/2)*e[6,10,11],([34,52,79],7)=e[34,52,79],([6,
21,30],8)=e[6,8,30],([10,25,47],8)=e[10,25,47],(49,8)=(table([(1)=[[1,
16,49]],(12)=[[12,16,49],[12,34,49]],(24)=[[24,34,49]]])),(142,8)=(
table([(43)=[[43,80,142]],(45)=[[45,80,142]],(52)=[[52,80,142],[52,92,
142]],(62)=[[62,92,142]]])),(17,7)=(table([(1)=[[1,2,17],[1,12,17]],(2
)=[[2,2,17],[2,13,17]],(8)=[[8,12,17],[8,13,17]],(9)=[[9,13,17]]])
),([18,34,49],7)=-e[18,27,49],([16,21,43],8)=-e[16,31,43],([15,22,44],
8)=e[15,30,44],([45,66,116],8)=-e[45,78,116],([34,67,117],8)=1/4*15^(1/2
)*e[34,61,117]+1/4*e[34,67,117],([54,84,125],8)=1/2*3^(1/2)*e[54,83,125]+1/
2*e[54,84,125],([51,88,133],8)=e[51,77,133],([60,90,137],8)=e[60,90,137]
,(143,8)=(table([(42)=[[42,79,143]],(44)=[[44,79,143],[44,81,143]],(46
)=[[46,81,143]],(52)=[[52,79,143],[52,93,143]],(53)=[[53,81,143],[53
,93,143]],(63)=[[63,93,143]]])),([4,6,9],5)=-1/3*e[4,6,9]+2/3*2^(1/2)*e
[4,7,9],([7,10,16],6)=-1/2*e[7,10,16]+1/2*3^(1/2)*e[7,11,16],([16,35,51],
7)=e[16,24,51],([51,91,139],8)=e[51,77,139],([1],1)=e[1],([1,4,9],4)=e[
1,4,9],(7,6)=(table([(2)=[[2,4,7]],(4)=[[4,4,7],[4,6,7]],(5)=[[5,6,7
]]])),([2,9,13],6)=e[2,2,13],([9,21,42],6)=e[9,21,42],([18,27,50],6)=
e[18,32,50],([9,15,19],7)=2/5*6^(1/2)*e[9,13,19]+1/5*e[9,15,19],(29,7)=(
table([(3)=[[3,14,29]],(9)=[[9,14,29],[9,20,29]],(10)=[[10,14,29],[
10,21,29]],(13)=[[13,20,29]],(14)=[[14,20,29],[14,21,29]]])),([14,22
,32],7)=-e[14,22,32],(43,7)=(table([(10)=[[10,21,43]],(14)=[[14,21,43],
[14,30,43]],(19)=[[19,30,43]],(20)=[[20,30,43]]])),([21,42,79],7)=-1/
2*e[21,42,79]+1/2*3^(1/2)*e[21,44,79],(88,7)=(table([(25)=[[25,49,88]],(26)
=[[26,49,88],[26,51,88]],(28)=[[28,51,88]],(31)=[[31,49,88],[31,58,
88]],(33)=[[33,51,88],[33,58,88]]])),([32,60,90],7)=e[32,50,90],([31,
45,66],8)=-e[31,45,66],([31,61,111],8)=-1/4*15^(1/2)*e[31,58,111]+1/4*e[
31,61,111],([50,89,153],8)=-1/2*3^(1/2)*e[50,87,153]+1/2*e[50,89,153],([53,
91,155],8)=e[53,91,155],([63,108,179],8)=1/6*5^(1/2)*7^(1/2)*e[63,105,179
]+1/6*e[63,108,179],([1,2,4],7)=-e[1,2,4],([10,21,48],7)=-1/2*e[10,21,48
]-1/2*3^(1/2)*e[10,26,48],([21,32,65],7)=-e[21,44,65],([26,41,78],7)=e[
26,51,78],([6,6,9],8)=-1/2*e[6,6,9]+1/2*3^(1/2)*e[6,8,9],([15,30,70],8)=
-1/2*e[15,30,70]+1/2*3^(1/2)*e[15,37,70],([53,82,122],8)=1/2*3^(1/2)*e[53,
81,122]+1/2*e[53,82,122],([50,76,138],8)=e[50,90,138],(17,6)=(table([(4)=[
[4,6,17],[4,11,17]],(5)=[[5,6,17],[5,12,17]],(7)=[[7,11,17]],(8)=[
[8,11,17],[8,12,17]]])),([2,9,25],6)=-e[2,9,25],([3,14,21],7)=e[3,6
,21],([4,6,21],7)=e[4,15,21],([17,25,47],7)=e[17,33,47],(18,8)=(table([
(8)=[[8,12,18]],(9)=[[9,12,18]]])),([15,19,28],8)=-1/3*e[15,19,28]+2/3*
2^(1/2)*e[15,21,28],([25,52,77],8)=-e[25,37,77],([28,55,79],8)=-e[28,39,
79],([44,66,97],8)=2/3*2^(1/2)*e[44,65,97]+1/3*e[44,66,97],([14,28,44],6
)=-e[14,21,44],(15,7)=(table([(7)=[[7,11,15]]])),([6,7,22],7)=e[6,17,22]
,([9,13,28],7)=e[9,20,28],([21,33,49],7)=-e[21,33,49],([25,39,57],7)=
1/2*3^(1/2)*e[25,38,57]+1/2*e[25,39,57],([17,22,29],8)=e[17,22,29],([16,24
,57],8)=e[16,38,57],(58,8)=(table([(10)=[[10,25,58]],(17)=[[17,25,58],
[17,39,58]],(18)=[[18,25,58],[18,40,58]],(27)=[[27,39,58]],(28)=[[28,
39,58],[28,40,58]]])),([30,42,61],8)=e[30,42,61],([26,36,69],8)=e[26
,48,69],([45,66,97],8)=e[45,66,97],([53,81,145],8)=e[53,94,145],([2,3,
4],4)=2/3*2^(1/2)*e[2,2,4]+1/3*e[2,3,4],([5,9,17],4)=e[5,9,17],(7,5)=(
table([(3)=[[3,5,7]]])),([6,14,21],5)=e[6,9,21],([10,22,34],6)=e[10,15
,34],([25,48,72],7)=e[25,39,72],([10,25,33],8)=e[10,11,33],([26,36,76]
,8)=-e[26,53,76],([44,65,96],8)=e[44,65,96],([48,85,127],8)=e[48,71,127
],([59,100,153],8)=e[59,89,153],(178,8)=(table([(60)=[[60,104,178],[60,
105,178]],(61)=[[61,105,178]],(62)=[[62,104,178],[62,107,178]],(63)=[[
63,105,178],[63,107,178]]])),([2,7,11],5)=-e[2,4,11],([4,7,10],7)=2
/3*2^(1/2)*e[4,6,10]+1/3*e[4,7,10],([28,51,88],7)=e[28,51,88],([35,65,96]
,8)=e[35,51,96],([39,58,108],8)=-e[39,72,108],(14,4)=(table([(3)=[[3,6,
14],[3,7,14]],(4)=[[4,6,14],[4,9,14]],(5)=[[5,7,14],[5,9,14]]])),
([2,7,17],5)=-e[2,7,17],([7,12,22],5)=e[7,14,22],([6,13,20],6)=e[6,9,
20],([2,2,3],7)=-1/4*e[2,2,3]+1/4*15^(1/2)*e[2,3,3],([7,11,15],7)=-e[7,
11,15],([9,14,18],7)=2/3*2^(1/2)*e[9,13,18]+1/3*e[9,14,18],([9,20,30],7)
=e[9,15,30],(145,8)=(table([(44)=[[44,81,145]],(46)=[[46,81,145],[46,83
,145]],(53)=[[53,81,145],[53,94,145]],(54)=[[54,83,145],[54,94,145]
],(64)=[[64,94,145]]])),(149,8)=(table([(48)=[[48,85,149]],(55)=[[55,85,
149],[55,96,149]]])),([62,104,173],8)=e[62,104,173],([2,4,5],5)=1/2*3
^(1/2)*e[2,3,5]+1/2*e[2,4,5],([7,9,15],6)=-1/4*e[7,9,15]+1/4*15^(1/2)*e[7,
11,15],([18,34,52],6)=e[18,27,52],([20,42,63],8)=e[20,30,63],([20,47,
68],8)=-e[20,28,68],([30,57,82],8)=e[30,42,82],([49,86,152],8)=-1/6*e[
49,86,152]-1/6*35^(1/2)*e[49,88,152],(2,5)=(table([(1)=[[1,1,2],[1,2,2]]
,(2)=[[2,2,2]]])),([4,4,4],6)=e[4,4,4],(0,7)=5,([6,7,7],7)=e[6,7,7],(
[11,17,22],7)=2/5*6^(1/2)*e[11,15,22]+1/5*e[11,17,22],([8,24,46],7)=-1/2
*3^(1/2)*e[8,19,46]+1/2*e[8,24,46],([22,33,48],7)=-e[22,33,48],([17,36,53
],7)=-e[17,26,53],([22,45,78],7)=-1/4*15^(1/2)*e[22,41,78]+1/4*e[22,45,78]
,([4,7,29],8)=-e[4,19,29],([8,9,31],8)=e[8,23,31],([33,47,68],8)=e[33
,47,68],([29,59,87],8)=-e[29,42,87],([31,45,90],8)=e[31,61,90],(136,8)=
(table([(41)=[[41,76,136]],(43)=[[43,76,136]],(50)=[[50,76,136],[50,89
,136]],(59)=[[59,89,136]]])),([2,7,14],5)=e[2,7,14],([7,18,25],7)=-e[
7,10,25],([12,18,25],7)=2/5*6^(1/2)*e[12,17,25]+1/5*e[12,18,25],([19,30,
44],7)=-e[19,30,44],(100,8)=(table([(23)=[[23,50,100]],(28)=[[28,50,100]
,[28,55,100]],(34)=[[34,50,100],[34,67,100]],(37)=[[37,55,100],[37,
67,100]],(45)=[[45,67,100]]])),([35,51,101],8)=e[35,68,101],([26,53,
103],8)=-e[26,53,103],([32,65,121],8)=-e[32,65,121],([40,77,139],8)=-e[
40,77,139],([64,108,179],8)=1/2*3^(1/2)*e[64,106,179]+1/2*e[64,108,179],(41
,7)=(table([(8)=[[8,19,41]],(13)=[[13,19,41],[13,29,41]],(19)=[[19,29
,41]]])),([8,9,13],8)=-e[8,9,13],(122,8)=(table([(33)=[[33,66,122]],(36
)=[[36,66,122],[36,69,122]],(44)=[[44,66,122],[44,81,122]],(45)=[[45
,66,122],[45,82,122]],(46)=[[46,69,122],[46,81,122]],(47)=[[47,69,
122],[47,82,122]],(53)=[[53,81,122],[53,82,122]]])),([50,87,131],8)
=-e[50,75,131],([3,4,6],4)=e[3,4,6],([4,7,9],5)=2/3*2^(1/2)*e[4,6,9]+1/3
*e[4,7,9],([3,5,12],5)=-e[3,8,12],([4,6,9],6)=2/3*2^(1/2)*e[4,5,9]+1/3*e
[4,6,9],([6,8,19],6)=e[6,13,19],([11,23,35],6)=e[11,16,35],([9,25,52],
7)=-e[9,25,52],([20,39,57],7)=-e[20,30,57],([36,52,97],8)=-e[36,66,97],(
[51,78,140],8)=e[51,91,140],(158,8)=(table([(50)=[[50,90,158]],(51)=[[51
,90,158],[51,91,158]],(52)=[[52,90,158],[52,93,158]],(53)=[[53,91,
158],[53,93,158]],(60)=[[60,90,158],[60,105,158]],(61)=[[61,91,158],
[61,105,158]],(63)=[[63,93,158],[63,105,158]]])),([63,108,182],8)=2/
3*2^(1/2)*e[63,107,182]+1/3*e[63,108,182],(185,8)=(table([(65)=[[65,110,185
]]])),([14,21,44],6)=-e[14,28,44],([25,48,71],7)=e[25,38,71],([34,52,
92],7)=e[34,62,92],([29,54,94],7)=2/5*6^(1/2)*e[29,53,94]+1/5*e[29,54,94],
([47,84,126],8)=-e[47,70,126],([49,86,129],8)=-e[49,73,129],([53,94,
146],8)=-e[53,82,146],([13,25,39],6)=e[13,20,39],([14,21,42],6)=e[14,27
,42],([14,33,47],7)=e[14,20,47],([14,33,60],7)=2/3*2^(1/2)*e[14,30,60]+1
/3*e[14,33,60],([19,38,73],7)=-1/4*e[19,38,73]-1/4*15^(1/2)*e[19,40,73],([4
,6,10],8)=-e[4,6,10],([7,7,11],8)=-1/3*e[7,7,11]+2/3*2^(1/2)*e[7,10,11],
([9,10,16],8)=-1/6*e[9,10,16]+1/6*5^(1/2)*7^(1/2)*e[9,13,16],([14,20,30],
8)=-1/3*e[14,20,30]+2/3*2^(1/2)*e[14,21,30],([2,17,39],8)=e[2,17,39],([57,
87,132],8)=-e[57,87,132],([44,77,137],8)=-1/2*e[44,77,137]-1/2*3^(1/2)*e[
44,79,137],([45,82,144],8)=-2/3*2^(1/2)*e[45,80,144]+1/3*e[45,82,144],([54,
95,163],8)=-e[54,95,163],([59,103,172],8)=2/5*2^(1/2)*3^(1/2)*e[59,100,
172]+1/5*e[59,103,172],(23,6)=(table([(5)=[[5,12,23]],(8)=[[8,12,23],[8,
15,23]],(10)=[[10,15,23]]])),([17,25,37],7)=-1/4*e[17,25,37]+1/4*15^(1/2
)*e[17,27,37],([13,17,24],8)=e[13,17,24],([3,3,25],8)=-e[3,18,25],([13,
17,25],8)=-1/4*e[13,17,25]+1/4*15^(1/2)*e[13,18,25],([37,67,117],8)=e[37,
67,117],([58,88,133],8)=e[58,88,133],([60,104,178],8)=-1/2*e[60,104,178]
+1/2*3^(1/2)*e[60,105,178],([3,3,6],6)=-1/4*e[3,3,6]+1/4*15^(1/2)*e[3,5,6],
([12,28,40],7)=e[12,18,40],([23,35,51],7)=e[23,35,51],([13,32,65],7)=
-e[13,32,65],([21,29,42],8)=-e[21,29,42],(72,8)=(table([(17)=[[17,32,72]
,[17,39,72]],(22)=[[22,32,72],[22,49,72]],(23)=[[23,32,72],[23,50,
72]],(27)=[[27,39,72],[27,49,72]],(28)=[[28,39,72],[28,50,72]],(33)=
[[33,49,72]],(34)=[[34,49,72],[34,50,72]]])),([19,41,86],8)=-1/3*e[
19,41,86]-2/3*2^(1/2)*e[19,46,86],([25,47,97],8)=-1/3*e[25,47,97]+2/3*2^(1/
2)*e[25,52,97],([61,106,159],8)=e[61,91,159],(5,2)=(table([(1)=[[1,2,5]]
])),(22,6)=(table([(4)=[[4,11,22]],(7)=[[7,11,22],[7,14,22]],(8)=[[8,
11,22],[8,15,22]],(9)=[[9,14,22]],(10)=[[10,14,22],[10,15,22]]])),(
13,7)=(table([(5)=[[5,9,13]],(6)=[[6,9,13],[6,10,13]],(7)=[[7,10,13]
]])),([6,10,13],7)=1/4*15^(1/2)*e[6,9,13]+1/4*e[6,10,13],([33,51,90],7)=
-e[33,60,90],([5,20,30],8)=e[5,8,30],([13,28,61],8)=e[13,28,61],([2,2,
4],4)=-1/3*e[2,2,4]+2/3*2^(1/2)*e[2,3,4],([1,2,2],5)=1/4*15^(1/2)*e[1,1,2]
+1/4*e[1,2,2],([2,17,25],8)=-e[2,3,25],([28,40,59],8)=-e[28,40,59],([33,
60,88],8)=e[33,48,88],(106,8)=(table([(29)=[[29,56,106]],(38)=[[38,56,
106],[38,71,106]],(48)=[[48,71,106]]])),([43,64,120],8)=-e[43,80,120],
([47,84,125],8)=e[47,69,125],([51,88,134],8)=-e[51,78,134],([49,87,153
],8)=e[49,87,153],([52,90,154],8)=e[52,90,154],([1,2,2],3)=1/2*3^(1/2)*
e[1,1,2]+1/2*e[1,2,2],([11,16,25],6)=-1/3*e[11,16,25]+2/3*2^(1/2)*e[11,17,
25],([6,13,32],6)=-1/2*e[6,13,32]+1/2*3^(1/2)*e[6,16,32],([15,34,50],7)=
-e[15,23,50],([5,8,9],8)=2/5*2^(1/2)*3^(1/2)*e[5,5,9]+1/5*e[5,8,9],(13,8)=
(table([(5)=[[5,8,13]],(6)=[[6,8,13],[6,9,13]],(8)=[[8,9,13]]])),([16
,38,71],8)=-1/2*3^(1/2)*e[16,31,71]+1/2*e[16,38,71],([26,53,98],8)=2/3*2
^(1/2)*e[26,48,98]+1/3*e[26,53,98],([39,74,110],8)=e[39,57,110],([41,76,
114],8)=-e[41,61,114],([58,102,155],8)=-e[58,88,155],([65,109,162],8)=e
[65,95,162],([61,102,174],8)=-1/3*e[61,102,174]+2/3*2^(1/2)*e[61,105,174],(
[10,20,36],5)=-e[10,20,36],([18,27,42],6)=e[18,27,42],([15,23,44],6)=
e[15,28,44],([2,2,2],7)=e[2,2,2],([3,6,21],7)=e[3,14,21],(47,7)=(table(
[(9)=[[9,20,47],[9,25,47]],(13)=[[13,20,47],[13,32,47]],(14)=[[14,
20,47],[14,33,47]],(16)=[[16,25,47],[16,32,47]],(17)=[[17,25,47],[
17,33,47]],(21)=[[21,32,47],[21,33,47]],(22)=[[22,33,47]]])),(68,7)=
(table([(16)=[[16,35,68]],(23)=[[23,35,68],[23,46,68]],(29)=[[29,46,
68]]])),([7,11,17],8)=-e[7,11,17],([24,35,50],8)=2/5*6^(1/2)*e[24,34,50]
+1/5*e[24,35,50],([25,37,77],8)=-e[25,52,77],([41,78,116],8)=e[41,60,116
],([36,69,122],8)=1/4*15^(1/2)*e[36,66,122]+1/4*e[36,69,122],([52,93,158]
,8)=-2/5*6^(1/2)*e[52,90,158]+1/5*e[52,93,158],([3,7,15],4)=-e[3,7,15],([7
,11,21],5)=e[7,14,21],([12,18,34],6)=-e[12,22,34],([19,28,44],6)=e[19
,28,44],([19,33,61],6)=-1/5*e[19,33,61]+2/5*6^(1/2)*e[19,35,61],([11,16,
21],7)=1/2*3^(1/2)*e[11,15,21]+1/2*e[11,16,21],([30,48,72],7)=-e[30,48,72]
,([28,52,80],7)=-e[28,45,80],([15,22,33],8)=-e[15,22,33],([14,29,43],
8)=-e[14,21,43],([44,81,143],8)=2/3*2^(1/2)*e[44,79,143]+1/3*e[44,81,143],(
[53,91,158],8)=-1/2*e[53,91,158]+1/2*3^(1/2)*e[53,93,158],([14,22,43],6)
=e[14,27,43],([14,22,49],7)=e[14,33,49],([15,19,29],8)=-1/6*e[15,19,29]+
1/6*35^(1/2)*e[15,22,29],([17,32,44],8)=e[17,22,44],([32,47,97],8)=e[32,
65,97],([40,75,112],8)=-e[40,59,112],([42,62,118],8)=e[42,79,118],(123,
8)=(table([(34)=[[34,67,123]],(37)=[[37,67,123],[37,70,123]],(45)=[[45,
67,123],[45,82,123]],(47)=[[47,70,123],[47,82,123]],(53)=[[53,82,
123]]])),([43,76,138],8)=-1/4*e[43,76,138]+1/4*5^(1/2)*3^(1/2)*e[43,80,138]
,(6,3)=(table([(1)=[[1,3,6]],(2)=[[2,3,6],[2,4,6]]])),([7,11,17],5)
=-1/2*e[7,11,17]+1/2*3^(1/2)*e[7,12,17],([10,14,20],6)=e[10,14,20],([13,20
,41],6)=e[13,26,41],(52,6)=(table([(14)=[[14,27,52],[14,28,52]],(15)=[
[15,28,52]],(18)=[[18,27,52],[18,34,52]],(19)=[[19,28,52],[19,34,
52]]])),([4,6,6],7)=2/3*2^(1/2)*e[4,4,6]+1/3*e[4,6,6],([7,10,14],7)=-1/6
*e[7,10,14]+1/6*35^(1/2)*e[7,11,14],([10,14,18],7)=e[10,14,18],([26,50,90
],7)=-1/2*e[26,50,90]-1/2*3^(1/2)*e[26,51,90],([5,5,8],8)=-e[5,5,8],([7,
22,55],8)=-e[7,22,55],([30,43,88],8)=e[30,60,88],([43,63,94],8)=-1/3*e
[43,63,94]+2/3*2^(1/2)*e[43,64,94],([44,66,116],8)=-e[44,77,116],([45,80,
119],8)=e[45,66,119],([62,107,182],8)=-e[62,107,182],([4,9,19],4)=-e[4,
9,19],([3,4,5],5)=-e[3,4,5],([4,11,21],5)=-1/2*3^(1/2)*e[4,9,21]+1/2*e[4
,11,21],([9,14,27],5)=-e[9,18,27],([2,3,6],6)=-1/2*e[2,3,6]+1/2*3^(1/2)*
e[2,4,6],([8,15,22],6)=e[8,11,22],([8,18,34],6)=1/2*3^(1/2)*e[8,15,34]+1
/2*e[8,18,34],([11,21,42],6)=-e[11,21,42],([20,31,45],7)=-e[20,31,45],([
14,21,30],8)=2/3*2^(1/2)*e[14,20,30]+1/3*e[14,21,30],([7,22,33],8)=-e[7,
11,33],([22,30,63],8)=e[22,44,63],([24,35,68],8)=-e[24,46,68],([44,66,
98],8)=e[44,66,98],([46,68,102],8)=-1/3*e[46,68,102]+2/3*2^(1/2)*e[46,69,
102],(160,8)=(table([(52)=[[52,92,160],[52,93,160]],(53)=[[53,93,160]]
,(62)=[[62,92,160],[62,107,160]],(63)=[[63,93,160],[63,107,160]]])),
([1,1,2],5)=-1/4*e[1,1,2]+1/4*15^(1/2)*e[1,2,2],([12,17,22],7)=e[12,17,
22],([31,44,63],8)=e[31,44,63],([36,54,77],8)=1/4*15^(1/2)*e[36,52,77]+1
/4*e[36,54,77],([34,67,100],8)=-e[34,50,100],([55,85,127],8)=e[55,85,127
],([50,87,132],8)=e[50,76,132],([6,9,14],5)=-1/2*e[6,9,14]+1/2*3^(1/2)*e
[6,10,14],(30,6)=(table([(7)=[[7,14,30]],(9)=[[9,14,30],[9,19,30]],(10
)=[[10,14,30],[10,20,30]],(13)=[[13,19,30],[13,20,30]]])),([15,28,
53],6)=-1/4*e[15,28,53]-1/4*15^(1/2)*e[15,29,53],([9,20,47],7)=-1/2*e[9,20
,47]+1/2*3^(1/2)*e[9,25,47],([1,1,2],8)=-1/7*e[1,1,2]+4/7*3^(1/2)*e[1,2,2],
([9,13,16],8)=1/6*5^(1/2)*7^(1/2)*e[9,10,16]+1/6*e[9,13,16],([63,107,178]
,8)=2/3*2^(1/2)*e[63,105,178]+1/3*e[63,107,178],(16,4)=(table([(4)=[[4,8,
16]]])),([1,1,2],6)=-1/5*e[1,1,2]+2/5*6^(1/2)*e[1,2,2],([13,25,48],6)=e[
13,25,48],([5,6,10],7)=-1/5*e[5,6,10]+2/5*6^(1/2)*e[5,9,10],([10,14,20],
7)=-e[10,14,20],(89,7)=(table([(26)=[[26,50,89]],(27)=[[27,50,89]],(32)=[
[32,50,89],[32,59,89]]])),([4,4,6],8)=-1/4*e[4,4,6]+1/4*15^(1/2)*e[4,6
,6],([11,26,48],8)=e[11,26,48],([28,40,58],8)=2/5*6^(1/2)*e[28,39,58]+1/
5*e[28,40,58],([40,73,131],8)=-1/3*e[40,73,131]+2/3*2^(1/2)*e[40,75,131],([
57,87,131],8)=e[57,87,131],([46,83,145],8)=-2/5*6^(1/2)*e[46,81,145]+1/5
*e[46,83,145],([63,105,177],8)=-e[63,105,177],([2,2,2],5)=e[2,2,2],(15,
5)=(table([(3)=[[3,8,15]],(5)=[[5,8,15],[5,10,15]],(6)=[[6,10,15]]]))
,([2,2,4],6)=-1/5*e[2,2,4]+2/5*6^(1/2)*e[2,4,4],([5,6,9],6)=-e[5,6,9],([
22,34,49],7)=2/3*2^(1/2)*e[22,33,49]+1/3*e[22,34,49],([28,53,93],7)=2/3*
2^(1/2)*e[28,52,93]+1/3*e[28,53,93],([22,30,44],8)=-1/5*e[22,30,44]+2/5*6^(
1/2)*e[22,32,44],([20,30,63],8)=e[20,42,63],([45,78,116],8)=-e[45,66,116
],([64,108,182],8)=-e[64,108,182],(2,6)=(table([(1)=[[1,1,2],[1,2,2]]
,(2)=[[2,2,2]]])),([19,35,64],6)=-e[19,35,64],([3,3,5],7)=-1/2*e[3,3,5
]+1/2*3^(1/2)*e[3,5,5],([14,22,44],7)=-e[14,30,44],([21,32,59],7)=-e[21,
40,59],([30,48,71],7)=e[30,48,71],([30,48,85],7)=e[30,55,85],([5,8,13]
,8)=e[5,8,13],([15,22,29],8)=1/6*35^(1/2)*e[15,19,29]+1/6*e[15,22,29],(52,
8)=(table([(4)=[[4,19,52]],(13)=[[13,19,52],[13,35,52]],(15)=[[15,19,
52],[15,37,52]],(24)=[[24,35,52]],(25)=[[25,35,52],[25,37,52]],(27)=
[[27,37,52]]])),([6,21,54],8)=-e[6,21,54],([34,49,71],8)=-e[34,49,71],
([44,77,116],8)=-e[44,66,116],([54,84,146],8)=e[54,94,146],([7,14,28],
5)=-1/3*e[7,14,28]+2/3*2^(1/2)*e[7,15,28],([7,15,29],5)=-e[7,15,29],([4,4,
15],6)=-e[4,11,15],([12,23,45],7)=e[12,23,45],([17,33,60],7)=e[17,33,60
],([33,51,91],7)=-e[33,61,91],([26,36,53],8)=-e[26,36,53],([23,50,72],
8)=-e[23,32,72],([45,66,99],8)=-1/3*e[45,66,99]+2/3*2^(1/2)*e[45,67,99],([8
,13,20],5)=-e[8,13,20],([8,17,33],5)=-e[8,17,33],([11,16,24],7)=-1/3*
e[11,16,24]+2/3*2^(1/2)*e[11,17,24],([11,22,32],7)=e[11,17,32],([17,36,52
],7)=-e[17,25,52],([27,50,87],7)=e[27,50,87],([15,19,26],8)=e[15,19,26]
,([6,6,28],8)=-e[6,21,28],([16,23,31],8)=2/3*2^(1/2)*e[16,21,31]+1/3*e[
16,23,31],([23,33,47],8)=2/5*6^(1/2)*e[23,32,47]+1/5*e[23,33,47],([20,42,
62],8)=-e[20,29,62],([20,47,70],8)=e[20,30,70],([35,65,97],8)=-e[35,52,
97],([30,60,113],8)=e[30,60,113],([61,105,158],8)=-e[61,91,158],(36,5)=
(table([(10)=[[10,20,36]]])),([9,21,32],6)=e[9,13,32],(42,6)=(table([(9)
=[[9,21,42]],(11)=[[11,21,42]],(14)=[[14,21,42],[14,27,42]],(18)=[[18
,27,42]]])),([18,27,43],6)=-e[18,27,43],([11,21,44],6)=-1/3*e[11,21,44
]-2/3*2^(1/2)*e[11,23,44],([19,33,51],6)=-e[19,28,51],(93,7)=(table([(27)=
[[27,52,93]],(28)=[[28,52,93],[28,53,93]],(29)=[[29,53,93]],(34)=[[34
,52,93],[34,63,93]],(35)=[[35,53,93],[35,63,93]]])),([35,63,93],7
)=-e[35,53,93],([3,3,5],8)=-1/3*e[3,3,5]+2/3*2^(1/2)*e[3,5,5],([30,44,64]
,8)=1/2*3^(1/2)*e[30,43,64]+1/2*e[30,44,64],([31,61,90],8)=e[31,45,90],([
50,76,113],8)=1/2*3^(1/2)*e[50,75,113]+1/2*e[50,76,113],([3,5,10],4)=-e[
3,6,10],(34,5)=(table([(9)=[[9,18,34],[9,19,34]],(10)=[[10,19,34]]])),
([2,2,3],6)=-1/3*e[2,2,3]+2/3*2^(1/2)*e[2,3,3],([6,13,29],6)=e[6,13,29],
([5,16,31],7)=e[5,16,31],([21,32,46],7)=e[21,32,46],([30,48,86],7)=e[
30,56,86],([6,8,30],8)=e[6,21,30],([13,19,41],8)=e[13,28,41],([22,49,
89],8)=2/3*2^(1/2)*e[22,44,89]+1/3*e[22,49,89],([6,21,28],8)=-e[6,6,28],([
21,31,46],8)=-e[21,31,46],([30,44,63],8)=1/4*15^(1/2)*e[30,42,63]+1/4*e[
30,44,63],([17,39,79],8)=-e[17,39,79],([40,60,88],8)=e[40,60,88],([34,
61,117],8)=-1/4*e[34,61,117]+1/4*15^(1/2)*e[34,67,117],([37,70,123],8)=-1
/4*15^(1/2)*e[37,67,123]+1/4*e[37,70,123],([54,83,125],8)=-1/2*e[54,83,125]
+1/2*3^(1/2)*e[54,84,125],([51,77,133],8)=e[51,88,133],([58,102,174],8)=
2/3*2^(1/2)*e[58,101,174]+1/3*e[58,102,174],(1,6)=(table([(1)=[[1,1,1]]])),
([20,36,65],6)=-e[20,36,65],(25,7)=(table([(6)=[[6,10,25],[6,17,25]],
(7)=[[7,10,25],[7,18,25]],(11)=[[11,17,25]],(12)=[[12,17,25],[12,18
,25]]])),([15,23,33],7)=-e[15,23,33],([18,28,50],7)=e[18,34,50],([16,
24,51],7)=e[16,35,51],([19,40,77],7)=-e[19,40,77],([17,32,65],8)=e[17,
32,65],([39,57,82],8)=e[39,57,82],([33,48,98],8)=e[33,66,98],([44,66,
99],8)=-e[44,66,99],(108,8)=(table([(31)=[[31,58,108]],(39)=[[39,58,108]
,[39,72,108]],(48)=[[48,72,108]]])),([40,60,110],8)=-e[40,73,110],([32
,65,115],8)=1/4*15^(1/2)*e[32,59,115]+1/4*e[32,65,115],(19,5)=(table([(4)=
[[4,9,19]],(6)=[[6,9,19],[6,13,19]],(8)=[[8,13,19]]])),([2,2,13],6
)=e[2,9,13],([3,3,14],6)=e[3,10,14],([13,19,27],7)=e[13,19,27],([6,9,
15],8)=-1/2*e[6,9,15]+1/2*3^(1/2)*e[6,10,15],([14,21,32],8)=-e[14,21,32],(
[15,30,44],8)=e[15,22,44],([25,35,50],8)=e[25,35,50],(104,8)=(table([(
27)=[[27,54,104]],(36)=[[36,54,104],[36,69,104]],(37)=[[37,54,104],[
37,70,104]],(46)=[[46,69,104]],(47)=[[47,69,104],[47,70,104]]])),([31
,58,111],8)=-1/4*e[31,58,111]-1/4*15^(1/2)*e[31,61,111],([63,105,179],8)
=-1/6*e[63,105,179]+1/6*5^(1/2)*7^(1/2)*e[63,108,179],([1,2,3],2)=-e[1,1,3]
,([9,14,21],6)=e[9,14,21],(53,6)=(table([(14)=[[14,28,53]],(15)=[[15,28
,53],[15,29,53]],(19)=[[19,28,53],[19,35,53]],(20)=[[20,29,53],[20
,35,53]]])),([16,31,58],6)=-e[16,31,58],(72,7)=(table([(20)=[[20,39,72
]],(25)=[[25,39,72],[25,48,72]],(30)=[[30,48,72]]])),([29,53,94],7)=
-1/5*e[29,53,94]+2/5*6^(1/2)*e[29,54,94],([38,71,107],8)=-e[38,57,107],([52
,79,143],8)=-e[52,93,143],(148,8)=(table([(47)=[[47,84,148]],(54)=[[54,
84,148],[54,95,148]],(65)=[[65,95,148]]])),([61,106,179],8)=1/4*15^(1
/2)*e[61,105,179]+1/4*e[61,106,179],(3,6)=(table([(1)=[[1,2,3]],(2)=[[2,2,
3],[2,3,3]],(3)=[[3,3,3]]])),([17,24,32],8)=1/2*3^(1/2)*e[17,22,32]+1/
2*e[17,24,32],([20,30,44],8)=-e[20,30,44],(91,8)=(table([(19)=[[19,46,91
]],(24)=[[24,46,91]],(32)=[[32,46,91],[32,62,91]],(42)=[[42,62,91]]])
),(138,8)=(table([(41)=[[41,76,138],[41,78,138]],(43)=[[43,76,138],[
43,80,138]],(45)=[[45,78,138],[45,80,138]],(50)=[[50,76,138],[50,90
,138]],(51)=[[51,78,138],[51,90,138]],(52)=[[52,80,138],[52,90,138]
],(60)=[[60,90,138]]])),([11,23,36],6)=e[11,17,36],([14,28,51],6)=-1/4
*15^(1/2)*e[14,26,51]+1/4*e[14,28,51],([9,13,18],7)=-1/3*e[9,13,18]+2/3*2^(
1/2)*e[9,14,18],([9,20,42],7)=e[9,20,42],([25,38,57],7)=-1/2*e[25,38,57]
+1/2*3^(1/2)*e[25,39,57],([20,39,72],7)=e[20,39,72],([27,52,90],7)=1/4*
15^(1/2)*e[27,50,90]+1/4*e[27,52,90],([13,18,51],8)=-e[13,35,51],([36,69,
104],8)=-e[36,54,104],([41,74,110],8)=e[41,60,110],([52,80,119],8)=1/2*
3^(1/2)*e[52,79,119]+1/2*e[52,80,119],([53,93,144],8)=-e[53,82,144],([6,9,
21],5)=e[6,14,21],([9,14,22],6)=-e[9,14,22],([1,8,24],6)=-e[1,8,24],([7
,17,26],6)=e[7,10,26],([10,15,34],6)=e[10,22,34],(60,6)=(table([(17)=[[
17,32,60],[17,33,60]],(18)=[[18,32,60],[18,34,60]],(19)=[[19,33,60
],[19,34,60]]])),([4,6,8],7)=e[4,6,8],([1,12,16],7)=e[1,1,16],([25,
39,72],7)=e[25,48,72],([27,52,80],7)=e[27,43,80],([10,13,19],8)=-e[10,
13,19],([15,21,30],8)=e[15,21,30],([10,11,33],8)=e[10,25,33],(50,8)=(
table([(2)=[[2,17,50]],(12)=[[12,17,50],[12,34,50]],(13)=[[13,17,50],
[13,35,50]],(24)=[[24,34,50],[24,35,50]],(25)=[[25,35,50]]])),([18,
33,66],8)=e[18,33,66],([37,55,80],8)=-e[37,55,80],([48,71,127],8)=e[48
,85,127],([59,89,153],8)=e[59,100,153],([51,90,157],8)=-e[51,90,157],([
53,94,159],8)=1/6*35^(1/2)*e[53,91,159]+1/6*e[53,94,159],([5,7,11],6)=-e
[5,7,11],(54,6)=(table([(15)=[[15,29,54]],(20)=[[20,29,54],[20,36,54]]
])),([16,31,56],6)=2/5*6^(1/2)*e[16,30,56]+1/5*e[16,31,56],([20,36,64],6
)=2/5*6^(1/2)*e[20,35,64]+1/5*e[20,36,64],([4,6,10],7)=-1/3*e[4,6,10]+2/3*2
^(1/2)*e[4,7,10],([4,6,9],8)=e[4,6,9],([6,9,10],8)=1/4*15^(1/2)*e[6,6,10
]+1/4*e[6,9,10],([27,49,70],8)=e[27,37,70],([23,45,90],8)=-1/3*e[23,45,
90]+2/3*2^(1/2)*e[23,50,90],([41,78,117],8)=-e[41,61,117],([55,96,164],8
)=e[55,96,164],([4,9,13],5)=-e[4,6,13],([2,9,20],6)=e[2,9,20],([1,1,1]
,7)=e[1,1,1],([15,31,45],7)=e[15,23,45],([25,47,70],8)=e[25,37,70],([21
,48,71],8)=e[21,31,71],([30,44,89],8)=-e[30,60,89],([44,79,119],8)=e[
44,66,119],([36,66,122],8)=-1/4*e[36,66,122]+1/4*15^(1/2)*e[36,69,122],([49
,88,134],8)=-e[49,74,134],([8,13,26],5)=-e[8,17,26],(27,5)=(table([(6)=
[[6,14,27]],(7)=[[7,14,27]],(9)=[[9,14,27],[9,18,27]]])),([18,27,52
],6)=e[18,34,52],([17,32,59],6)=e[17,32,59],([5,8,9],7)=2/3*2^(1/2)*e[5
,6,9]+1/3*e[5,8,9],(27,7)=(table([(1)=[[1,12,27]],(8)=[[8,12,27],[8,19,
27]],(13)=[[13,19,27]]])),([4,7,11],8)=2/3*2^(1/2)*e[4,6,11]+1/3*e[4,7,11
],([16,23,45],8)=-e[16,31,45],([28,39,58],8)=-1/5*e[28,39,58]+2/5*6^(1/2
)*e[28,40,58],([20,28,68],8)=-e[20,47,68],(116,8)=(table([(30)=[[30,60,
116]],(33)=[[33,60,116],[33,66,116]],(36)=[[36,66,116]],(40)=[[40,60,
116],[40,77,116]],(41)=[[41,60,116],[41,78,116]],(44)=[[44,66,116],
[44,77,116]],(45)=[[45,66,116],[45,78,116]],(51)=[[51,77,116],[51,
78,116]]])),([12,18,37],6)=e[12,24,37],([14,26,41],6)=e[14,22,41],([11,
15,22],7)=-1/5*e[11,15,22]+2/5*6^(1/2)*e[11,17,22],([8,19,46],7)=-1/2*e[8
,19,46]-1/2*3^(1/2)*e[8,24,46],([17,26,53],7)=-e[17,36,53],([25,38,56],7
)=e[25,38,56],([22,41,78],7)=-1/4*e[22,41,78]-1/4*15^(1/2)*e[22,45,78],([11
,26,37],8)=-e[11,15,37],([33,63,119],8)=-1/2*e[33,63,119]+1/2*3^(1/2)*e[
33,66,119],([8,17,32],5)=e[8,17,32],([4,4,4],7)=e[4,4,4],([10,14,21],
7)=-1/4*e[10,14,21]+1/4*5^(1/2)*3^(1/2)*e[10,16,21],([24,37,55],7)=-e[24,37
,55],([31,57,100],7)=e[31,57,100],([12,16,38],8)=e[12,27,38],([18,40,
58],8)=-e[18,25,58],(86,8)=(table([(19)=[[19,41,86],[19,46,86]],(24)=[[
24,46,86]],(29)=[[29,41,86],[29,59,86]],(32)=[[32,46,86],[32,59,86
]],(40)=[[40,59,86]]])),([40,75,135],8)=e[40,75,135],([51,91,155],8)=-\
1/6*35^(1/2)*e[51,88,155]+1/6*e[51,91,155],(171,8)=(table([(57)=[[57,100,
171]],(59)=[[59,100,171]]])),([64,106,179],8)=-1/2*e[64,106,179]+1/2*3^(1
/2)*e[64,108,179],([13,20,31],6)=-e[13,20,31],([4,15,37],7)=-e[4,15,37],
([28,51,77],7)=e[28,44,77],(87,7)=(table([(25)=[[25,49,87]],(26)=[[26,
49,87],[26,50,87]],(27)=[[27,50,87]],(31)=[[31,49,87],[31,57,87]],(
32)=[[32,50,87],[32,57,87]]])),([32,60,101],7)=2/5*6^(1/2)*e[32,57,101
]+1/5*e[32,60,101],(20,8)=(table([(9)=[[9,13,20]],(10)=[[10,13,20],[10,
14,20]],(11)=[[11,14,20]]])),([19,28,39],8)=2/5*6^(1/2)*e[19,27,39]+1/5*
e[19,28,39],(8,3)=(table([(2)=[[2,4,8]]])),([5,8,18],5)=-e[5,12,18],([6,
9,19],5)=e[6,13,19],([4,5,9],6)=-1/3*e[4,5,9]+2/3*2^(1/2)*e[4,6,9],([3,
18,28],8)=e[3,6,28],([11,26,36],8)=e[11,14,36],([19,28,41],8)=-e[19,28
,41],([21,29,62],8)=e[21,43,62],([20,29,69],8)=e[20,47,69],([34,50,72]
,8)=1/4*15^(1/2)*e[34,49,72]+1/4*e[34,50,72],([41,76,136],8)=e[41,76,136],
([45,78,140],8)=-1/5*e[45,78,140]+2/5*6^(1/2)*e[45,82,140],([42,79,143],
8)=-e[42,79,143],([49,87,154],8)=-1/2*e[49,87,154]+1/2*3^(1/2)*e[49,88,154]
,([52,93,160],8)=1/2*3^(1/2)*e[52,92,160]+1/2*e[52,93,160],([58,101,173],
8)=-e[58,101,173],([61,106,180],8)=-e[61,106,180],([63,107,182],8)=-1/3*
e[63,107,182]+2/3*2^(1/2)*e[63,108,182],([6,13,25],5)=e[6,13,25],([2,9,14
],6)=e[2,3,14],([5,8,23],7)=e[5,16,23],([23,36,53],7)=e[23,36,53],([24,
47,70],7)=e[24,37,70],([20,41,76],7)=e[20,41,76],([9,12,34],8)=e[9,24,
34],([2,17,50],8)=-e[2,17,50],([25,36,69],8)=e[25,47,69],([49,73,129],
8)=-e[49,86,129],([43,80,138],8)=1/4*5^(1/2)*3^(1/2)*e[43,76,138]+1/4*e[43,
80,138],([51,88,154],8)=-1/3*e[51,88,154]+2/3*2^(1/2)*e[51,90,154],([63,
107,181],8)=-e[63,107,181],([9,14,22],5)=-e[9,14,22],([13,19,40],6)=e[
13,26,40],(21,7)=(table([(3)=[[3,6,21],[3,14,21]],(4)=[[4,6,21],[4,
15,21]],(5)=[[5,6,21],[5,16,21]],(9)=[[9,14,21],[9,15,21]],(10)=[[
10,14,21],[10,16,21]],(11)=[[11,15,21],[11,16,21]]])),(33,7)=(table
([(7)=[[7,18,33]],(12)=[[12,18,33],[12,23,33]],(15)=[[15,23,33]]])),(
73,7)=(table([(19)=[[19,38,73],[19,40,73]],(21)=[[21,40,73]],(25)=[[25
,38,73],[25,49,73]],(26)=[[26,40,73],[26,49,73]],(31)=[[31,49,73]]
])),(31,8)=(table([(6)=[[6,9,31],[6,21,31]],(8)=[[8,9,31],[8,23,31]
],(14)=[[14,21,31]],(15)=[[15,21,31]],(16)=[[16,21,31],[16,23,31]]]))
,([12,27,38],8)=e[12,16,38],([30,44,84],8)=e[30,57,84],([40,73,129],8
)=e[40,73,129],([45,80,144],8)=-1/3*e[45,80,144]-2/3*2^(1/2)*e[45,82,144],(
[16,24,46],7)=e[16,32,46],([16,32,62],7)=-e[16,32,62],([36,54,83],7)=
e[36,54,83],([35,64,109],7)=-e[35,64,109],([9,24,35],8)=e[9,13,35],(42,
8)=(table([(5)=[[5,20,42]],(14)=[[14,20,42],[14,29,42]],(20)=[[20,29,
42]],(21)=[[21,29,42]]])),([6,21,43],8)=e[6,21,43],([20,42,61],8)=-e[
20,28,61],([35,68,121],8)=1/4*15^(1/2)*e[35,65,121]+1/4*e[35,68,121],([33,
66,122],8)=-e[33,66,122],([58,99,167],8)=e[58,99,167],(4,4)=(table([(1)=
[[1,2,4]],(2)=[[2,2,4],[2,3,4]]])),([5,7,14],4)=-e[5,9,14],([6,8,
12],6)=e[6,8,12],([8,19,41],7)=e[8,19,41],([22,34,64],7)=e[22,43,64],(
85,7)=(table([(25)=[[25,48,85]],(30)=[[30,48,85],[30,55,85]]])),([2,3
,3],8)=2/5*6^(1/2)*e[2,2,3]+1/5*e[2,3,3],([25,37,55],8)=-e[25,37,55],([12
,27,67],8)=-1/2*e[12,27,67]-1/2*3^(1/2)*e[12,34,67],([31,58,85],8)=-e[31
,45,85],([24,46,91],8)=-e[24,46,91],([54,84,126],8)=-e[54,84,126],([1,2
,9],5)=e[1,6,9],(14,5)=(table([(2)=[[2,7,14]],(4)=[[4,7,14],[4,9,14]
],(5)=[[5,7,14],[5,10,14]],(6)=[[6,9,14],[6,10,14]]])),([3,5,8],6
)=e[3,5,8],(40,6)=(table([(9)=[[9,19,40],[9,21,40]],(11)=[[11,21,40]],
(13)=[[13,19,40],[13,26,40]],(14)=[[14,21,40],[14,26,40]],(17)=[[17,
26,40]]])),([11,23,46],6)=-e[11,23,46],([6,7,10],7)=-1/2*e[6,7,10]+1/2*
3^(1/2)*e[6,9,10],([31,49,74],7)=-e[31,49,74],([9,10,15],8)=-1/3*e[9,10,
15]+2/3*2^(1/2)*e[9,12,15],([13,28,39],8)=-e[13,17,39],([16,31,46],8)=e[
16,24,46],([46,69,102],8)=2/3*2^(1/2)*e[46,68,102]+1/3*e[46,69,102],([49,
74,110],8)=1/2*3^(1/2)*e[49,73,110]+1/2*e[49,74,110],([64,109,180],8)=4/7
*3^(1/2)*e[64,106,180]+1/7*e[64,109,180],([65,110,185],8)=-e[65,110,185],([
7,10,14],6)=1/2*3^(1/2)*e[7,9,14]+1/2*e[7,10,14],(8,7)=(table([(3)=[[3,5,
8],[3,6,8]],(4)=[[4,6,8]],(5)=[[5,6,8]]])),([18,37,55],7)=-e[18,28,
55],([20,31,58],7)=e[20,39,58],(60,7)=(table([(14)=[[14,30,60],[14,33,
60]],(17)=[[17,33,60]],(19)=[[19,30,60],[19,40,60]],(20)=[[20,30,60],
[20,41,60]],(21)=[[21,33,60],[21,40,60]],(22)=[[22,33,60],[22,41,
60]],(26)=[[26,40,60],[26,41,60]]])),([25,39,74],7)=e[25,49,74],([20,
30,41],8)=2/5*6^(1/2)*e[20,28,41]+1/5*e[20,30,41],([16,31,71],8)=-1/2*e[
16,31,71]-1/2*3^(1/2)*e[16,38,71],([16,38,78],8)=-e[16,38,78],([39,57,107
],8)=-e[39,72,107],([39,72,108],8)=-e[39,58,108],([51,78,134],8)=-e[51,
88,134],([1,1,2],3)=-1/2*e[1,1,2]+1/2*3^(1/2)*e[1,2,2],(29,5)=(table([(7)=
[[7,15,29]],(10)=[[10,15,29],[10,20,29]]])),([5,9,13],7)=-e[5,9,13],
(18,7)=(table([(2)=[[2,3,18],[2,13,18]],(3)=[[3,3,18],[3,14,18]],(8
)=[[8,13,18]],(9)=[[9,13,18],[9,14,18]],(10)=[[10,14,18]]])),([14,20
,30],7)=-1/4*e[14,20,30]+1/4*15^(1/2)*e[14,22,30],([23,35,52],7)=-1/3*e[
23,35,52]+2/3*2^(1/2)*e[23,36,52],([12,28,55],7)=-e[12,28,55],([24,45,67]
,7)=e[24,37,67],([24,47,84],7)=-e[24,47,84],([18,33,48],8)=e[18,26,48],
([39,57,110],8)=e[39,74,110],([34,64,114],8)=1/2*3^(1/2)*e[34,61,114]+1/
2*e[34,64,114],([40,60,116],8)=e[40,77,116],([51,90,138],8)=-e[51,78,138
],([47,84,146],8)=-2/5*6^(1/2)*e[47,82,146]+1/5*e[47,84,146],([59,103,156
],8)=e[59,89,156],([4,8,16],4)=e[4,8,16],([19,34,60],6)=1/2*3^(1/2)*e[
19,33,60]+1/2*e[19,34,60],(52,7)=(table([(9)=[[9,25,52]],(16)=[[16,25,52]
,[16,35,52]],(17)=[[17,25,52],[17,36,52]],(23)=[[23,35,52],[23,36,
52]],(24)=[[24,36,52]]])),([13,29,56],7)=e[13,29,56],([23,35,68],7)=e[
23,46,68],([3,5,5],8)=2/3*2^(1/2)*e[3,3,5]+1/3*e[3,5,5],([24,34,50],8)=-\
1/5*e[24,34,50]+2/5*6^(1/2)*e[24,35,50],([17,39,55],8)=-e[17,22,55],([40,
77,137],8)=-1/2*3^(1/2)*e[40,75,137]+1/2*e[40,77,137],([54,94,162],8)=-1/
6*e[54,94,162]-1/6*35^(1/2)*e[54,95,162],([9,19,28],5)=e[9,14,28],([5,12,
17],6)=e[5,6,17],(18,6)=(table([(5)=[[5,7,18],[5,12,18]],(8)=[[8,12,
18]]])),([11,17,26],6)=e[11,17,26],(66,7)=(table([(14)=[[14,33,66]],(17)
=[[17,33,66],[17,36,66]],(21)=[[21,33,66],[21,44,66]],(22)=[[22,33,
66],[22,45,66]],(23)=[[23,36,66],[23,44,66]],(24)=[[24,36,66],[24,
45,66]],(28)=[[28,44,66],[28,45,66]]])),([28,45,80],7)=-e[28,52,80],(
10,8)=(table([(3)=[[3,6,10]],(4)=[[4,6,10]],(6)=[[6,6,10],[6,9,10]],
(8)=[[8,9,10]]])),([22,31,71],8)=e[22,49,71],([29,41,81],8)=e[29,56,81
],([53,93,158],8)=1/2*3^(1/2)*e[53,91,158]+1/2*e[53,93,158],(30,5)=(table(
[(8)=[[8,16,30]]])),([14,21,29],7)=1/2*3^(1/2)*e[14,20,29]+1/2*e[14,21,29
],([33,58,102],7)=-1/6*e[33,58,102]+1/6*35^(1/2)*e[33,61,102],([31,44,64]
,8)=-e[31,44,64],(94,8)=(table([(22)=[[22,49,94]],(27)=[[27,49,94]],(33)
=[[33,49,94],[33,63,94]],(34)=[[34,49,94],[34,64,94]],(42)=[[42,63,
94]],(43)=[[43,63,94],[43,64,94]]])),([32,65,96],8)=-e[32,46,96],([40,
59,112],8)=-e[40,75,112],([53,81,121],8)=e[53,81,121],([48,72,128],8)=
-e[48,85,128],([53,93,143],8)=-e[53,81,143],([55,97,150],8)=-e[55,85,150
],(3,2)=(table([(1)=[[1,1,3],[1,2,3]]])),([1,2,4],5)=-e[1,2,4],(2,7)
=(table([(1)=[[1,1,2],[1,2,2]],(2)=[[2,2,2]]])),(58,7)=(table([(15)=[[
15,31,58]],(20)=[[20,31,58],[20,39,58]],(25)=[[25,39,58]]])),([25,49
,73],7)=-e[25,38,73],(78,7)=(table([(20)=[[20,41,78]],(22)=[[22,41,78],
[22,45,78]],(24)=[[24,45,78]],(26)=[[26,41,78],[26,51,78]],(28)=[[28,
45,78],[28,51,78]],(33)=[[33,51,78]]])),([26,51,88],7)=2/5*6^(1/2)*e[
26,49,88]+1/5*e[26,51,88],([27,52,92],7)=e[27,52,92],([16,38,56],8)=e[16
,23,56],([32,47,70],8)=-e[32,47,70],([40,73,110],8)=-e[40,60,110],([41,
74,111],8)=e[41,61,111],([31,61,117],8)=-e[31,61,117],([45,66,119],8)=
e[45,80,119],([49,88,133],8)=e[49,73,133],([53,91,139],8)=-e[53,81,139],
([58,99,152],8)=-e[58,88,152],([4,9,21],5)=-1/2*e[4,9,21]-1/2*3^(1/2)*e[
4,11,21],([5,10,22],5)=-1/2*e[5,10,22]+1/2*3^(1/2)*e[5,12,22],([3,5,16],
6)=-e[3,10,16],([8,11,22],6)=e[8,15,22],([8,15,34],6)=-1/2*e[8,15,34]+1/
2*3^(1/2)*e[8,18,34],([1,2,3],7)=e[1,2,3],([29,46,83],7)=e[29,54,83],([
16,21,28],8)=e[16,21,28],([25,52,75],8)=-e[25,35,75],([32,65,118],8)=
-1/2*3^(1/2)*e[32,62,118]+1/2*e[32,65,118],(5,4)=(table([(2)=[[2,3,5]]])),(
[3,7,12],4)=e[3,5,12],([5,8,15],5)=e[5,10,15],([10,15,24],5)=-e[10,15
,24],([17,26,41],6)=-e[17,26,41],([21,40,59],7)=-e[21,32,59],([32,60,
104],7)=e[32,60,104],([5,8,14],8)=-e[5,8,14],([18,26,37],8)=-e[18,26,37
],([35,52,102],8)=-e[35,68,102],([59,100,172],8)=-1/5*e[59,100,172]+2/5*
2^(1/2)*3^(1/2)*e[59,103,172],([1,2,3],4)=e[1,2,3],(18,4)=(table([(4)=[[4,
9,18]],(5)=[[5,9,18]]])),([4,11,23],5)=-e[4,11,23],([35,61,91],7)=e[
35,53,91],([27,39,58],8)=-e[27,39,58],([54,94,145],8)=e[54,83,145],([60,
103,176],8)=-1/2*e[60,103,176]+1/2*3^(1/2)*e[60,104,176],([63,105,178],8)
=-1/3*e[63,105,178]+2/3*2^(1/2)*e[63,107,178],([17,33,58],6)=2/5*6^(1/2)*e[
17,31,58]+1/5*e[17,33,58],([6,17,25],7)=-e[6,10,25],([33,51,77],7)=e[33,
51,77],([34,52,80],7)=-e[34,52,80],([30,56,99],7)=-e[30,56,99],([11,14,
20],8)=-e[11,14,20],([40,75,113],8)=-e[40,60,113],([13,26,41],6)=e[13,
20,41],([12,23,32],7)=-e[12,17,32],([28,39,72],8)=-e[28,50,72],([38,56,
82],8)=-1/3*e[38,56,82]+2/3*2^(1/2)*e[38,57,82],([40,60,87],8)=2/3*2^(1/2)
*e[40,59,87]+1/3*e[40,60,87],([53,93,160],8)=-e[53,93,160],([5,8,12],5)=
-e[5,8,12],([14,33,63],7)=e[14,33,63],([16,24,34],8)=1/2*3^(1/2)*e[16,23
,34]+1/2*e[16,24,34],([17,24,46],8)=e[17,32,46],(48,8)=(table([(11)=[[11,
26,48]],(18)=[[18,26,48],[18,33,48]],(23)=[[23,33,48]]])),([25,37,54
],8)=1/2*3^(1/2)*e[25,36,54]+1/2*e[25,37,54],([7,17,33],6)=-1/2*3^(1/2)*e[
7,14,33]+1/2*e[7,17,33],([6,17,39],7)=-e[6,17,39],([19,38,57],7)=e[19,30
,57],([26,51,77],7)=e[26,40,77],([36,64,94],7)=-e[36,54,94],([31,58,
101],7)=1/2*3^(1/2)*e[31,57,101]+1/2*e[31,58,101],([3,3,3],8)=e[3,3,3],(
140,8)=(table([(41)=[[41,78,140]],(45)=[[45,78,140],[45,82,140]],(47)=
[[47,82,140]],(51)=[[51,78,140],[51,91,140]],(53)=[[53,82,140],[53,
91,140]],(61)=[[61,91,140]]])),([51,91,140],8)=e[51,78,140],([53,82,
140],8)=e[53,91,140],(170,8)=(table([(56)=[[56,99,170]],(58)=[[58,99,170
],[58,102,170]],(61)=[[61,102,170]]])),([1,2,3],3)=-e[1,2,3],([12,22,
43],6)=-e[12,22,43],([18,34,60],6)=1/4*15^(1/2)*e[18,32,60]+1/4*e[18,34,60
],([6,10,11],7)=1/6*35^(1/2)*e[6,7,11]+1/6*e[6,10,11],([23,32,47],8)=-1/
5*e[23,32,47]+2/5*6^(1/2)*e[23,33,47],([20,29,62],8)=-e[20,42,62],([43,64,
114],8)=-e[43,76,114],([30,60,116],8)=-e[30,60,116],([64,94,162],8)=e[
64,109,162],(7,3)=(table([(1)=[[1,3,7]],(2)=[[2,3,7],[2,5,7]]])),([10,
15,23],5)=e[10,15,23],([2,4,19],7)=-e[2,13,19],([25,38,71],7)=e[25,48,
71],([35,53,93],7)=-e[35,63,93],([11,15,21],8)=4/7*3^(1/2)*e[11,14,21]+1
/7*e[11,15,21],([1,1,23],8)=e[1,16,23],(81,8)=(table([(19)=[[19,41,81]],
(29)=[[29,41,81],[29,56,81]],(38)=[[38,56,81]]])),([50,75,113],8)=-1
/2*e[50,75,113]+1/2*3^(1/2)*e[50,76,113],([43,76,114],8)=-e[43,64,114],([11
,27,37],7)=-e[11,15,37],(56,7)=(table([(13)=[[13,29,56]],(19)=[[19,29,
56],[19,38,56]],(25)=[[25,38,56]]])),([7,22,44],8)=e[7,22,44],([2,5,
7],3)=e[2,3,7],([3,4,9],4)=e[3,6,9],(13,6)=(table([(1)=[[1,2,13],[1,8
,13]],(2)=[[2,2,13],[2,9,13]],(6)=[[6,8,13],[6,9,13]],(7)=[[7,9,
13]]])),([6,9,13],6)=1/4*15^(1/2)*e[6,8,13]+1/4*e[6,9,13],([8,18,28],6)=
e[8,12,28],([17,33,49],7)=e[17,27,49],([27,52,79],7)=e[27,42,79],([27,
43,80],7)=e[27,52,80],(104,7)=(table([(32)=[[32,60,104]],(33)=[[33,60,
104]],(34)=[[34,60,104],[34,62,104]]])),([16,24,35],8)=-e[16,24,35],([
22,30,41],8)=e[22,30,41],([14,29,42],8)=e[14,20,42],([30,42,63],8)=-1
/4*e[30,42,63]+1/4*15^(1/2)*e[30,44,63],([17,32,72],8)=-1/2*e[17,32,72]-1/2
*3^(1/2)*e[17,39,72],([58,101,174],8)=-1/3*e[58,101,174]+2/3*2^(1/2)*e[58,
102,174],(2,3)=(table([(1)=[[1,1,2],[1,2,2]]])),(9,4)=(table([(1)=[[1,
4,9]],(3)=[[3,4,9],[3,6,9]],(4)=[[4,6,9]]])),(21,5)=(table([(4)=[[4,
9,21],[4,11,21]],(6)=[[6,9,21],[6,14,21]],(7)=[[7,11,21],[7,14,
21]],(9)=[[9,14,21]]])),([20,36,54],6)=-e[20,29,54],([15,31,58],7)=e[
15,31,58],([28,45,67],7)=-e[28,45,67],(28,8)=(table([(3)=[[3,6,28],[3,
18,28]],(4)=[[4,6,28],[4,19,28]],(6)=[[6,6,28],[6,21,28]],(13)=[[13
,18,28],[13,19,28]],(14)=[[14,18,28],[14,21,28]],(15)=[[15,19,28],
[15,21,28]],(16)=[[16,21,28]]])),(47,8)=(table([(10)=[[10,25,47]],(17)=
[[17,25,47],[17,32,47]],(18)=[[18,25,47],[18,33,47]],(22)=[[22,32,
47]],(23)=[[23,32,47],[23,33,47]]])),([33,49,89],8)=e[33,60,89],([33,
66,98],8)=e[33,48,98],([47,70,123],8)=-e[47,82,123],(132,8)=(table([(39)
=[[39,74,132]],(41)=[[41,74,132],[41,76,132]],(43)=[[43,76,132]],(49)
=[[49,74,132],[49,87,132]],(50)=[[50,76,132],[50,87,132]],(57)=[[57,
87,132]]])),([53,82,146],8)=-e[53,94,146],([60,90,156],8)=-e[60,103,156
],([56,97,167],8)=-1/7*e[56,97,167]+4/7*3^(1/2)*e[56,99,167],([61,105,177
],8)=e[61,105,177],(9,3)=(table([(2)=[[2,4,9],[2,5,9]]])),([4,6,7],6
)=2/5*6^(1/2)*e[4,4,7]+1/5*e[4,6,7],([5,12,18],6)=e[5,7,18],([6,9,25],6)
=e[6,16,25],([3,5,8],7)=-1/3*e[3,5,8]+2/3*2^(1/2)*e[3,6,8],([24,45,78],7
)=e[24,45,78],([21,31,43],8)=1/4*5^(1/2)*3^(1/2)*e[21,29,43]+1/4*e[21,31,43
],([27,54,77],8)=-e[27,37,77],([34,67,120],8)=-1/2*3^(1/2)*e[34,64,120]+
1/2*e[34,67,120],([63,107,160],8)=e[63,93,160],([1,1,3],2)=-e[1,2,3],([1
,1,2],4)=-1/3*e[1,1,2]+2/3*2^(1/2)*e[1,2,2],([7,11,17],6)=-e[7,11,17],([
12,24,37],6)=e[12,18,37],(39,6)=(table([(10)=[[10,20,39]],(13)=[[13,20,
39],[13,25,39]],(16)=[[16,25,39]]])),([32,50,89],7)=e[32,59,89],([28,
51,91],7)=-1/5*e[28,51,91]+2/5*6^(1/2)*e[28,53,91],([2,4,6],8)=1/2*3^(1/2
)*e[2,3,6]+1/2*e[2,4,6],([4,4,7],8)=-1/7*e[4,4,7]+4/7*3^(1/2)*e[4,7,7],([13
,35,50],8)=-e[13,17,50],([33,48,69],8)=1/2*3^(1/2)*e[33,47,69]+1/2*e[33,
48,69],([36,69,102],8)=e[36,52,102],([34,67,123],8)=-e[34,67,123],([38,
73,131],8)=e[38,73,131],([10,20,39],6)=e[10,20,39],(41,6)=(table([(10)=[
[10,20,41],[10,22,41]],(12)=[[12,22,41]],(13)=[[13,20,41],[13,26,
41]],(14)=[[14,22,41],[14,26,41]],(17)=[[17,26,41]]])),([5,9,24],7)=
e[5,16,24],([26,51,90],7)=-1/2*3^(1/2)*e[26,50,90]+1/2*e[26,51,90],(92,7)=
(table([(27)=[[27,52,92]],(28)=[[28,52,92]],(34)=[[34,52,92],[34,62,
92]]])),([23,33,48],8)=-e[23,33,48],([9,24,57],8)=-e[9,24,57],([21,31,
71],8)=e[21,48,71],([35,51,96],8)=e[35,65,96],([56,86,150],8)=e[56,97,
150],([4,7,11],5)=-e[4,7,11],([11,17,36],6)=e[11,23,36],([15,24,47],6
)=-e[15,29,47],([14,26,51],6)=-1/4*e[14,26,51]-1/4*15^(1/2)*e[14,28,51],(48
,7)=(table([(10)=[[10,21,48],[10,26,48]],(14)=[[14,21,48],[14,33,48
]],(17)=[[17,26,48],[17,33,48]],(21)=[[21,33,48]],(22)=[[22,33,48]]])
),([26,40,73],7)=e[26,49,73],([20,39,74],7)=-1/4*e[20,39,74]+1/4*15^(1/2
)*e[20,41,74],([9,10,32],8)=e[9,24,32],([36,54,104],8)=-e[36,69,104],([
41,60,110],8)=e[41,74,110],([49,74,111],8)=-e[49,74,111],([52,79,119],
8)=-1/2*e[52,79,119]+1/2*3^(1/2)*e[52,80,119],([41,76,132],8)=-2/3*2^(1/2)*
e[41,74,132]+1/3*e[41,76,132],([52,79,141],8)=e[52,92,141],([2,3,6],3)=e
[2,4,6],([4,7,17],5)=e[4,11,17],([6,14,22],5)=e[6,10,22],(26,5)=(table(
[(6)=[[6,13,26],[6,14,26]],(7)=[[7,14,26]],(8)=[[8,13,26],[8,17,26
]],(9)=[[9,14,26],[9,17,26]]])),([4,11,17],6)=-e[4,6,17],([9,13,20],
6)=-1/3*e[9,13,20]+2/3*2^(1/2)*e[9,14,20],([7,10,26],6)=e[7,17,26],([17,32
,57],6)=2/3*2^(1/2)*e[17,31,57]+1/3*e[17,32,57],([3,6,6],7)=2/5*2^(1/2)*3
^(1/2)*e[3,3,6]+1/5*e[3,6,6],([1,1,16],7)=e[1,12,16],([49,73,109],8)=e[
49,73,109],([57,98,151],8)=e[57,87,151],(174,8)=(table([(57)=[[57,101,
174]],(58)=[[58,101,174],[58,102,174]],(60)=[[60,101,174],[60,105,
174]],(61)=[[61,102,174],[61,105,174]],(63)=[[63,105,174]]])),([10,22,
41],6)=2/3*2^(1/2)*e[10,20,41]+1/3*e[10,22,41],([16,30,56],6)=-1/5*e[16,30
,56]+2/5*6^(1/2)*e[16,31,56],([3,3,3],7)=e[3,3,3],([3,14,29],7)=e[3,14,
29],([18,25,33],8)=e[18,25,33],([27,39,79],8)=e[27,54,79],([34,64,94],
8)=e[34,49,94],(97,8)=(table([(20)=[[20,47,97]],(25)=[[25,47,97],[25,52
,97]],(32)=[[32,47,97],[32,65,97]],(33)=[[33,47,97],[33,66,97]],(35
)=[[35,52,97],[35,65,97]],(36)=[[36,52,97],[36,66,97]],(44)=[[44,65
,97],[44,66,97]],(45)=[[45,66,97]]])),([41,61,117],8)=-e[41,78,117],(
[51,77,139],8)=e[51,91,139],([57,101,172],8)=2/3*2^(1/2)*e[57,100,172]+1
/3*e[57,101,172],([4,6,13],5)=-e[4,9,13],([6,9,13],7)=-1/4*e[6,9,13]+1/4
*15^(1/2)*e[6,10,13],([8,24,34],7)=e[8,12,34],([22,34,61],7)=-e[22,41,61
],([4,4,26],8)=e[4,19,26],([6,21,31],8)=-e[6,9,31],([12,16,49],8)=-e[
12,34,49],([30,60,89],8)=-e[30,44,89],([31,44,89],8)=e[31,61,89],(99,8)
=(table([(22)=[[22,49,99]],(27)=[[27,49,99],[27,54,99]],(33)=[[33,49,
99],[33,66,99]],(34)=[[34,49,99],[34,67,99]],(36)=[[36,54,99],[36,
66,99]],(37)=[[37,54,99],[37,67,99]],(44)=[[44,66,99]],(45)=[[45,66,
99],[45,67,99]]])),([42,75,112],8)=e[42,62,112],([49,74,130],8)=e[49,
86,130],([49,74,134],8)=-e[49,88,134],([41,78,138],8)=1/2*3^(1/2)*e[41,
76,138]+1/2*e[41,78,138],([56,99,152],8)=e[56,86,152],(1,1)=(table([(1)=[[
1]]])),([4,7,14],5)=e[4,9,14],([21,33,48],7)=e[21,33,48],(49,7)=(table(
[(11)=[[11,22,49],[11,27,49]],(14)=[[14,22,49],[14,33,49]],(15)=[[15
,22,49],[15,34,49]],(17)=[[17,27,49],[17,33,49]],(18)=[[18,27,49],
[18,34,49]],(21)=[[21,33,49]],(22)=[[22,33,49],[22,34,49]]])),([25,
49,87],7)=e[25,49,87],([28,53,94],7)=-e[28,53,94],([12,16,23],8)=e[12,
16,23],([15,37,52],8)=-e[15,19,52],(74,8)=(table([(12)=[[12,34,74]],(24)
=[[24,34,74],[24,51,74]],(35)=[[35,51,74]]])),([28,50,90],8)=e[28,50
,90],([41,60,113],8)=e[41,76,113],([44,79,143],8)=-1/3*e[44,79,143]+2/3*
2^(1/2)*e[44,81,143],([57,87,151],8)=e[57,98,151],([64,109,162],8)=e[64,
94,162],([58,101,169],8)=1/4*15^(1/2)*e[58,99,169]+1/4*e[58,101,169],(183,
8)=(table([(63)=[[63,108,183]],(64)=[[64,108,183],[64,109,183]],(65)=[[
65,109,183]]])),(15,4)=(table([(3)=[[3,7,15]],(5)=[[5,7,15],[5,10,15
]]])),([2,2,2],6)=e[2,2,2],(5,6)=(table([(2)=[[2,3,5]],(3)=[[3,3,5]]])
),([14,22,41],6)=e[14,26,41],([17,26,50],6)=e[17,32,50],(64,6)=(table([
(19)=[[19,35,64]],(20)=[[20,35,64],[20,36,64]]])),([8,13,35],7)=-e[8
,24,35],([16,25,35],7)=1/4*15^(1/2)*e[16,24,35]+1/4*e[16,25,35],([9,14,36
],7)=e[9,25,36],([18,33,73],8)=-1/2*e[18,33,73]-1/2*3^(1/2)*e[18,40,73],([
25,52,76],8)=-e[25,36,76],([38,73,129],8)=2/5*6^(1/2)*e[38,71,129]+1/5*e
[38,73,129],([48,86,150],8)=-1/6*35^(1/2)*e[48,85,150]+1/6*e[48,86,150],([5
,7,9],5)=e[5,7,9],([3,8,12],5)=-e[3,5,12],([15,23,35],6)=e[15,23,35],
(38,6)=(table([(9)=[[9,19,38]],(13)=[[13,19,38],[13,25,38]],(16)=[[16,
25,38]]])),([3,14,20],7)=e[3,5,20],(23,7)=(table([(5)=[[5,8,23],[5,16
,23]],(10)=[[10,16,23]],(11)=[[11,16,23]]])),([11,15,30],7)=e[11,22,30
],([33,61,102],7)=1/6*35^(1/2)*e[33,58,102]+1/6*e[33,61,102],(105,7)=(
table([(32)=[[32,60,105]],(33)=[[33,60,105],[33,61,105]],(34)=[[34,60,
105],[34,63,105]],(35)=[[35,61,105],[35,63,105]]])),(43,8)=(table([(6
)=[[6,21,43]],(14)=[[14,21,43],[14,29,43]],(15)=[[15,21,43],[15,30,
43]],(16)=[[16,21,43],[16,31,43]],(20)=[[20,29,43],[20,30,43]],(21)=
[[21,29,43],[21,31,43]],(22)=[[22,30,43],[22,31,43]]])),([20,47,69
],8)=e[20,29,69],([30,43,83],8)=e[30,57,83],(90,8)=(table([(23)=[[23,45,
90],[23,50,90]],(28)=[[28,50,90]],(31)=[[31,45,90],[31,61,90]],(34)=
[[34,50,90],[34,61,90]],(41)=[[41,61,90]]])),([44,79,141],8)=-e[44,
79,141],([56,97,150],8)=e[56,86,150],([53,91,159],8)=-1/6*e[53,91,159]+1
/6*35^(1/2)*e[53,94,159],([9,14,33],6)=e[9,21,33],(61,6)=(table([(17)=[[17
,33,61]],(19)=[[19,33,61],[19,35,61]],(20)=[[20,35,61]]])),([10,21,
29],7)=-e[10,14,29],(46,7)=(table([(8)=[[8,19,46],[8,24,46]],(13)=[[13,
19,46],[13,32,46]],(16)=[[16,24,46],[16,32,46]],(21)=[[21,32,46]]])
),([14,20,47],7)=e[14,33,47],([20,30,57],7)=-e[20,39,57],([28,44,77],
7)=e[28,51,77],([28,51,90],7)=-1/2*e[28,51,90]-1/2*3^(1/2)*e[28,52,90],([35
,64,94],7)=-e[35,53,94],([32,57,101],7)=-1/5*e[32,57,101]+2/5*6^(1/2)*e[
32,60,101],(107,7)=(table([(34)=[[34,62,107],[34,63,107]],(35)=[[35,63,
107]]])),(4,8)=(table([(1)=[[1,2,4]],(2)=[[2,2,4],[2,4,4]],(4)=[[4,4,
4]]])),([9,10,11],8)=e[9,10,11],(151,8)=(table([(48)=[[48,86,151]],(49)=
[[49,86,151],[49,87,151]],(50)=[[50,87,151]],(56)=[[56,86,151],[56,
98,151]],(57)=[[57,87,151],[57,98,151]]])),([54,94,161],8)=-e[54,94,
161],([63,108,183],8)=-e[63,108,183],([1,2,7],4)=e[1,4,7],([3,6,13],4
)=e[3,6,13],([2,7,10],5)=e[2,3,10],([9,17,26],5)=e[9,14,26],([7,14,22]
,6)=-e[7,11,22],([18,34,62],6)=e[18,34,62],([28,52,92],7)=-e[28,52,92],
([11,14,36],8)=e[11,26,36],([23,32,46],8)=-e[23,32,46],(60,8)=(table([(
12)=[[12,27,60]],(19)=[[19,27,60],[19,41,60]],(29)=[[29,41,60]]])),([
30,43,62],8)=1/2*3^(1/2)*e[30,42,62]+1/2*e[30,43,62],([23,32,72],8)=-e[
23,50,72],([3,5,8],4)=-e[3,5,8],([5,10,20],5)=e[5,10,20],(16,6)=(table(
[(3)=[[3,5,16],[3,10,16]],(4)=[[4,5,16],[4,11,16]],(7)=[[7,10,16],
[7,11,16]],(8)=[[8,11,16]]])),([7,14,21],6)=e[7,10,21],([11,27,39],7
)=e[11,17,39],([24,37,70],7)=e[24,47,70],([22,41,76],7)=-1/2*e[22,41,76]
-1/2*3^(1/2)*e[22,43,76],([28,53,91],7)=2/5*6^(1/2)*e[28,51,91]+1/5*e[28,53
,91],([34,63,93],7)=e[34,52,93],([10,25,36],8)=-e[10,14,36],([16,38,54
],8)=-e[16,21,54],([27,37,55],8)=-1/5*e[27,37,55]+2/5*6^(1/2)*e[27,39,55],
(76,8)=(table([(14)=[[14,36,76]],(25)=[[25,36,76],[25,52,76]],(26)=[[
26,36,76],[26,53,76]],(35)=[[35,52,76]],(36)=[[36,52,76],[36,53,76
]]])),([41,61,111],8)=e[41,74,111],([1,3,6],3)=e[1,3,6],([19,35,63],6
)=2/3*2^(1/2)*e[19,34,63]+1/3*e[19,35,63],([6,9,12],7)=-e[6,9,12],([8,19,
27],7)=-e[8,12,27],([16,25,37],7)=-e[16,25,37],([18,28,40],7)=-e[18,28,
40],([16,32,46],7)=e[16,24,46],([8,12,18],8)=e[8,12,18],([11,15,22],8
)=-e[11,15,22],([20,30,43],8)=1/2*3^(1/2)*e[20,29,43]+1/2*e[20,30,43],([16,
24,46],8)=e[16,31,46],([27,54,79],8)=e[27,39,79],([40,73,109],8)=e[40,
59,109],([39,74,111],8)=-e[39,58,111],(120,8)=(table([(34)=[[34,64,120],
[34,67,120]],(37)=[[37,67,120]],(43)=[[43,64,120],[43,80,120]],(45)=[
[45,67,120],[45,80,120]],(52)=[[52,80,120]]])),([46,83,124],8)=-e[46
,68,124],([12,18,28],6)=-e[12,18,28],([13,19,46],7)=e[13,32,46],([22,43
,64],7)=e[22,34,64],([20,29,42],8)=e[20,29,42],([22,49,70],8)=e[22,30,
70],([20,47,97],8)=-e[20,47,97],([3,5,6],5)=1/4*15^(1/2)*e[3,4,6]+1/4*e[
3,5,6],([4,11,27],6)=-e[4,11,27],(35,7)=(table([(2)=[[2,13,35]],(8)=[[8,
13,35],[8,24,35]],(9)=[[9,13,35],[9,25,35]],(16)=[[16,24,35],[16,
25,35]],(17)=[[17,25,35]]])),(76,7)=(table([(20)=[[20,41,76]],(22)=[[22,
41,76],[22,43,76]],(26)=[[26,41,76],[26,50,76]],(27)=[[27,43,76],[
27,50,76]],(32)=[[32,50,76]]])),([25,49,86],7)=2/5*6^(1/2)*e[25,48,86]+
1/5*e[25,49,86],([31,45,85],8)=-e[31,58,85],([36,53,98],8)=e[36,66,98],(
[28,55,100],8)=-2/3*2^(1/2)*e[28,50,100]+1/3*e[28,55,100],([1,2,4],4)=-e
[1,2,4],([4,11,16],5)=e[4,6,16],([8,12,18],6)=-e[8,12,18],([7,17,25],
6)=e[7,9,25],([9,13,32],6)=e[9,21,32],([15,24,36],6)=1/2*3^(1/2)*e[15,23
,36]+1/2*e[15,24,36],(4,7)=(table([(1)=[[1,2,4]],(2)=[[2,2,4],[2,4,4]]
,(4)=[[4,4,4]]])),(10,7)=(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]]])),([8,19,28]
,7)=e[8,13,28],([7,18,33],7)=e[7,18,33],([19,30,57],7)=e[19,38,57],([20
,41,74],7)=1/4*15^(1/2)*e[20,39,74]+1/4*e[20,41,74],([21,44,79],7)=1/2*3
^(1/2)*e[21,42,79]+1/2*e[21,44,79],([11,15,37],8)=-e[11,26,37],([33,49,99
],8)=e[33,66,99],([36,66,99],8)=e[36,54,99],([49,73,110],8)=-1/2*e[49,
73,110]+1/2*3^(1/2)*e[49,74,110],([37,67,120],8)=-e[37,67,120],([59,89,
135],8)=e[59,89,135],([41,78,140],8)=-e[41,78,140],([64,106,180],8)=-1/
7*e[64,106,180]+4/7*3^(1/2)*e[64,109,180],([31,56,86],7)=e[31,49,86],([12,
27,39],8)=e[12,17,39],([20,28,41],8)=-1/5*e[20,28,41]+2/5*6^(1/2)*e[20,30
,41],([20,28,61],8)=-e[20,42,61],([52,92,157],8)=-2/3*2^(1/2)*e[52,90,
157]+1/3*e[52,92,157],(17,4)=(table([(4)=[[4,8,17],[4,9,17]],(5)=[[5,9,
17]]])),([27,50,90],7)=-1/4*e[27,50,90]+1/4*15^(1/2)*e[27,52,90],([35,64,
106],7)=1/6*35^(1/2)*e[35,61,106]+1/6*e[35,64,106],(11,8)=(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]]])),([37,67,123],8)=-1/4*e[37,67,123]-1/
4*15^(1/2)*e[37,70,123],([47,82,146],8)=-1/5*e[47,82,146]-2/5*6^(1/2)*e[47,
84,146],([57,100,153],8)=-e[57,87,153],([59,89,156],8)=e[59,103,156],([3
,3,5],6)=-e[3,3,5],(20,6)=(table([(2)=[[2,9,20]],(6)=[[6,9,20],[6,13
,20]],(7)=[[7,9,20],[7,14,20]],(9)=[[9,13,20],[9,14,20]],(10)=[[10,
14,20]]])),([17,33,61],6)=-e[17,33,61],([5,6,21],7)=-e[5,16,21],([7,11
,26],7)=e[7,18,26],([12,17,39],7)=e[12,28,39],(55,7)=(table([(12)=[[12,
28,55]],(18)=[[18,28,55],[18,37,55]],(24)=[[24,37,55]]])),([7,11,33]
,8)=-e[7,22,33],(69,8)=(table([(14)=[[14,29,69],[14,36,69]],(20)=[[20,
29,69],[20,47,69]],(21)=[[21,29,69],[21,48,69]],(25)=[[25,36,69],[
25,47,69]],(26)=[[26,36,69],[26,48,69]],(32)=[[32,47,69]],(33)=[[33,
47,69],[33,48,69]]])),([27,49,89],8)=e[27,49,89],([40,75,137],8)=-1/
2*e[40,75,137]-1/2*3^(1/2)*e[40,77,137],([61,91,139],8)=e[61,91,139],([53,
94,162],8)=-e[53,94,162],([4,9,18],4)=e[4,9,18],([5,12,17],5)=e[5,7,17
],(11,6)=(table([(5)=[[5,7,11]]])),([5,6,17],6)=e[5,12,17],([18,32,57]
,6)=e[18,32,57],([7,11,14],7)=1/6*35^(1/2)*e[7,10,14]+1/6*e[7,11,14],([12,
17,24],8)=1/6*35^(1/2)*e[12,16,24]+1/6*e[12,17,24],([12,34,50],8)=e[12,17
,50],([36,69,125],8)=-e[36,69,125],(175,8)=(table([(58)=[[58,102,175]],(
61)=[[61,102,175],[61,106,175]],(64)=[[64,106,175]]])),([3,5,7],4)=1
/2*3^(1/2)*e[3,4,7]+1/2*e[3,5,7],([2,3,3],5)=1/2*3^(1/2)*e[2,2,3]+1/2*e[2,3
,3],([12,22,41],6)=e[12,22,41],([13,20,29],7)=e[13,20,29],([14,22,30],
7)=1/4*15^(1/2)*e[14,20,30]+1/4*e[14,22,30],([35,63,108],7)=-1/4*e[35,63,
108]+1/4*15^(1/2)*e[35,64,108],(7,8)=(table([(2)=[[2,4,7]],(4)=[[4,4,7],
[4,7,7]],(7)=[[7,7,7]]])),([8,12,19],8)=-e[8,12,19],([42,63,94],8)=-
e[42,63,94],([32,46,96],8)=-e[32,65,96],([55,85,150],8)=-e[55,97,150],([
5,7,10],6)=2/5*6^(1/2)*e[5,6,10]+1/5*e[5,7,10],([10,15,23],6)=-e[10,15,
23],([16,24,34],7)=e[16,24,34],([20,31,61],7)=e[20,41,61],([25,38,73],
7)=-e[25,49,73],([26,49,88],7)=-1/5*e[26,49,88]+2/5*6^(1/2)*e[26,51,88],([
32,57,100],7)=-1/2*e[32,57,100]+1/2*3^(1/2)*e[32,59,100],([29,41,86],8)=
e[29,59,86],([48,71,106],8)=e[48,71,106],(117,8)=(table([(31)=[[31,61,
117]],(34)=[[34,61,117],[34,67,117]],(37)=[[37,67,117]],(41)=[[41,61,
117],[41,78,117]],(45)=[[45,67,117],[45,78,117]],(51)=[[51,78,117]]]
)),([49,73,133],8)=e[49,88,133],([45,80,138],8)=-1/2*3^(1/2)*e[45,78,138
]+1/2*e[45,80,138],([58,88,152],8)=-e[58,99,152],([7,7,7],8)=e[7,7,7],([
17,32,47],8)=e[17,25,47],([24,35,52],8)=-e[24,35,52],([25,37,52],8)=2
/5*6^(1/2)*e[25,35,52]+1/5*e[25,37,52],([23,50,90],8)=2/3*2^(1/2)*e[23,45,
90]+1/3*e[23,50,90],(124,8)=(table([(35)=[[35,68,124]],(46)=[[46,68,124],
[46,83,124]],(54)=[[54,83,124]]])),([56,98,151],8)=e[56,86,151],([51,
90,158],8)=-1/3*e[51,90,158]+2/3*2^(1/2)*e[51,91,158],([65,110,163],8)=e[
65,95,163],([57,100,168],8)=2/3*2^(1/2)*e[57,98,168]+1/3*e[57,100,168],([60
,101,169],8)=e[60,101,169],([3,5,12],4)=e[3,7,12],([14,28,53],6)=-e[
14,28,53],([17,25,35],7)=e[17,25,35],(38,7)=(table([(5)=[[5,16,38]],(10)
=[[10,16,38],[10,26,38]],(11)=[[11,16,38],[11,27,38]],(17)=[[17,26,
38],[17,27,38]],(18)=[[18,27,38]]])),([22,45,82],7)=-e[22,45,82],([35,
63,105],7)=1/2*3^(1/2)*e[35,61,105]+1/2*e[35,63,105],([20,42,82],8)=e[20,
42,82],(103,8)=(table([(26)=[[26,53,103]],(36)=[[36,53,103],[36,69,103
]],(46)=[[46,69,103]],(47)=[[47,69,103]]])),([41,74,130],8)=e[41,74,130
],([49,86,130],8)=e[49,74,130],([49,86,150],8)=e[49,86,150],([6,14,26]
,5)=-2/3*2^(1/2)*e[6,13,26]+1/3*e[6,14,26],([17,26,40],6)=e[17,26,40],(14,
7)=(table([(6)=[[6,10,14]],(7)=[[7,10,14],[7,11,14]]])),([9,14,20],7
)=e[9,14,20],([12,17,24],7)=-e[12,17,24],(70,7)=(table([(18)=[[18,37,70]
],(24)=[[24,37,70],[24,47,70]],(29)=[[29,47,70]]])),([32,57,87],7)=e
[32,50,87],([35,53,91],7)=e[35,61,91],([35,61,102],7)=e[35,61,102],([2,
4,4],8)=4/7*3^(1/2)*e[2,2,4]+1/7*e[2,4,4],([1,16,23],8)=e[1,1,23],([23,
50,73],8)=-e[23,33,73],([24,51,101],8)=-e[24,51,101],([60,103,172],8)=
1/2*3^(1/2)*e[60,101,172]+1/2*e[60,103,172],([8,17,31],5)=1/4*15^(1/2)*e[8,
16,31]+1/4*e[8,17,31],([8,12,17],6)=1/4*15^(1/2)*e[8,11,17]+1/4*e[8,12,17],
([11,15,19],7)=e[11,15,19],([27,50,75],7)=-e[27,42,75],([3,6,9],8)=2/
3*2^(1/2)*e[3,5,9]+1/3*e[3,6,9],([6,8,13],8)=-1/2*e[6,8,13]+1/2*3^(1/2)*e[6
,9,13],([6,10,16],8)=-e[6,10,16],([1,2,24],8)=e[1,16,24],([7,7,29],8)
=e[7,22,29],(34,8)=(table([(8)=[[8,12,34],[8,23,34]],(9)=[[9,12,34],[
9,24,34]],(16)=[[16,23,34],[16,24,34]],(17)=[[17,24,34]]])),([13,35,
52],8)=-e[13,19,52],([15,30,63],8)=e[15,30,63],([41,60,89],8)=-1/3*e[41
,60,89]+2/3*2^(1/2)*e[41,61,89],([40,60,113],8)=-e[40,75,113],(137,8)=(
table([(40)=[[40,75,137],[40,77,137]],(42)=[[42,75,137],[42,79,137]]
,(44)=[[44,77,137],[44,79,137]],(50)=[[50,75,137],[50,90,137]],(51)=
[[51,77,137],[51,90,137]],(52)=[[52,79,137],[52,90,137]],(60)=[[60,
90,137]]])),([57,101,169],8)=1/6*35^(1/2)*e[57,98,169]+1/6*e[57,101,169],(
[58,101,172],8)=e[58,101,172],(1,3)=(table([(1)=[[1,1,1]]])),([1,1,1],
5)=e[1,1,1],([5,10,14],5)=-e[5,7,14],([2,9,15],6)=e[2,4,15],([9,25,35]
,7)=e[9,13,35],([11,22,44],7)=e[11,22,44],([29,47,82],7)=e[29,53,82],([
25,48,85],7)=e[25,48,85],([26,48,71],8)=-e[26,38,71],([36,53,76],8)=1
/2*3^(1/2)*e[36,52,76]+1/2*e[36,53,76],([33,63,92],8)=e[33,47,92],([36,66,
98],8)=e[36,53,98],([56,97,165],8)=e[56,97,165],(32,5)=(table([(8)=[[8,
17,32]],(9)=[[9,17,32],[9,18,32]]])),(1,7)=(table([(1)=[[1,1,1]]])),(
[28,53,82],7)=e[28,45,82],([29,53,91],7)=e[29,53,91],(95,7)=(table([(29
)=[[29,54,95]],(36)=[[36,54,95],[36,65,95]]])),([36,65,109],7)=1/6*
35^(1/2)*e[36,64,109]+1/6*e[36,65,109],([4,6,11],8)=-1/3*e[4,6,11]+2/3*2^(1
/2)*e[4,7,11],(38,8)=(table([(1)=[[1,16,38]],(12)=[[12,16,38],[12,27,
38]],(19)=[[19,27,38]]])),([25,36,54],8)=-1/2*e[25,36,54]+1/2*3^(1/2)*e[
25,37,54],([41,61,90],8)=-e[41,61,90],(96,8)=(table([(19)=[[19,46,96]],(
24)=[[24,46,96],[24,51,96]],(32)=[[32,46,96],[32,65,96]],(35)=[[35,
51,96],[35,65,96]],(44)=[[44,65,96]]])),([52,92,160],8)=-1/2*e[52,92,
160]+1/2*3^(1/2)*e[52,93,160],([7,11,22],6)=-e[7,14,22],([11,21,32],6)=e
[11,16,32],([7,14,33],6)=-1/2*e[7,14,33]-1/2*3^(1/2)*e[7,17,33],([16,31,
49],6)=e[16,25,49],([16,25,52],7)=-e[16,35,52],([26,40,77],7)=e[26,51,
77],([24,47,82],7)=1/4*15^(1/2)*e[24,45,82]+1/4*e[24,47,82],([31,57,101],
7)=-1/2*e[31,57,101]+1/2*3^(1/2)*e[31,58,101],(8,8)=(table([(3)=[[3,5,8]],(
5)=[[5,5,8]]])),([12,27,60],8)=e[12,27,60],([42,62,92],8)=-1/3*e[42,62
,92]+2/3*2^(1/2)*e[42,63,92],(166,8)=(table([(55)=[[55,97,166]],(56)=[[56,
97,166],[56,98,166]],(57)=[[57,98,166]]])),([3,6,10],4)=-e[3,5,10],([
8,17,26],5)=-e[8,13,26],([9,13,29],6)=e[9,19,29],([10,15,31],6)=e[10,
20,31],([21,44,66],7)=e[21,33,66],([32,50,87],7)=e[32,57,87],([15,22,
32],8)=2/3*2^(1/2)*e[15,21,32]+1/3*e[15,22,32],([38,56,81],8)=e[38,56,81],
([4,7,10],5)=e[4,7,10],([6,13,19],5)=e[6,9,19],([1,2,3],6)=e[1,2,3],(
[6,13,19],6)=e[6,8,19],([6,9,10],7)=1/2*3^(1/2)*e[6,7,10]+1/2*e[6,9,10],
([9,15,21],7)=1/2*3^(1/2)*e[9,14,21]+1/2*e[9,15,21],([26,49,86],7)=e[26,
49,86],([11,14,21],8)=-1/7*e[11,14,21]+4/7*3^(1/2)*e[11,15,21],(23,8)=(
table([(1)=[[1,1,23],[1,16,23]],(12)=[[12,16,23]]])),([4,19,41],8)=e
[4,19,41],([19,28,61],8)=-e[19,41,61],([32,59,86],8)=-e[32,46,86],([20,
42,87],8)=-1/3*e[20,42,87]-2/3*2^(1/2)*e[20,47,87],([3,6,14],4)=-1/2*e[3,
6,14]-1/2*3^(1/2)*e[3,7,14],([7,11,16],5)=e[7,11,16],(9,6)=(table([(3)=[[3
,5,9]],(4)=[[4,5,9],[4,6,9]],(5)=[[5,6,9]]])),([4,4,6],7)=-1/3*e[4
,4,6]+2/3*2^(1/2)*e[4,6,6],([10,14,29],7)=-e[10,21,29],([18,37,54],7)=e[
18,27,54],(40,8)=(table([(3)=[[3,18,40]],(13)=[[13,18,40],[13,28,40]],
(14)=[[14,18,40],[14,29,40]],(19)=[[19,28,40]],(20)=[[20,28,40],[20,
29,40]],(21)=[[21,29,40]]])),([22,31,45],8)=-e[22,31,45],([35,51,74],
8)=e[35,51,74],([36,52,75],8)=e[36,52,75],([32,59,112],8)=-1/2*e[32,59,
112]+1/2*3^(1/2)*e[32,62,112],([2,3,7],3)=e[2,5,7],([1,8,13],6)=e[1,2,13
],([8,12,28],6)=e[8,18,28],([5,9,12],7)=1/2*3^(1/2)*e[5,8,12]+1/2*e[5,9,
12],([8,24,51],7)=-e[8,24,51],([8,9,15],8)=-1/5*e[8,9,15]+2/5*2^(1/2)*3^
(1/2)*e[8,12,15],([13,17,39],8)=-e[13,28,39],([33,60,89],8)=e[33,49,89],
([23,50,95],8)=e[23,50,95],(113,8)=(table([(30)=[[30,60,113]],(33)=[[33,
60,113],[33,63,113]],(40)=[[40,60,113],[40,75,113]],(41)=[[41,60,
113],[41,76,113]],(42)=[[42,63,113],[42,75,113]],(43)=[[43,63,113],
[43,76,113]],(50)=[[50,75,113],[50,76,113]]])),([36,64,106],7)=e[36,
64,106],([14,20,42],8)=e[14,29,42],([27,37,77],8)=-e[27,54,77],([28,40,
80],8)=-e[28,55,80],([63,105,158],8)=e[63,93,158],(159,8)=(table([(51)=[[
51,91,159]],(53)=[[53,91,159],[53,94,159]],(54)=[[54,94,159]],(61)=[[
61,91,159],[61,106,159]],(64)=[[64,94,159],[64,106,159]]])),(18,5)=
(table([(3)=[[3,8,18]],(5)=[[5,8,18],[5,12,18]],(7)=[[7,12,18]]])),([
6,14,28],5)=-e[6,14,28],([4,4,7],6)=-1/5*e[4,4,7]+2/5*6^(1/2)*e[4,6,7],(
[5,7,18],6)=e[5,12,18],([10,15,22],6)=2/3*2^(1/2)*e[10,14,22]+1/3*e[10,
15,22],([10,16,24],7)=-e[10,16,24],([35,61,106],7)=-1/6*e[35,61,106]+1/6
*35^(1/2)*e[35,64,106],([35,52,77],8)=-e[35,52,77],([33,47,92],8)=e[33,
63,92],([34,64,120],8)=-1/2*e[34,64,120]-1/2*3^(1/2)*e[34,67,120],([47,82,
122],8)=-e[47,69,122],([64,106,159],8)=-e[64,94,159],([63,93,160],8)=e[
63,107,160],([6,9,14],6)=e[6,9,14],([18,28,55],7)=-e[18,37,55],([30,56,
86],7)=e[30,48,86],(91,7)=(table([(26)=[[26,51,91]],(28)=[[28,51,91],[
28,53,91]],(29)=[[29,53,91]],(33)=[[33,51,91],[33,61,91]],(35)=[[35,
53,91],[35,61,91]]])),([28,52,93],7)=-1/3*e[28,52,93]+2/3*2^(1/2)*e[28,
53,93],([13,17,50],8)=-e[13,35,50],(180,8)=(table([(61)=[[61,106,180]],(
64)=[[64,106,180],[64,109,180]],(65)=[[65,109,180]]])),([6,8,24],6)=
-e[6,16,24],([13,20,30],6)=1/2*3^(1/2)*e[13,19,30]+1/2*e[13,20,30],([8,13,
18],7)=e[8,13,18],([3,18,27],8)=e[3,5,27],([14,36,53],8)=-e[14,20,53],(
[19,41,61],8)=-e[19,28,61],([43,63,93],8)=-e[43,63,93],(101,8)=(table([
(24)=[[24,51,101]],(35)=[[35,51,101],[35,68,101]],(46)=[[46,68,101]]]
)),(130,8)=(table([(39)=[[39,72,130],[39,74,130]],(41)=[[41,74,130]],(
48)=[[48,72,130],[48,86,130]],(49)=[[49,74,130],[49,86,130]],(56)=[[
56,86,130]]])),([3,6,9],7)=e[3,6,9],([27,42,79],7)=e[27,52,79],([36,
65,110],7)=-e[36,65,110],([3,5,8],8)=e[3,5,8],([8,9,10],8)=e[8,9,10],(
[20,29,43],8)=-1/2*e[20,29,43]+1/2*3^(1/2)*e[20,30,43],([24,51,74],8)=-e
[24,34,74],([50,75,112],8)=e[50,75,112],([56,86,152],8)=e[56,99,152],([
50,90,157],8)=e[50,90,157],([4,6,17],6)=-e[4,11,17],(19,6)=(table([(1)=
[[1,8,19]],(6)=[[6,8,19],[6,13,19]],(9)=[[9,13,19]]])),([17,31,57],
6)=-1/3*e[17,31,57]+2/3*2^(1/2)*e[17,32,57],([3,6,10],7)=-e[3,6,10],([9,14
,21],7)=-1/2*e[9,14,21]+1/2*3^(1/2)*e[9,15,21],(22,7)=(table([(4)=[[4,7,
22],[4,15,22]],(6)=[[6,7,22],[6,17,22]],(9)=[[9,15,22]],(11)=[[11,
15,22],[11,17,22]],(12)=[[12,17,22]]])),([26,40,59],7)=e[26,40,59],(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]]])),([17,24,35],8)=-1/4*e[17,24,35]+1/4*15^(1
/2)*e[17,25,35],([25,36,51],8)=2/3*2^(1/2)*e[25,35,51]+1/3*e[25,36,51],([27
,37,52],8)=e[27,37,52],([49,87,131],8)=e[49,73,131],([54,95,147],8)=-
e[54,83,147],([2,5,7],4)=e[2,2,7],(23,5)=(table([(4)=[[4,11,23]],(7)=[[7
,11,23],[7,15,23]],(10)=[[10,15,23]]])),([10,20,41],6)=-1/3*e[10,20,
41]+2/3*2^(1/2)*e[10,22,41],([19,34,63],6)=-1/3*e[19,34,63]+2/3*2^(1/2)*e[
19,35,63],([5,16,24],7)=e[5,9,24],([11,17,32],7)=e[11,22,32],(61,8)=(
table([(13)=[[13,28,61]],(19)=[[19,28,61],[19,41,61]],(20)=[[20,28,61
],[20,42,61]],(29)=[[29,41,61],[29,42,61]],(30)=[[30,42,61]]])),([21
,43,88],8)=-1/3*e[21,43,88]+2/3*2^(1/2)*e[21,48,88],([34,61,90],8)=e[34,
50,90],([34,49,94],8)=e[34,64,94],([7,14,26],5)=e[7,14,26],([9,19,34],
5)=1/2*3^(1/2)*e[9,18,34]+1/2*e[9,19,34],(42,7)=(table([(9)=[[9,20,42]],(13
)=[[13,20,42],[13,29,42]],(14)=[[14,20,42],[14,30,42]],(19)=[[19,29
,42],[19,30,42]],(20)=[[20,30,42]]])),([20,41,61],7)=e[20,31,61],([32
,59,103],7)=-1/3*e[32,59,103]+2/3*2^(1/2)*e[32,60,103],([1,2,3],8)=e[1,2
,3],([9,10,14],8)=-e[9,10,14],(115,8)=(table([(29)=[[29,59,115]],(32)=[[
32,59,115],[32,65,115]],(35)=[[35,65,115]],(40)=[[40,59,115],[40,77
,115]],(44)=[[44,65,115],[44,77,115]],(51)=[[51,77,115]]])),([59,89,
136],8)=-e[59,89,136],([9,17,31],5)=e[9,17,31],([5,12,23],6)=e[5,12,23]
,([8,18,37],6)=-e[8,18,37],([10,26,53],7)=-e[10,26,53],([18,34,67],7)
=-1/3*e[18,34,67]-2/3*2^(1/2)*e[18,37,67],([15,19,52],8)=-e[15,37,52],([28,
55,80],8)=-e[28,40,80],([58,99,169],8)=-1/4*e[58,99,169]+1/4*15^(1/2)*e[
58,101,169],(8,5)=(table([(1)=[[1,1,8],[1,6,8]],(4)=[[4,6,8]]])),([16,
24,35],7)=-1/4*e[16,24,35]+1/4*15^(1/2)*e[16,25,35],([14,30,43],7)=e[14,
21,43],([13,32,47],7)=e[13,20,47],(57,7)=(table([(14)=[[14,30,57]],(19)=
[[19,30,57],[19,38,57]],(20)=[[20,30,57],[20,39,57]],(25)=[[25,38,
57],[25,39,57]]])),([32,60,103],7)=2/3*2^(1/2)*e[32,59,103]+1/3*e[32,60,
103],([34,63,105],7)=2/5*6^(1/2)*e[34,60,105]+1/5*e[34,63,105],([12,16,24
],8)=-1/6*e[12,16,24]+1/6*35^(1/2)*e[12,17,24],([20,28,40],8)=-1/3*e[20,28
,40]+2/3*2^(1/2)*e[20,29,40],([25,36,76],8)=-e[25,52,76],([36,52,77],8)=
-1/4*e[36,52,77]+1/4*15^(1/2)*e[36,54,77],([38,57,84],8)=-e[38,57,84],([33,
48,88],8)=e[33,60,88],([26,48,98],8)=-1/3*e[26,48,98]+2/3*2^(1/2)*e[26,53
,98],([42,79,119],8)=-e[42,63,119],([38,71,129],8)=-1/5*e[38,71,129]+2/5
*6^(1/2)*e[38,73,129],([50,90,138],8)=e[50,76,138],([48,85,150],8)=-1/6*
e[48,85,150]-1/6*35^(1/2)*e[48,86,150],([5,12,18],5)=-e[5,8,18],([3,5,20]
,7)=e[3,14,20],([31,49,87],7)=e[31,57,87],([34,62,107],7)=-1/2*e[34,62,
107]+1/2*3^(1/2)*e[34,63,107],(25,8)=(table([(2)=[[2,3,25],[2,17,25]],(3
)=[[3,3,25],[3,18,25]],(12)=[[12,17,25]],(13)=[[13,17,25],[13,18,
25]],(14)=[[14,18,25]]])),([2,4,26],8)=e[2,17,26],(29,8)=(table([(4)=[[4
,7,29],[4,19,29]],(7)=[[7,7,29],[7,22,29]],(13)=[[13,19,29]],(15)=
[[15,19,29],[15,22,29]],(17)=[[17,22,29]]])),([13,28,41],8)=e[13,19,
41],([19,27,67],8)=-e[19,46,67],([41,60,88],8)=-e[41,60,88],([45,67,99
],8)=2/3*2^(1/2)*e[45,66,99]+1/3*e[45,67,99],([43,76,113],8)=-e[43,63,113]
,([53,91,140],8)=e[53,82,140],(11,5)=(table([(2)=[[2,4,11],[2,7,11]],
(3)=[[3,4,11],[3,8,11]],(4)=[[4,7,11]],(5)=[[5,7,11],[5,8,11]]])),
([3,5,9],6)=-e[3,5,9],([4,11,15],6)=-e[4,4,15],([17,32,50],6)=e[17,26
,50],([23,46,69],7)=-e[23,36,69],([26,50,75],7)=-e[26,40,75],([32,50,
76],7)=-e[32,50,76],([8,23,34],8)=e[8,12,34],([20,28,39],8)=e[20,28,39]
,([12,34,67],8)=-1/2*3^(1/2)*e[12,27,67]+1/2*e[12,34,67],([56,86,151],8)
=e[56,98,151],([65,95,162],8)=e[65,109,162],([1,1,4],3)=-e[1,3,4],([2,5
,8],4)=-e[2,3,8],([9,14,26],5)=e[9,17,26],([18,27,39],7)=-1/4*e[18,27,
39]+1/4*15^(1/2)*e[18,28,39],([17,33,47],7)=e[17,25,47],([15,34,61],7)=-\
2/3*2^(1/2)*e[15,31,61]+1/3*e[15,34,61],([30,42,62],8)=-1/2*e[30,42,62]+1/2
*3^(1/2)*e[30,43,62],([39,57,83],8)=-e[39,57,83],(126,8)=(table([(37)=[[37
,70,126]],(47)=[[47,70,126],[47,84,126]],(54)=[[54,84,126]]])),([59,
103,177],8)=-e[59,103,177],([2],1)=-e[2],([2,5,9],3)=1/2*3^(1/2)*e[2,4,9
]+1/2*e[2,5,9],([7,10,21],6)=e[7,14,21],(45,7)=(table([(12)=[[12,23,45]]
,(15)=[[15,23,45],[15,31,45]],(20)=[[20,31,45]]])),([34,52,93],7)=e[
34,63,93],([10,14,36],8)=-e[10,25,36],([14,29,69],8)=-1/2*e[14,29,69]+1/
2*3^(1/2)*e[14,36,69],([12,34,74],8)=-e[12,34,74],([60,101,173],8)=-1/4*
e[60,101,173]+1/4*15^(1/2)*e[60,104,173],([4,9,14],4)=e[4,6,14],([8,12,27
],7)=-e[8,19,27],([20,30,43],7)=-e[20,30,43],([13,32,62],7)=e[13,32,62]
,([34,61,89],8)=-e[34,49,89],([39,58,111],8)=-e[39,74,111],([46,68,124
],8)=-e[46,83,124],([54,95,148],8)=e[54,84,148],([55,96,149],8)=e[55,85
,149],([60,90,158],8)=-e[60,105,158],([2,2,9],5)=e[2,7,9],(32,6)=(table
([(6)=[[6,13,32],[6,16,32]],(9)=[[9,13,32],[9,21,32]],(11)=[[11,16,
32],[11,21,32]],(14)=[[14,21,32]]])),([17,27,39],7)=-e[17,27,39],([18,
34,64],7)=-e[18,34,64],([17,36,66],7)=-2/3*2^(1/2)*e[17,33,66]+1/3*e[17,
36,66],([19,40,75],7)=e[19,40,75],([8,12,15],8)=2/5*2^(1/2)*3^(1/2)*e[8,
9,15]+1/5*e[8,12,15],([35,51,75],8)=-1/4*e[35,51,75]+1/4*15^(1/2)*e[35,52,
75],([19,46,91],8)=e[19,46,91],([6,10,11],8)=1/6*35^(1/2)*e[6,6,11]+1/6*
e[6,10,11],(84,8)=(table([(22)=[[22,44,84]],(30)=[[30,44,84],[30,57,84
]],(31)=[[31,44,84],[31,58,84]],(38)=[[38,57,84]],(39)=[[39,57,84],[
39,58,84]]])),([43,63,92],8)=e[43,63,92],([28,50,100],8)=-1/3*e[28,50,
100]-2/3*2^(1/2)*e[28,55,100],([44,79,118],8)=e[44,65,118],([45,80,120],
8)=e[45,67,120],([4,6,16],5)=e[4,11,16],([8,16,25],5)=e[8,13,25],([15,
23,36],6)=-1/2*e[15,23,36]+1/2*3^(1/2)*e[15,24,36],([20,29,54],6)=-e[20,
36,54],([4,15,21],7)=e[4,6,21],([8,13,28],7)=e[8,19,28],([17,36,54],7
)=-e[17,27,54],([22,41,74],7)=e[22,41,74],(81,7)=(table([(21)=[[21,44,81
]],(23)=[[23,44,81],[23,46,81]],(28)=[[28,44,81],[28,53,81]],(29)=[[
29,46,81],[29,53,81]],(35)=[[35,53,81]]])),([29,53,81],7)=-e[29,46,
81],([33,60,105],7)=-1/3*e[33,60,105]+2/3*2^(1/2)*e[33,61,105],([2,4,7],
8)=-e[2,4,7],([6,6,11],8)=-1/6*e[6,6,11]+1/6*35^(1/2)*e[6,10,11],([25,36,
53],8)=e[25,36,53],(95,8)=(table([(23)=[[23,50,95]],(28)=[[28,50,95]],(
34)=[[34,50,95],[34,64,95]],(43)=[[43,64,95]]])),(7,4)=(table([(1)=[[1
,2,7],[1,4,7]],(2)=[[2,2,7],[2,5,7]],(3)=[[3,4,7],[3,5,7]]])),(
10,4)=(table([(2)=[[2,5,10]],(3)=[[3,5,10],[3,6,10]],(4)=[[4,6,10]]]
)),([8,12,23],6)=-e[8,15,23],([20,41,60],7)=-e[20,30,60],(62,7)=(table(
[(13)=[[13,32,62]],(16)=[[16,32,62]],(21)=[[21,32,62],[21,42,62]],(27
)=[[27,42,62]]])),([31,49,86],7)=e[31,56,86],([35,64,108],7)=1/4*15^(1
/2)*e[35,63,108]+1/4*e[35,64,108],(15,8)=(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
]]])),([12,17,39],8)=e[12,27,39],([19,28,40],8)=e[19,28,40],([32,46,67
],8)=e[32,46,67],([17,39,72],8)=-1/2*3^(1/2)*e[17,32,72]+1/2*e[17,39,72],(
[25,52,102],8)=-e[25,52,102],([33,60,116],8)=-1/4*e[33,60,116]-1/4*15^(1
/2)*e[33,66,116],([52,90,157],8)=-1/3*e[52,90,157]-2/3*2^(1/2)*e[52,92,157]
,(9,5)=(table([(1)=[[1,2,9],[1,6,9]],(2)=[[2,2,9],[2,7,9]],(4)=[[4,
6,9],[4,7,9]],(5)=[[5,7,9]]])),([5,7,10],5)=-e[5,7,10],([1,12,17],
7)=e[1,2,17],([16,35,68],7)=-e[16,35,68],([1,2,2],8)=4/7*3^(1/2)*e[1,1,2
]+1/7*e[1,2,2],([5,5,27],8)=-e[5,20,27],([20,47,92],8)=e[20,47,92],([38,
56,109],8)=-e[38,73,109],([60,90,154],8)=e[60,101,154],([4,8,17],4)=-1
/3*e[4,8,17]+2/3*2^(1/2)*e[4,9,17],([2,4,4],5)=1/4*15^(1/2)*e[2,2,4]+1/4*e[
2,4,4],([18,27,38],7)=-e[18,27,38],([25,48,86],7)=-1/5*e[25,48,86]+2/5*6
^(1/2)*e[25,49,86],(97,7)=(table([(30)=[[30,55,97],[30,56,97]],(31)=[[31
,56,97]]])),([5,20,53],8)=-e[5,20,53],([27,38,54],8)=1/2*3^(1/2)*e[27,
37,54]+1/2*e[27,38,54],(16,5)=(table([(1)=[[1,6,16]],(4)=[[4,6,16],[4,
11,16]],(7)=[[7,11,16]]])),([18,32,59],6)=-e[18,32,59],([19,33,60],6)
=-1/2*e[19,33,60]+1/2*3^(1/2)*e[19,34,60],([31,58,102],7)=-e[31,58,102],([6
,10,14],8)=1/4*15^(1/2)*e[6,8,14]+1/4*e[6,10,14],([26,38,56],8)=e[26,38,
56],([15,37,77],8)=-e[15,37,77],([41,60,87],8)=e[41,60,87],([38,73,110
],8)=-e[38,57,110],([50,75,131],8)=-e[50,87,131],([1,1,1],4)=e[1,1,1],(
[3,4,7],4)=-1/2*e[3,4,7]+1/2*3^(1/2)*e[3,5,7],([2,2,3],5)=-1/2*e[2,2,3]+
1/2*3^(1/2)*e[2,3,3],([6,10,22],5)=e[6,14,22],([6,9,20],6)=e[6,13,20],(
27,6)=(table([(4)=[[4,11,27]],(7)=[[7,11,27],[7,17,27]],(8)=[[8,11,
27],[8,18,27]],(11)=[[11,17,27]],(12)=[[12,17,27],[12,18,27]]])),([
10,20,30],6)=-e[10,14,30],([6,9,24],7)=-e[6,17,24],([18,27,49],7)=-e[
18,34,49],([22,34,67],7)=-e[22,45,67],([35,53,94],7)=-e[35,64,94],(30,8
)=(table([(5)=[[5,8,30],[5,20,30]],(6)=[[6,8,30],[6,21,30]],(14)=[[
14,20,30],[14,21,30]],(15)=[[15,21,30]],(16)=[[16,21,30]]])),([16,24
,32],8)=2/5*6^(1/2)*e[16,21,32]+1/5*e[16,24,32],([21,29,40],8)=e[21,29,40
],([32,47,92],8)=-e[32,62,92],([60,103,177],8)=-1/4*e[60,103,177]+1/4*15
^(1/2)*e[60,105,177],(11,4)=(table([(1)=[[1,4,11]],(3)=[[3,4,11],[3,7,
11]],(5)=[[5,7,11]]])),(10,5)=(table([(2)=[[2,3,10],[2,7,10]],(4)=[[4,
7,10]],(5)=[[5,7,10]]])),([5,10,15],5)=e[5,8,15],([10,19,34],5)=-e[10
,19,34],([5,6,10],6)=-1/5*e[5,6,10]+2/5*6^(1/2)*e[5,7,10],(26,6)=(table([(
3)=[[3,10,26]],(7)=[[7,10,26],[7,17,26]],(11)=[[11,17,26]],(12)=[[12,
17,26]]])),([3,5,5],7)=1/2*3^(1/2)*e[3,3,5]+1/2*e[3,5,5],([18,37,67],7)
=-2/3*2^(1/2)*e[18,34,67]+1/3*e[18,37,67],([23,46,83],7)=-e[23,46,83],(84,
7)=(table([(24)=[[24,47,84]],(29)=[[29,47,84],[29,54,84]],(36)=[[36,54
,84]]])),([3,6,11],8)=-e[3,6,11],([56,98,166],8)=2/5*6^(1/2)*e[56,97,
166]+1/5*e[56,98,166],([2,3,5],6)=e[2,3,5],([11,22,31],7)=e[11,16,31],([
24,37,54],7)=2/3*2^(1/2)*e[24,36,54]+1/3*e[24,37,54],(36,8)=(table([(10)=[
[10,14,36],[10,25,36]],(11)=[[11,14,36],[11,26,36]],(17)=[[17,25,
36]],(18)=[[18,25,36],[18,26,36]]])),([19,27,38],8)=e[19,27,38],([25,
35,52],8)=-1/5*e[25,35,52]+2/5*6^(1/2)*e[25,37,52],([33,48,71],8)=-1/2*e[
33,48,71]+1/2*3^(1/2)*e[33,49,71],([40,77,116],8)=e[40,60,116],([45,66,
122],8)=-e[45,82,122],([65,95,163],8)=e[65,110,163],([63,105,174],8)=e[
63,105,174],([3,4,6],5)=-1/4*e[3,4,6]+1/4*15^(1/2)*e[3,5,6],([3,6,8],7)=
2/3*2^(1/2)*e[3,5,8]+1/3*e[3,6,8],([11,17,25],7)=-e[11,17,25],(30,7)=(
table([(4)=[[4,15,30]],(9)=[[9,15,30],[9,20,30]],(11)=[[11,15,30],[
11,22,30]],(13)=[[13,20,30]],(14)=[[14,20,30],[14,22,30]],(15)=[[15,
22,30]]])),([27,43,64],7)=-e[27,43,64],(67,7)=(table([(15)=[[15,34,67]]
,(18)=[[18,34,67],[18,37,67]],(22)=[[22,34,67],[22,45,67]],(24)=[[24
,37,67],[24,45,67]],(28)=[[28,45,67]]])),([35,61,105],7)=-1/2*e[35,
61,105]+1/2*3^(1/2)*e[35,63,105],([5,5,9],8)=-1/5*e[5,5,9]+2/5*2^(1/2)*3^(1
/2)*e[5,8,9],([38,57,82],8)=2/3*2^(1/2)*e[38,56,82]+1/3*e[38,57,82],([27,
49,94],8)=-e[27,49,94],([47,69,122],8)=-e[47,82,122],([50,76,132],8)=e
[50,87,132],([58,88,155],8)=-e[58,102,155],(164,8)=(table([(55)=[[55,96,
164]]])),([6,13,26],5)=-1/3*e[6,13,26]-2/3*2^(1/2)*e[6,14,26],([9,21,40],
6)=2/3*2^(1/2)*e[9,19,40]+1/3*e[9,21,40],([23,33,66],8)=-e[23,45,66],(68,8
)=(table([(13)=[[13,28,68],[13,35,68]],(19)=[[19,28,68],[19,46,68]],
(20)=[[20,28,68],[20,47,68]],(24)=[[24,35,68],[24,46,68]],(25)=[[25,
35,68],[25,47,68]],(32)=[[32,46,68],[32,47,68]],(33)=[[33,47,68]]])
),([23,33,73],8)=-e[23,50,73],(128,8)=(table([(39)=[[39,72,128]],(48)=[[
48,72,128],[48,85,128]],(55)=[[55,85,128]]])),([3,7,11],4)=e[3,4,11]
,([5,10,20],4)=-e[5,10,20],([8,16,31],5)=-1/4*e[8,16,31]+1/4*15^(1/2)*e[
8,17,31],([8,11,17],6)=-1/4*e[8,11,17]+1/4*15^(1/2)*e[8,12,17],([6,16,35]
,6)=-e[6,16,35],(43,6)=(table([(10)=[[10,22,43]],(12)=[[12,22,43]],(14)=
[[14,22,43],[14,27,43]],(18)=[[18,27,43]]])),(55,6)=(table([(16)=[[16,
30,55]]])),([2,3,6],7)=-1/2*e[2,3,6]+1/2*3^(1/2)*e[2,4,6],([14,33,49],7
)=e[14,22,49],(54,7)=(table([(11)=[[11,27,54]],(17)=[[17,27,54],[17,36,
54]],(18)=[[18,27,54],[18,37,54]],(23)=[[23,36,54]],(24)=[[24,36,54],
[24,37,54]]])),([27,42,75],7)=-e[27,50,75],([14,20,27],8)=1/2*3^(1/2)*
e[14,18,27]+1/2*e[14,20,27],([27,39,57],8)=2/3*2^(1/2)*e[27,38,57]+1/3*e[27
,39,57],([45,78,117],8)=e[45,67,117],([41,74,132],8)=-1/3*e[41,74,132]-2
/3*2^(1/2)*e[41,76,132],([58,88,134],8)=-e[58,88,134],([57,98,168],8)=-1
/3*e[57,98,168]+2/3*2^(1/2)*e[57,100,168],([58,102,170],8)=4/7*3^(1/2)*e[58
,99,170]+1/7*e[58,102,170],(12,4)=(table([(2)=[[2,5,12]],(3)=[[3,5,12],[
3,7,12]],(5)=[[5,7,12]]])),([3,3,6],7)=-1/5*e[3,3,6]+2/5*2^(1/2)*3^(1/2
)*e[3,6,6],([9,13,19],7)=-1/5*e[9,13,19]+2/5*6^(1/2)*e[9,15,19],([9,15,30
],7)=e[9,20,30],([32,50,75],7)=e[32,50,75],([35,53,81],7)=e[35,53,81],(
[30,56,97],7)=1/6*35^(1/2)*e[30,55,97]+1/6*e[30,56,97],([33,61,105],7)=2
/3*2^(1/2)*e[33,60,105]+1/3*e[33,61,105],([10,14,20],8)=2/5*6^(1/2)*e[10,13
,20]+1/5*e[10,14,20],([4,19,29],8)=-e[4,7,29],([10,25,35],8)=e[10,13,35]
,([16,31,43],8)=-e[16,21,43],([15,37,55],8)=e[15,22,55],([27,39,72],8
)=e[27,49,72],([7,10,11],7)=e[7,10,11],([9,20,29],7)=e[9,14,29],([16,35
,52],7)=-e[16,25,52],([27,50,76],7)=e[27,43,76],([28,45,82],7)=e[28,53
,82],([36,65,95],7)=e[36,54,95],([36,64,109],7)=-1/6*e[36,64,109]+1/6*35
^(1/2)*e[36,65,109],([9,13,35],8)=e[9,24,35],([48,72,107],8)=1/2*3^(1/2)
*e[48,71,107]+1/2*e[48,72,107],([42,75,113],8)=e[42,63,113],([52,93,144],
8)=-e[52,80,144],([63,93,158],8)=e[63,105,158],([9,19,35],5)=-e[9,19,35]
,([10,22,43],6)=e[10,22,43],([16,25,49],6)=e[16,31,49],([4,4,7],7)=-1
/6*e[4,4,7]+1/6*35^(1/2)*e[4,7,7],([21,42,75],7)=1/2*3^(1/2)*e[21,40,75]+1/
2*e[21,42,75],([24,45,82],7)=-1/4*e[24,45,82]+1/4*15^(1/2)*e[24,47,82],([15
,19,41],8)=e[15,30,41],(62,8)=(table([(14)=[[14,29,62]],(20)=[[20,29,
62],[20,42,62]],(21)=[[21,29,62],[21,43,62]],(29)=[[29,42,62]],(30)=
[[30,42,62],[30,43,62]]])),([22,31,64],8)=-e[22,44,64],([52,93,161],
8)=-e[52,93,161],(44,6)=(table([(9)=[[9,21,44]],(11)=[[11,21,44],[11,23
,44]],(14)=[[14,21,44],[14,28,44]],(15)=[[15,23,44],[15,28,44]],(19
)=[[19,28,44]]])),([7,18,40],7)=-e[7,18,40],([11,22,49],7)=-1/2*e[11,
22,49]-1/2*3^(1/2)*e[11,27,49],([21,33,66],7)=e[21,44,66],([28,45,66],7)
=1/2*3^(1/2)*e[28,44,66]+1/2*e[28,45,66],([19,38,71],7)=e[19,38,71],(19,8)
=(table([(8)=[[8,12,19]],(9)=[[9,12,19],[9,13,19]],(10)=[[10,13,19]]]
)),(22,8)=(table([(11)=[[11,15,22]]])),(121,8)=(table([(32)=[[32,65,121]
],(35)=[[35,65,121],[35,68,121]],(44)=[[44,65,121],[44,81,121]],(46)
=[[46,68,121],[46,81,121]],(53)=[[53,81,121]]])),([53,81,143],8)=-e[
53,93,143],([55,97,165],8)=4/7*3^(1/2)*e[55,96,165]+1/7*e[55,97,165],(181,
8)=(table([(62)=[[62,107,181]],(63)=[[63,107,181]]])),([3,6,9],4)=e[3,4
,9],([7,9,13],6)=e[7,9,13],([17,33,51],6)=e[17,26,51],([18,26,36],8)=
1/6*35^(1/2)*e[18,25,36]+1/6*e[18,26,36],([32,46,86],8)=-e[32,59,86],([43,
64,95],8)=-e[43,64,95],([52,80,120],8)=-e[52,80,120],([64,108,161],8)=
e[64,94,161],([64,108,183],8)=-1/5*e[64,108,183]+2/5*6^(1/2)*e[64,109,183],
([13,25,38],6)=-e[13,19,38],([16,32,47],7)=e[16,25,47],([18,27,54],7)
=e[18,37,54],([13,29,59],7)=-1/3*e[13,29,59]-2/3*2^(1/2)*e[13,32,59],(79,7
)=(table([(21)=[[21,42,79],[21,44,79]],(23)=[[23,44,79]],(27)=[[27,42,
79],[27,52,79]],(28)=[[28,44,79],[28,52,79]],(34)=[[34,52,79]]])),(
64,8)=(table([(16)=[[16,31,64]],(21)=[[21,31,64],[21,43,64]],(22)=[[22
,31,64],[22,44,64]],(30)=[[30,43,64],[30,44,64]],(31)=[[31,44,64]]
])),([24,46,67],8)=e[24,34,67],([34,50,95],8)=-e[34,64,95],([52,93,143
],8)=-e[52,79,143],(6,6)=(table([(2)=[[2,3,6],[2,4,6]],(3)=[[3,3,6],
[3,5,6]],(4)=[[4,4,6],[4,5,6]]])),([7,9,25],6)=e[7,17,25],(62,6)=(
table([(18)=[[18,34,62]],(19)=[[19,34,62]]])),([5,8,12],7)=-1/2*e[5,8,
12]+1/2*3^(1/2)*e[5,9,12],([10,26,38],7)=e[10,16,38],([21,33,60],7)=-e[
21,40,60],([22,45,80],7)=-1/2*3^(1/2)*e[22,43,80]+1/2*e[22,45,80],([32,59,
89],7)=e[32,50,89],([36,64,108],7)=-e[36,64,108],([1,16,24],8)=e[1,2,24
],([21,31,64],8)=e[21,43,64],(78,8)=(table([(16)=[[16,38,78]],(26)=[[26,
38,78],[26,53,78]],(27)=[[27,38,78],[27,54,78]],(36)=[[36,53,78],[
36,54,78]],(37)=[[37,54,78]]])),([50,75,135],8)=e[50,89,135],(1,4)=(
table([(1)=[[1,1,1]]])),([1,4,7],4)=e[1,2,7],([9,14,28],5)=e[9,19,28],
(57,6)=(table([(16)=[[16,31,57]],(17)=[[17,31,57],[17,32,57]],(18)=[[
18,32,57]]])),(51,7)=(table([(8)=[[8,24,51]],(16)=[[16,24,51],[16,35,
51]],(23)=[[23,35,51]]])),([33,60,103],7)=e[33,60,103],([17,39,58],8)=
-e[17,25,58],([22,49,99],8)=-e[22,49,99],([34,67,99],8)=e[34,49,99],([43
,80,119],8)=-e[43,63,119],([43,80,120],8)=-e[43,64,120],([49,86,151],
8)=-1/4*e[49,86,151]+1/4*15^(1/2)*e[49,87,151],(3,5)=(table([(1)=[[1,2,3]],
(2)=[[2,2,3],[2,3,3]]])),([3,4,4],5)=e[3,4,4],([5,9,10],7)=2/5*6^(1
/2)*e[5,6,10]+1/5*e[5,9,10],([26,51,91],7)=-e[26,51,91],(96,7)=(table([(30
)=[[30,55,96]]])),([7,11,12],8)=4/7*3^(1/2)*e[7,7,12]+1/7*e[7,11,12],([44
,65,97],8)=-1/3*e[44,65,97]+2/3*2^(1/2)*e[44,66,97],([36,52,102],8)=e[36
,69,102],([47,69,103],8)=-e[47,69,103],([44,66,122],8)=e[44,81,122],([56
,86,129],8)=e[56,86,129],([43,76,132],8)=e[43,76,132],([43,80,144],8)
=-e[43,80,144],([2,5,10],3)=-e[2,5,10],([2,3,10],5)=e[2,7,10],([5,7,11
],5)=-1/3*e[5,7,11]+2/3*2^(1/2)*e[5,8,11],([5,8,11],5)=2/3*2^(1/2)*e[5,7,
11]+1/3*e[5,8,11],([12,24,45],6)=-2/3*2^(1/2)*e[12,22,45]+1/3*e[12,24,45],(
[8,13,17],7)=2/5*6^(1/2)*e[8,12,17]+1/5*e[8,13,17],([1,12,34],7)=-e[1,12
,34],([12,28,39],7)=e[12,17,39],([21,48,69],8)=e[21,29,69],([41,61,89]
,8)=2/3*2^(1/2)*e[41,60,89]+1/3*e[41,61,89],([27,54,99],8)=2/3*2^(1/2)*e[
27,49,99]+1/3*e[27,54,99],([51,90,154],8)=2/3*2^(1/2)*e[51,88,154]+1/3*e[51
,90,154],(161,8)=(table([(52)=[[52,93,161]],(53)=[[53,93,161],[53,94,
161]],(54)=[[54,94,161]],(63)=[[63,93,161],[63,108,161]],(64)=[[64,94,
161],[64,108,161]]])),(4,3)=(table([(1)=[[1,1,4],[1,3,4]],(2)=[[2,3,
4]]])),([5,7,17],5)=e[5,12,17],([7,14,22],5)=e[7,12,22],([7,14,20],6)
=-e[7,9,20],([13,19,30],6)=-1/2*e[13,19,30]+1/2*3^(1/2)*e[13,20,30],([7,17
,36],6)=-e[7,17,36],([12,24,47],6)=-e[12,24,47],([13,26,51],6)=-e[13,
26,51],([20,35,53],6)=-e[20,29,53],([19,40,59],7)=e[19,29,59],([26,49,
73],7)=e[26,40,73],([14,18,25],8)=e[14,18,25],([3,5,27],8)=e[3,18,27],(
[13,19,29],8)=-e[13,19,29],([3,18,40],8)=e[3,18,40],([14,20,53],8)=-e
[14,36,53],([22,30,70],8)=e[22,49,70],([22,49,72],8)=e[22,32,72],([24,
35,75],8)=e[24,51,75],([27,54,104],8)=-e[27,54,104],(0,1)=1,(21,6)=(
table([(3)=[[3,10,21]],(7)=[[7,10,21],[7,14,21]],(9)=[[9,14,21]],(10)
=[[10,14,21]]])),([3,10,26],6)=-e[3,10,26],([5,6,6],7)=e[5,6,6],(63,8
)=(table([(15)=[[15,30,63]],(20)=[[20,30,63],[20,42,63]],(22)=[[22,30,
63],[22,44,63]],(29)=[[29,42,63]],(30)=[[30,42,63],[30,44,63]],(31)=
[[31,44,63]]])),([27,49,99],8)=-1/3*e[27,49,99]+2/3*2^(1/2)*e[27,54,99],(
[50,76,114],8)=-e[50,76,114],([52,79,118],8)=e[52,79,118],([57,98,166]
,8)=e[57,98,166],([56,99,170],8)=-e[56,99,170],([65,109,183],8)=-e[65,
109,183],([65,109,184],8)=-1/7*e[65,109,184]+4/7*3^(1/2)*e[65,110,184],(65,
6)=(table([(20)=[[20,36,65]]])),([11,22,30],7)=e[11,15,30],([15,22,30],
7)=e[15,22,30],([14,21,31],7)=-1/2*e[14,21,31]+1/2*3^(1/2)*e[14,22,31],([14
,21,31],8)=e[14,21,31],([8,23,45],8)=e[8,23,45],([44,81,121],8)=-e[44
,65,121],([49,73,131],8)=e[49,87,131],([46,81,139],8)=e[46,81,139],([2,
2,7],4)=e[2,5,7],([1,6,13],5)=e[1,6,13],([5,7,14],5)=-e[5,10,14],([9,
21,44],6)=-e[9,21,44],([15,28,45],6)=e[15,24,45],([19,35,61],6)=2/5*6^
(1/2)*e[19,33,61]+1/5*e[19,35,61],([9,14,29],7)=e[9,20,29],(44,7)=(table([
(11)=[[11,22,44]],(14)=[[14,22,44],[14,30,44]],(15)=[[15,22,44],[15,
31,44]],(19)=[[19,30,44]],(20)=[[20,30,44],[20,31,44]]])),([29,47,69
],7)=1/2*3^(1/2)*e[29,46,69]+1/2*e[29,47,69],([19,40,73],7)=-1/4*15^(1/2)*
e[19,38,73]+1/4*e[19,40,73],([1,16,49],8)=-e[1,16,49],([19,46,86],8)=-2/
3*2^(1/2)*e[19,41,86]+1/3*e[19,46,86],([33,47,87],8)=e[33,60,87],([40,77,
133],8)=2/5*6^(1/2)*e[40,73,133]+1/5*e[40,77,133],([45,78,134],8)=e[45,78,
134],([2,2,3],4)=-e[2,2,3],([9,18,34],5)=-1/2*e[9,18,34]+1/2*3^(1/2)*e[9
,19,34],(58,6)=(table([(16)=[[16,31,58]],(17)=[[17,31,58],[17,33,58]],
(19)=[[19,33,58]]])),([10,16,21],7)=1/4*5^(1/2)*3^(1/2)*e[10,14,21]+1/4*e
[10,16,21],([7,22,32],8)=-e[7,10,32],(39,8)=(table([(2)=[[2,17,39]],(12)
=[[12,17,39],[12,27,39]],(13)=[[13,17,39],[13,28,39]],(19)=[[19,27,
39],[19,28,39]],(20)=[[20,28,39]]])),([17,25,58],8)=-e[17,39,58],([18,
40,73],8)=-1/2*3^(1/2)*e[18,33,73]+1/2*e[18,40,73],([35,52,97],8)=-e[35,
65,97],([39,72,107],8)=-e[39,57,107],([41,76,138],8)=-1/2*e[41,76,138]+1
/2*3^(1/2)*e[41,78,138],([50,90,156],8)=-2/3*2^(1/2)*e[50,89,156]+1/3*e[50,
90,156],([61,91,158],8)=-e[61,105,158],([59,103,176],8)=e[59,103,176],([
65,110,184],8)=4/7*3^(1/2)*e[65,109,184]+1/7*e[65,110,184],(22,5)=(table([
(5)=[[5,10,22],[5,12,22]],(6)=[[6,10,22],[6,14,22]],(7)=[[7,12,22]
,[7,14,22]],(9)=[[9,14,22]]])),([9,14,30],6)=e[9,19,30],([2,13,35],
7)=-e[2,13,35],([3,14,36],7)=-e[3,14,36],([26,50,76],7)=e[26,41,76],([14
,18,28],8)=-1/5*e[14,18,28]+2/5*6^(1/2)*e[14,21,28],([28,39,57],8)=-e[28
,39,57],([28,50,73],8)=e[28,40,73],([37,55,100],8)=e[37,67,100],([30,60
,110],8)=1/4*15^(1/2)*e[30,57,110]+1/4*e[30,60,110],([49,87,132],8)=e[49,
74,132],([51,77,137],8)=-e[51,90,137],([61,102,170],8)=e[61,102,170],([6
,10,14],5)=1/2*3^(1/2)*e[6,9,14]+1/2*e[6,10,14],([19,28,52],6)=-e[19,34,
52],([14,21,43],7)=e[14,30,43],([34,60,90],7)=e[34,52,90],([31,56,97],
7)=e[31,56,97],([31,57,98],7)=1/4*15^(1/2)*e[31,56,98]+1/4*e[31,57,98],([34
,60,105],7)=-1/5*e[34,60,105]+2/5*6^(1/2)*e[34,63,105],([10,13,16],8)=1/
2*3^(1/2)*e[10,11,16]+1/2*e[10,13,16],([2,17,24],8)=e[2,2,24],([6,10,32],
8)=-e[6,21,32],([21,43,83],8)=e[21,43,83],([51,77,116],8)=-1/2*e[51,77,
116]+1/2*3^(1/2)*e[51,78,116],([42,63,119],8)=-e[42,79,119],([46,81,122],
8)=e[46,69,122],([50,90,137],8)=e[50,75,137],([42,79,141],8)=e[42,79,141
],([4,6,13],4)=e[4,8,13],(29,6)=(table([(6)=[[6,13,29]],(9)=[[9,13,29]
,[9,19,29]],(13)=[[13,19,29]]])),([1,1,2],7)=-1/6*e[1,1,2]+1/6*35^(1/2
)*e[1,2,2],([2,3,3],7)=1/4*15^(1/2)*e[2,2,3]+1/4*e[2,3,3],([4,6,9],7)=-e
[4,6,9],([30,55,96],7)=e[30,55,96],([33,60,101],7)=2/3*2^(1/2)*e[33,58,
101]+1/3*e[33,60,101],([10,11,12],8)=e[10,11,12],([23,45,65],8)=e[23,32,
65],([47,70,104],8)=2/3*2^(1/2)*e[47,69,104]+1/3*e[47,70,104],([37,70,105
],8)=-e[37,55,105],([43,63,113],8)=-e[43,76,113],([61,106,175],8)=4/7*3
^(1/2)*e[61,102,175]+1/7*e[61,106,175],(8,4)=(table([(2)=[[2,3,8],[2,5,8
]],(3)=[[3,5,8]]])),([6,10,20],5)=-e[6,13,20],([14,21,32],6)=e[14,21,
32],([26,40,75],7)=-e[26,50,75],([16,21,31],8)=-1/3*e[16,21,31]+2/3*2^(1
/2)*e[16,23,31],([29,41,60],8)=e[29,41,60],([20,47,87],8)=-2/3*2^(1/2)*e
[20,42,87]+1/3*e[20,47,87],([25,52,97],8)=2/3*2^(1/2)*e[25,47,97]+1/3*e[25,
52,97],([50,89,136],8)=e[50,76,136],([2,3,8],4)=-e[2,5,8],([7,14,27],
5)=-e[7,14,27],([10,19,33],5)=e[10,19,33],(35,6)=(table([(6)=[[6,16,35]]
,(11)=[[11,16,35],[11,23,35]],(15)=[[15,23,35]]])),(45,6)=(table([(10)
=[[10,22,45]],(12)=[[12,22,45],[12,24,45]],(14)=[[14,22,45],[14,28,
45]],(15)=[[15,24,45],[15,28,45]],(19)=[[19,28,45]]])),([18,32,50],6
)=e[18,27,50],([18,37,70],7)=-e[18,37,70],([28,44,79],7)=-e[28,52,79],([
9,12,18],8)=-e[9,12,18],([19,27,39],8)=-1/5*e[19,27,39]+2/5*6^(1/2)*e[19
,28,39],([14,18,40],8)=e[14,29,40],([14,36,54],8)=-e[14,21,54],([14,29,
62],8)=e[14,29,62],([63,93,143],8)=e[63,93,143],(165,8)=(table([(55)=[[55
,96,165],[55,97,165]],(56)=[[56,97,165]]])),([2,4,9],3)=-1/2*e[2,4,9
]+1/2*3^(1/2)*e[2,5,9],([19,28,51],6)=-e[19,33,51],(6,7)=(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]]])),([15,22,32],7)=-1/4*e[15,22,32]+1/4*15^(1/2)*e[15,23,32],(110,
7)=(table([(36)=[[36,65,110]]])),(37,8)=(table([(11)=[[11,15,37],[11,26
,37]],(18)=[[18,26,37]]])),([29,41,61],8)=-1/4*e[29,41,61]+1/4*15^(1/2)*
e[29,42,61],([21,29,69],8)=e[21,48,69],([41,76,113],8)=e[41,60,113],([50
,90,154],8)=-2/5*6^(1/2)*e[50,87,154]+1/5*e[50,90,154],([50,90,158],8)=-
e[50,90,158],(25,6)=(table([(2)=[[2,9,25]],(6)=[[6,9,25],[6,16,25]],(7
)=[[7,9,25],[7,17,25]],(11)=[[11,16,25],[11,17,25]],(12)=[[12,17,
25]]])),([2,4,4],7)=1/6*35^(1/2)*e[2,2,4]+1/6*e[2,4,4],([23,44,65],7)=e[
23,35,65],([3,3,6],8)=-1/6*e[3,3,6]+1/6*5^(1/2)*7^(1/2)*e[3,6,6],(70,8)=(
table([(15)=[[15,30,70],[15,37,70]],(20)=[[20,30,70],[20,47,70]],(22
)=[[22,30,70],[22,49,70]],(25)=[[25,37,70],[25,47,70]],(27)=[[27,37
,70],[27,49,70]],(32)=[[32,47,70]],(33)=[[33,47,70],[33,49,70]],(34
)=[[34,49,70]]])),(79,8)=(table([(17)=[[17,39,79]],(27)=[[27,39,79],[
27,54,79]],(28)=[[28,39,79],[28,55,79]],(36)=[[36,54,79]],(37)=[[37,
54,79],[37,55,79]]])),([24,46,96],8)=-1/3*e[24,46,96]-2/3*2^(1/2)*e[24,
51,96],(102,8)=(table([(25)=[[25,52,102]],(35)=[[35,52,102],[35,68,102
]],(36)=[[36,52,102],[36,69,102]],(46)=[[46,68,102],[46,69,102]],(47
)=[[47,69,102]]])),([38,57,107],8)=-e[38,71,107],([54,84,148],8)=e[54,
95,148],([8,15,23],6)=-e[8,12,23],([11,17,25],6)=2/3*2^(1/2)*e[11,16,25]
+1/3*e[11,17,25],([6,16,32],6)=1/2*3^(1/2)*e[6,13,32]+1/2*e[6,16,32],([17,
31,49],6)=e[17,26,49],([15,22,31],7)=-e[15,22,31],([12,18,33],7)=e[12,
23,33],([17,33,66],7)=-1/3*e[17,33,66]-2/3*2^(1/2)*e[17,36,66],([24,45,66
],7)=e[24,36,66],([24,45,80],7)=-e[24,45,80],(103,7)=(table([(32)=[[32,
59,103],[32,60,103]],(33)=[[33,60,103]],(34)=[[34,60,103]]])),([17,24
,34],8)=-e[17,24,34],(54,8)=(table([(6)=[[6,21,54]],(14)=[[14,21,54],[
14,36,54]],(15)=[[15,21,54],[15,37,54]],(16)=[[16,21,54],[16,38,54
]],(25)=[[25,36,54],[25,37,54]],(26)=[[26,36,54],[26,38,54]],(27)=[[
27,37,54],[27,38,54]]])),([15,22,55],8)=e[15,37,55],([23,45,85],8)=
e[23,45,85],(88,8)=(table([(21)=[[21,43,88],[21,48,88]],(26)=[[26,48,
88]],(30)=[[30,43,88],[30,60,88]],(33)=[[33,48,88],[33,60,88]],(40)=
[[40,60,88]],(41)=[[41,60,88]]])),([60,90,157],8)=e[60,104,157],([2,3,
5],7)=e[2,3,5],([14,30,57],7)=e[14,30,57],([23,46,68],7)=e[23,35,68],(
14,8)=(table([(5)=[[5,8,14]],(6)=[[6,8,14],[6,10,14]],(7)=[[7,10,14]
],(9)=[[9,10,14]]])),([13,28,40],8)=e[13,18,40],([18,25,58],8)=-e[18,
40,58],([13,35,75],8)=-e[13,35,75],([19,41,81],8)=e[19,41,81],(93,8)=(
table([(21)=[[21,48,93]],(26)=[[26,48,93]],(33)=[[33,48,93],[33,63,93
]],(42)=[[42,63,93]],(43)=[[43,63,93]]])),([29,59,115],8)=-e[29,59,115]
,([44,66,119],8)=e[44,79,119],([45,67,120],8)=e[45,80,120],([42,79,137
],8)=-1/4*15^(1/2)*e[42,75,137]+1/4*e[42,79,137],([65,95,147],8)=e[65,95,
147],([55,85,149],8)=e[55,96,149],([8,13,25],5)=e[8,16,25],([12,24,36]
,6)=-e[12,17,36],([16,30,55],6)=e[16,30,55],([17,27,54],7)=-e[17,36,54]
,([24,47,69],7)=e[24,36,69],([3,18,51],8)=-e[3,18,51],([22,44,64],8)=
-e[22,31,64],([25,37,70],8)=e[25,47,70],(112,8)=(table([(29)=[[29,59,112
]],(32)=[[32,59,112],[32,62,112]],(40)=[[40,59,112],[40,75,112]],(42
)=[[42,62,112],[42,75,112]],(50)=[[50,75,112]]])),(144,8)=(table([(43)
=[[43,80,144]],(45)=[[45,80,144],[45,82,144]],(47)=[[47,82,144]],(52)
=[[52,80,144],[52,93,144]],(53)=[[53,82,144],[53,93,144]],(63)=[[63,
93,144]]])),([50,87,151],8)=e[50,87,151],([62,107,181],8)=e[62,107,181]
,([1,1,2],2)=-e[1,1,2],([1,1,1],3)=e[1,1,1],([2,4,8],3)=e[2,4,8],([13
,20,39],6)=e[13,25,39],([7,18,26],7)=e[7,11,26],([10,16,31],7)=-e[10,
21,31],([20,30,60],7)=-e[20,41,60],([21,44,81],7)=-e[21,44,81],([31,58,
88],7)=e[31,49,88],([2,2,24],8)=e[2,17,24],([13,19,26],8)=1/6*35^(1/2)*
e[13,17,26]+1/6*e[13,19,26],(46,8)=(table([(9)=[[9,24,46]],(16)=[[16,24,
46],[16,31,46]],(17)=[[17,24,46],[17,32,46]],(21)=[[21,31,46]],(22)=
[[22,31,46],[22,32,46]],(23)=[[23,32,46]]])),(131,8)=(table([(38)=[[38
,73,131]],(40)=[[40,73,131],[40,75,131]],(42)=[[42,75,131]],(49)=[[49
,73,131],[49,87,131]],(50)=[[50,75,131],[50,87,131]],(57)=[[57,87,
131]]])),([45,82,146],8)=-e[45,82,146],([52,90,156],8)=-e[52,90,156],([5
,9,18],4)=-e[5,9,18],([7,12,17],5)=1/2*3^(1/2)*e[7,11,17]+1/2*e[7,12,17]
,(24,5)=(table([(5)=[[5,12,24]],(7)=[[7,12,24],[7,15,24]],(10)=[[10,
15,24]]])),(34,6)=(table([(8)=[[8,15,34],[8,18,34]],(10)=[[10,15,34],
[10,22,34]],(12)=[[12,18,34],[12,22,34]],(14)=[[14,22,34]]])),([1,2,
17],7)=e[1,12,17],([12,34,49],8)=-e[12,16,49],([13,19,52],8)=-e[13,35,
52],([37,54,77],8)=e[37,54,77],([31,58,84],8)=-e[31,44,84],([39,58,85]
,8)=-e[39,58,85],(105,8)=(table([(28)=[[28,55,105]],(37)=[[37,55,105],[
37,70,105]],(47)=[[47,70,105]]])),([41,60,116],8)=e[41,78,116],([61,
102,155],8)=-e[61,91,155],([53,93,161],8)=-1/4*e[53,93,161]-1/4*15^(1/2)*
e[53,94,161],(2,4)=(table([(1)=[[1,1,2],[1,2,2]],(2)=[[2,2,2]]])),([2,
4,11],5)=-e[2,7,11],([17,27,49],7)=e[17,33,49],([32,50,90],7)=e[32,60,
90],(2,8)=(table([(1)=[[1,1,2],[1,2,2]],(2)=[[2,2,2]]])),([9,12,19],
8)=-1/3*e[9,12,19]+2/3*2^(1/2)*e[9,13,19],([16,21,32],8)=-1/5*e[16,21,32]+2
/5*6^(1/2)*e[16,24,32],([32,59,87],8)=e[32,47,87],([33,63,94],8)=-e[33,
49,94],([62,104,157],8)=-e[62,92,157],([8,16,30],5)=e[8,16,30],([15,23,
45],7)=e[15,31,45],([34,63,108],7)=-e[34,63,108],(1,8)=(table([(1)=[[1,1
,1]]])),([33,63,93],8)=e[33,48,93],([42,79,118],8)=e[42,62,118],([47,
84,148],8)=-e[47,84,148],([61,105,179],8)=-1/4*e[61,105,179]+1/4*15^(1/2)
*e[61,106,179],([9,19,30],6)=e[9,14,30],(33,6)=(table([(7)=[[7,14,33],[
7,17,33]],(9)=[[9,14,33],[9,21,33]],(10)=[[10,14,33],[10,22,33]],(
11)=[[11,17,33],[11,21,33]],(12)=[[12,17,33],[12,22,33]],(14)=[[14,
21,33],[14,22,33]]])),([19,28,45],6)=-e[19,28,45],([16,30,48],6)=e[
16,25,48],([19,35,53],6)=e[19,28,53],([2,13,17],7)=-e[2,2,17],(37,7)=(
table([(4)=[[4,15,37]],(9)=[[9,15,37],[9,25,37]],(11)=[[11,15,37],[
11,27,37]],(16)=[[16,25,37]],(17)=[[17,25,37],[17,27,37]],(18)=[[18,
27,37]]])),([20,31,44],7)=2/3*2^(1/2)*e[20,30,44]+1/3*e[20,31,44],([22,43
,63],7)=-e[22,33,63],([21,40,73],7)=e[21,40,73],([25,49,88],7)=-e[25,
49,88],(24,8)=(table([(1)=[[1,2,24],[1,16,24]],(2)=[[2,2,24],[2,17,
24]],(12)=[[12,16,24],[12,17,24]],(13)=[[13,17,24]]])),([24,46,86],8
)=e[24,46,86],([44,77,133],8)=e[44,77,133]]):
Semi:=table([(4,9,3)=1,(14,26,5)=2^(1/2),(28,45,6)=1,(28,52,6)=3^(1/
2),(46,83,7)=1,(41,61,8)=1,(29,62,8)=1,(61,111,8)=15^(1/2),(0)={},(3,
3,5)=2^(1/2)*3^(1/2),(19,28,5)=1,(22,32,7)=1,(33,47,7)=2^(1/2),(79,137
,8)=3*2^(1/2)*5^(1/2),(89,156,8)=1,(31,58,6)=1,(13,16,8)=30*3^(1/2)*7^(
1/2),(19,52,8)=1,(55,105,8)=1,(1)={1,2},(4,7,6)=1,(5,20,7)=1,(44,89,
8)=1,(29,46,6)=1,(13,20,8)=1,(77,116,8)=1,(2)={1,2,3,4,5},(25,38,6
)=1,(25,36,7)=1,(19,41,7)=1,(48,98,8)=1,(77,133,8)=3*2^(1/2)*5^(1/2),(
54,83,7)=1,(52,93,7)=1,(27,67,8)=1,(75,135,8)=1,(3)={1,2,3,4,5,6,
7,8,9,10},(32,57,6)=15^(1/2)*2^(1/2),(60,104,7)=1,(8,30,8)=1,(3,7,3
)=1,(12,18,5)=1,(10,14,6)=2^(1/2)*3^(1/2),(49,86,7)=6^(1/2),(41,60,8)=
1,(52,75,8)=15^(1/2),(4)={1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,
16,17,18,19,20},(51,77,7)=1,(88,133,8)=1,(4,8,3)=1,(6,17,6)=1,(23,
35,6)=1,(51,88,7)=3*2^(1/2)*5^(1/2),(31,45,8)=1,(5)={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,
28,29,30,31,32,33,34,35,36},(6,13,5)=1,(21,42,6)=1,(29,54,6)=1,(
60,90,7)=1,(17,25,8)=1,(36,76,8)=1,(7,11,4)=1,(11,23,5)=1,(35,61,6
)=6*5^(1/2),(15,30,7)=1,(41,76,7)=1,(7,11,8)=2^(1/2)*3^(1/2),(75,131,8
)=15^(1/2)*2^(1/2),(6)={1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,
17,18,19,20,21,22,23,24,25,26,27,28,29,30,31,32,33,34,35,36
,37,38,39,40,41,42,43,44,45,46,47,48,49,50,51,52,53,54,55,
56,57,58,59,60,61,62,63,64,65},(17,25,6)=2^(1/2),(22,44,7)=1,(40,
59,7)=1,(10,19,4)=2^(1/2)*3^(1/2),(26,50,6)=1,(69,122,8)=3*2^(1/2)*5^(1
/2),(26,41,6)=1,(7)={1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,
17,18,19,20,21,22,23,24,25,26,27,28,29,30,31,32,33,34,35,36
,37,38,39,40,41,42,43,44,45,46,47,48,49,50,51,52,53,54,55,
56,57,58,59,60,61,62,63,64,65,66,67,68,69,70,71,72,73,74,75
,76,77,78,79,80,81,82,83,84,85,86,87,88,89,90,91,92,93,94,
95,96,97,98,99,100,101,102,103,104,105,106,107,108,109,110},(3,
5,7)=1,(56,109,8)=1,(17,25,7)=1,(28,40,7)=1,(34,49,7)=2^(1/2)*3^(1/2)
,(15,22,8)=1,(25,35,8)=3*2^(1/2)*5^(1/2),(3,6,3)=1,(25,33,8)=30*7^(1/2
),(60,89,8)=1,(50,95,8)=1,(59,112,8)=1,(87,153,8)=1,(101,173,8)=1,(9
,13,6)=15^(1/2),(8)={1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,
17,18,19,20,21,22,23,24,25,26,27,28,29,30,31,32,33,34,35,36
,37,38,39,40,41,42,43,44,45,46,47,48,49,50,51,52,53,54,55,
56,57,58,59,60,61,62,63,64,65,66,67,68,69,70,71,72,73,74,75
,76,77,78,79,80,81,82,83,84,85,86,87,88,89,90,91,92,93,94,
95,96,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111
,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,
127,128,129,130,131,132,133,134,135,136,137,138,139,140,141,142
,143,144,145,146,147,148,149,150,151,152,153,154,155,156,157,
158,159,160,161,162,163,164,165,166,167,168,169,170,171,172,173
,174,175,176,177,178,179,180,181,182,183,184,185},(30,43,8)=3^(1
/2),(36,69,8)=3^(1/2),(60,87,8)=2^(1/2),(71,106,8)=1,(86,152,8)=1,(2,
4,6)=1,(27,50,6)=2^(1/2)*3^(1/2),(36,52,7)=2^(1/2),(89,135,8)=1,(7,15,
4)=1,(11,15,7)=1,(58,88,7)=1,(37,70,7)=1,(9,15,8)=1,(25,36,8)=1,(42,
61,8)=15^(1/2),(103,176,8)=1,(17,26,5)=1,(26,38,7)=1,(51,91,7)=1,(90,
137,8)=1,(15,23,5)=1,(23,32,7)=3*2^(1/2)*5^(1/2),(36,53,7)=1,(49,71,8
)=3^(1/2),(70,104,8)=2^(1/2)*3^(1/2),(93,161,8)=1,(4,6,5)=1,(16,49,8)=
1,(35,68,8)=3^(1/2),(39,72,8)=3^(1/2),(30,57,7)=1,(78,116,8)=3^(1/2),(
1,1,4)=1,(1,1,6)=1,(26,36,7)=2^(1/2)*3^(1/2),(58,108,8)=1,(79,143,8)
=1,(96,149,8)=1,(56,99,7)=1,(2,3,8)=1,(31,45,7)=1,(56,86,7)=1,(27,
39,8)=1,(4,6,4)=1,(8,17,4)=1,(50,87,7)=15^(1/2)*2^(1/2),(5,5,8)=6*5^(
1/2),(7,7,8)=3*35^(1/2)*2^(1/2),(58,85,8)=1,(9,17,4)=2^(1/2),(60,103,7
)=2^(1/2),(52,76,8)=1,(103,177,8)=1,(50,90,8)=2^(1/2),(19,29,6)=1,(36,
69,7)=1,(3,6,8)=1,(10,11,8)=30*7^(1/2),(87,131,8)=1,(4,4,6)=3*2^(1/2)
*5^(1/2),(30,60,7)=1,(28,68,8)=1,(97,166,8)=1,(3,8,4)=1,(8,12,5)=1,(
25,47,8)=1,(42,62,8)=1,(62,92,8)=1,(81,122,8)=1,(94,162,8)=1,(102,
170,8)=3*35^(1/2)*2^(1/2),(1,2,1)=1,(14,28,5)=1,(15,31,6)=1,(31,71,8)
=1,(106,179,8)=3*2^(1/2)*5^(1/2),(16,24,7)=1,(18,25,7)=6*5^(1/2)*3^(1/2)
,(66,119,8)=3^(1/2),(11,12,8)=15*2^(1/2)*7^(1/2)*3^(1/2),(35,51,8)=1,(4,
4,5)=15^(1/2)*2^(1/2),(2,2,6)=6^(1/2),(31,43,8)=3*2^(1/2)*5^(1/2),(48,69
,8)=2^(1/2)*3^(1/2),(3,5,6)=1,(30,48,6)=1,(32,50,6)=1,(34,63,6)=1,(17
,39,7)=1,(24,46,7)=3^(1/2),(49,73,7)=1,(1,2,4)=1,(38,73,7)=1,(45,80
,7)=3^(1/2),(60,105,7)=1,(91,159,8)=1,(100,168,8)=6*5^(1/2),(6,10,7)=
1,(6,21,7)=1,(23,50,7)=1,(37,55,7)=1,(26,36,8)=30*3^(1/2)*7^(1/2),(66,
98,8)=1,(20,29,7)=1,(27,38,7)=3^(1/2),(45,66,7)=3^(1/2),(75,113,8)=1,
(76,136,8)=1,(2,4,4)=1,(3,5,5)=1,(46,81,7)=3*2^(1/2)*5^(1/2),(59,103,
7)=1,(52,77,8)=1,(2,17,7)=1,(35,68,7)=1,(49,72,8)=1,(5,7,5)=1,(46,
68,8)=1,(65,115,8)=15^(1/2)*2^(1/2),(95,147,8)=1,(92,157,8)=6*5^(1/2),(
94,159,8)=30*7^(1/2),(100,171,8)=1,(11,17,5)=1,(22,44,8)=1,(81,139,8
)=6*5^(1/2),(30,70,8)=1,(12,17,7)=1,(46,69,7)=1,(55,100,8)=2^(1/2)*3^(
1/2),(89,153,8)=3*2^(1/2)*5^(1/2),(7,7,7)=15*2^(1/2)*7^(1/2),(28,39,8)=6
^(1/2),(1,1,2)=1,(9,14,4)=1,(9,12,7)=3^(1/2),(57,87,7)=1,(3,10,5)=1,
(53,76,8)=2^(1/2)*3^(1/2),(47,97,8)=1,(98,168,8)=1,(3,5,4)=1,(9,18,4
)=1,(4,6,6)=3^(1/2),(25,39,6)=1,(15,37,7)=1,(48,88,8)=2^(1/2),(21,32,
6)=1,(18,40,7)=1,(53,91,7)=6*5^(1/2),(28,40,8)=1,(68,101,8)=1,(2,2,3
)=3^(1/2),(8,12,6)=1,(11,26,7)=1,(19,46,7)=1,(28,53,6)=1,(2,4,7)=1,(
10,11,7)=30*7^(1/2),(16,38,7)=1,(36,53,8)=1,(47,92,8)=1,(89,136,8)=1
,(5,8,7)=1,(43,62,8)=2^(1/2)*3^(1/2),(61,90,8)=1,(97,165,8)=3^(1/2),(
17,32,5)=1,(17,24,7)=2^(1/2)*3^(1/2),(24,35,7)=1,(32,62,7)=1,(74,110,
8)=3^(1/2),(79,119,8)=1,(108,179,8)=30*3^(1/2)*7^(1/2),(20,27,8)=3*2^(1/
2)*5^(1/2),(36,51,8)=15^(1/2)*2^(1/2),(60,113,8)=1,(71,127,8)=1,(76,132
,8)=15^(1/2)*2^(1/2),(34,52,6)=1,(73,129,8)=6^(1/2),(109,180,8)=30*3^(1
/2)*7^(1/2),(16,30,5)=1,(10,26,6)=1,(32,46,7)=1,(20,53,8)=1,(63,93,7
)=1,(45,66,8)=1,(77,139,8)=1,(8,16,4)=1,(31,56,6)=6^(1/2),(21,29,7)=
2^(1/2)*3^(1/2),(39,74,7)=1,(54,95,7)=1,(37,55,8)=1,(17,33,6)=3^(1/2),
(53,81,7)=1,(56,98,7)=1,(6,11,8)=1,(54,77,8)=15^(1/2)*2^(1/2),(73,133
,8)=1,(21,43,7)=1,(57,98,7)=3*2^(1/2)*5^(1/2),(13,26,5)=1,(14,21,6)=1
,(17,27,6)=1,(4,7,8)=1,(14,17,8)=30*3^(1/2)*7^(1/2),(47,68,8)=15^(1/2)
,(50,72,8)=3*2^(1/2)*5^(1/2),(42,82,8)=1,(72,108,8)=1,(106,159,8)=1,(4
,5,5)=3^(1/2),(12,17,5)=3^(1/2),(12,24,5)=1,(20,30,7)=1,(10,15,8)=3^
(1/2),(14,20,8)=6*5^(1/2)*3^(1/2),(32,65,8)=1,(84,125,8)=3^(1/2),(88,
152,8)=35^(1/2)*6^(1/2),(107,181,8)=1,(17,31,5)=15^(1/2),(6,8,7)=2^(1/2
),(13,17,7)=6^(1/2),(10,16,8)=1,(26,48,8)=1,(67,100,8)=1,(100,153,8)
=1,(3,5,8)=1,(25,48,6)=1,(48,71,7)=1,(49,94,8)=1,(93,160,8)=3^(1/2),
(106,180,8)=1,(5,6,6)=3*2^(1/2)*5^(1/2),(24,37,6)=1,(45,78,7)=15^(1/2)
*2^(1/2),(61,91,7)=1,(62,107,7)=1,(29,40,8)=15^(1/2)*2^(1/2),(41,81,8)
=1,(76,138,8)=1,(5,7,3)=1,(11,27,6)=1,(84,146,8)=6*5^(1/2)*3^(1/2),(4,
4,7)=35^(1/2)*6^(1/2),(9,13,7)=1,(27,39,7)=1,(10,32,8)=1,(64,114,8)=2
^(1/2)*3^(1/2),(22,55,8)=1,(51,74,8)=1,(25,35,7)=15^(1/2),(5,27,8)=1,(
80,119,8)=3^(1/2),(4,11,5)=1,(20,31,6)=1,(82,140,8)=6*5^(1/2),(9,19,
5)=1,(33,48,7)=1,(87,132,8)=1,(49,99,8)=1,(91,158,8)=2^(1/2)*3^(1/2),(
11,22,6)=1,(17,50,8)=1,(106,175,8)=15*2^(1/2)*7^(1/2)*3^(1/2),(1,4,3)=
1,(7,17,5)=1,(15,34,6)=1,(38,56,7)=1,(61,105,7)=2^(1/2)*3^(1/2),(63,
108,7)=1,(31,46,8)=1,(67,117,8)=15^(1/2)*2^(1/2),(96,165,8)=1,(16,31,
7)=1,(39,55,8)=6*5^(1/2),(60,88,8)=1,(2,7,4)=1,(21,33,6)=1,(16,31,5)
=1,(51,78,7)=1,(77,115,8)=1,(23,44,6)=2^(1/2)*3^(1/2),(78,138,8)=3^(1/
2),(18,27,6)=2^(1/2)*3^(1/2),(22,30,7)=15^(1/2)*2^(1/2),(41,60,7)=3^(1/2
),(5,8,8)=1,(20,42,8)=1,(3,5,3)=1,(5,9,6)=1,(26,53,7)=1,(64,106,7)
=30*7^(1/2),(47,69,8)=1,(54,79,8)=1,(83,125,8)=1,(45,90,8)=1,(52,102,
8)=1,(85,150,8)=1,(13,29,6)=1,(7,11,7)=1,(18,40,8)=1,(110,185,8)=1,(
9,15,6)=1,(17,39,8)=1,(57,107,8)=1,(107,160,8)=1,(103,172,8)=6*5^(1/
2)*3^(1/2),(10,20,5)=1,(7,10,7)=2^(1/2)*3^(1/2),(14,21,7)=1,(18,26,7)=
1,(39,79,8)=1,(9,19,4)=1,(21,44,6)=1,(57,110,8)=1,(59,115,8)=1,(98,
166,8)=35^(1/2)*6^(1/2),(2,13,6)=1,(30,44,7)=1,(13,19,8)=2^(1/2)*3^(1/2
),(94,146,8)=1,(5,16,6)=1,(28,39,7)=3*2^(1/2)*5^(1/2),(76,114,8)=1,(1,
1,3)=1,(4,6,7)=3^(1/2),(32,46,8)=2^(1/2)*3^(1/2),(35,50,8)=6^(1/2),(2,
2,4)=2^(1/2),(2,4,5)=1,(4,19,7)=1,(6,6,8)=15*2^(1/2)*7^(1/2),(68,124,
8)=1,(91,140,8)=1,(8,13,8)=1,(13,19,5)=1,(49,88,7)=1,(68,121,8)=3*2^
(1/2)*5^(1/2),(98,169,8)=1,(93,158,8)=6*5^(1/2)*3^(1/2),(31,58,7)=1,(63,
105,7)=6*5^(1/2)*3^(1/2),(78,117,8)=1,(14,20,7)=1,(61,102,7)=15*2^(1/2)
*7^(1/2),(90,156,8)=2^(1/2),(97,167,8)=1,(14,33,6)=1,(22,33,6)=3^(1/2)
,(9,13,5)=1,(28,44,6)=1,(10,14,7)=1,(59,89,7)=1,(44,65,8)=1,(80,138
,8)=3*2^(1/2)*5^(1/2),(2,2,5)=15^(1/2),(4,15,6)=1,(4,26,8)=1,(88,155,
8)=1,(10,15,4)=1,(24,36,6)=3^(1/2),(39,58,7)=1,(33,66,7)=1,(53,78,8)
=1,(104,173,8)=30*3^(1/2),(31,57,6)=1,(34,62,6)=1,(46,68,7)=1,(5,12,
5)=1,(10,21,6)=1,(12,23,6)=1,(48,72,7)=1,(29,42,8)=1,(60,116,8)=1,(
20,47,7)=1,(39,58,8)=1,(11,15,6)=15^(1/2)*2^(1/2),(7,22,7)=1,(38,57,
7)=1,(47,84,7)=1,(14,36,8)=1,(54,104,8)=1,(81,143,8)=2^(1/2)*3^(1/2),(
105,179,8)=1,(9,10,7)=6*5^(1/2)*3^(1/2),(15,21,7)=3^(1/2),(32,47,8)=1,
(56,106,8)=1,(26,37,8)=1,(26,59,8)=1,(64,120,8)=1,(39,72,7)=1,(30,
63,8)=1,(1,2,3)=1,(8,18,5)=1,(32,59,6)=1,(18,28,8)=1,(43,76,7)=2^(1
/2)*3^(1/2),(56,97,7)=35^(1/2),(63,107,7)=3^(1/2),(34,74,8)=1,(74,130,
8)=6^(1/2),(1,8,5)=1,(18,33,7)=1,(33,63,7)=1,(17,26,8)=1,(11,33,8)=1
,(8,15,5)=1,(2,3,7)=1,(55,85,7)=1,(21,40,6)=2^(1/2),(24,46,8)=1,(81,
121,8)=1,(1,2,6)=1,(27,43,6)=1,(105,158,8)=3,(13,18,7)=1,(88,134,8)
=1,(23,45,7)=1,(103,156,8)=1,(6,14,4)=1,(33,60,6)=3^(1/2),(36,65,6)=
1,(38,71,8)=3^(1/2),(95,162,8)=30*3^(1/2)*7^(1/2),(105,178,8)=3^(1/2),(
43,83,8)=1,(91,155,8)=15*2^(1/2)*7^(1/2),(20,41,6)=1,(29,53,6)=3*2^(1/
2)*5^(1/2),(109,184,8)=1,(4,9,4)=1,(12,18,8)=1,(45,65,8)=3*2^(1/2)*5^(
1/2),(37,77,8)=1,(90,138,8)=1,(57,100,7)=1,(16,23,8)=1,(31,64,8)=1,(
55,80,8)=1,(58,84,8)=2^(1/2)*3^(1/2),(110,184,8)=90*7^(1/2),(9,20,6)=1
,(34,64,7)=1,(67,123,8)=1,(86,151,8)=1,(6,10,6)=1,(1,12,6)=1,(34,50
,8)=1,(70,123,8)=3*2^(1/2)*5^(1/2),(72,128,8)=1,(29,42,7)=1,(8,14,8)=
1,(39,57,7)=3^(1/2),(45,82,7)=1,(101,174,8)=1,(7,9,5)=2^(1/2),(17,36,
6)=1,(16,21,7)=3*2^(1/2)*5^(1/2),(13,28,7)=1,(32,59,7)=2^(1/2),(33,47,
8)=6*5^(1/2)*3^(1/2),(3,4,4)=2^(1/2)*3^(1/2),(22,49,7)=1,(28,50,7)=3^(1/
2),(58,101,7)=3^(1/2),(33,66,8)=1,(29,69,8)=1,(73,131,8)=1,(9,21,5)=
1,(36,54,6)=1,(43,80,7)=1,(55,97,7)=1,(21,43,8)=1,(27,60,8)=1,(72,
130,8)=1,(82,146,8)=1,(1,6,4)=1,(105,177,8)=15^(1/2)*2^(1/2),(5,6,5)=
3*2^(1/2)*5^(1/2),(23,46,6)=1,(19,28,8)=3^(1/2),(53,103,8)=1,(74,111,8
)=1,(82,122,8)=3^(1/2),(50,76,7)=1,(5,9,8)=1,(32,72,8)=1,(40,73,8)=3
^(1/2),(1,1,1)=1,(21,31,7)=1,(16,24,8)=1,(19,26,8)=35^(1/2)*6^(1/2),(
38,56,8)=1,(86,130,8)=1,(75,137,8)=1,(5,5,7)=3*2^(1/2)*5^(1/2),(57,
101,7)=1,(44,84,8)=1,(59,109,8)=15^(1/2),(61,114,8)=1,(107,182,8)=1,(
26,40,6)=1,(36,64,6)=6*5^(1/2)*3^(1/2),(28,55,7)=1,(29,56,7)=1,(34,67
,7)=1,(62,104,7)=6*5^(1/2),(24,57,8)=1,(42,75,7)=2^(1/2)*3^(1/2),(44,
79,7)=3^(1/2),(43,64,8)=1,(66,99,8)=1,(86,150,8)=35^(1/2),(13,19,6)=1
,(20,39,6)=1,(14,18,7)=15^(1/2)*2^(1/2),(31,44,7)=2^(1/2)*3^(1/2),(53,
93,7)=2^(1/2)*3^(1/2),(62,92,7)=1,(13,20,5)=1,(34,60,6)=3*2^(1/2)*5^(1/
2),(13,35,7)=1,(107,178,8)=6*5^(1/2)*2^(1/2)*3^(1/2),(6,8,5)=1,(19,35,
5)=1,(20,35,5)=3*2^(1/2)*5^(1/2),(102,155,8)=1,(109,162,8)=1,(29,47,6)
=1,(35,53,6)=1,(6,10,8)=1,(71,129,8)=1,(3,3,6)=15^(1/2)*2^(1/2),(12,
28,6)=1,(35,51,7)=1,(50,89,7)=1,(24,35,8)=1,(62,91,8)=1,(95,148,8)=
1,(82,123,8)=1,(85,149,8)=1,(9,10,8)=30*3^(1/2),(17,26,6)=1,(6,9,7)=
1,(30,42,7)=2^(1/2),(65,110,7)=1,(16,38,8)=1,(5,10,4)=1,(18,34,5)=1,
(36,54,7)=1,(2,4,8)=1,(19,41,8)=1,(60,101,7)=6*5^(1/2),(34,50,7)=1,(
2,24,8)=1,(10,15,5)=1,(12,22,5)=3^(1/2),(18,28,6)=1,(16,35,6)=1,(35,
63,6)=2^(1/2)*3^(1/2),(45,67,7)=1,(21,28,8)=6*5^(1/2),(71,107,8)=1,(24,
34,7)=1,(9,13,8)=2^(1/2)*3^(1/2),(33,48,8)=1,(50,73,8)=1,(78,134,8)=3
*2^(1/2)*5^(1/2),(22,31,7)=3^(1/2),(65,109,7)=30*3^(1/2)*7^(1/2),(17,24,
8)=35^(1/2),(20,30,8)=1,(6,9,4)=1,(22,41,6)=2^(1/2),(30,55,6)=1,(1,2,
7)=1,(53,98,8)=2^(1/2)*3^(1/2),(73,109,8)=1,(12,18,6)=1,(8,19,6)=1,(3,
18,7)=1,(65,95,7)=1,(30,56,6)=1,(47,70,7)=1,(50,75,7)=1,(52,79,7)=1
,(48,86,7)=1,(44,64,8)=3^(1/2),(42,87,8)=1,(97,150,8)=1,(11,17,6)=1,
(27,38,8)=1,(54,99,8)=2^(1/2)*3^(1/2),(65,121,8)=1,(99,152,8)=1,(99,
169,8)=3^(1/2),(18,27,5)=1,(28,51,6)=15^(1/2)*2^(1/2),(48,85,7)=1,(2,4
,2)=1,(7,14,4)=3^(1/2),(47,69,7)=3^(1/2),(81,145,8)=1,(15,24,5)=1,(18
,34,6)=3^(1/2),(4,7,7)=1,(12,15,8)=6*5^(1/2)*2^(1/2)*3^(1/2),(34,49,8)
=1,(42,63,8)=1,(84,148,8)=1,(9,14,5)=1,(29,41,7)=1,(54,94,7)=6*5^(1/
2)*3^(1/2),(19,33,5)=15^(1/2)*2^(1/2),(51,101,8)=1,(10,13,7)=3*2^(1/2)*5
^(1/2),(23,33,7)=1,(30,44,8)=1,(2,3,2)=1,(2,5,3)=1,(1,1,8)=1,(102,
174,8)=2^(1/2)*3^(1/2),(63,113,8)=2^(1/2)*3^(1/2),(88,154,8)=3^(1/2),(6,
13,4)=1,(2,3,5)=1,(7,11,6)=1,(37,54,7)=2^(1/2)*3^(1/2),(42,62,7)=1,(4
,4,8)=3^(1/2)*35^(1/2),(40,80,8)=1,(6,7,6)=6*5^(1/2),(6,9,8)=2^(1/2),(
21,32,8)=1,(22,43,6)=1,(12,19,8)=1,(93,143,8)=1,(1,1,5)=1,(23,36,6
)=1,(40,75,7)=1,(7,29,8)=1,(52,97,8)=2^(1/2)*3^(1/2),(73,110,8)=1,(7,
11,5)=1,(11,21,5)=3^(1/2),(14,22,5)=1,(3,6,6)=1,(3,25,8)=1,(92,141,
8)=1,(1,2,5)=1,(38,54,8)=3*2^(1/2)*5^(1/2),(72,107,8)=3^(1/2),(3,3,7)=
3*2^(1/2)*5^(1/2),(14,29,7)=1,(40,73,7)=15^(1/2),(58,99,7)=35^(1/2)*6^(1
/2),(35,52,8)=1,(61,117,8)=1,(69,125,8)=1,(13,32,6)=1,(2,2,7)=35^(1/
2),(44,66,7)=1,(21,30,8)=2^(1/2),(25,58,8)=1,(16,24,6)=1,(35,64,6)=1
,(83,145,8)=6*5^(1/2)*3^(1/2),(3,14,6)=1,(67,99,8)=2^(1/2)*3^(1/2),(101,
169,8)=15*2^(1/2)*7^(1/2),(20,29,5)=1,(12,17,6)=3*2^(1/2)*5^(1/2),(33,51
,6)=1,(13,19,7)=1,(25,37,7)=1,(47,82,7)=3*2^(1/2)*5^(1/2),(8,9,7)=6*5
^(1/2),(4,6,3)=1,(19,30,6)=1,(22,34,6)=1,(8,12,7)=1,(15,22,7)=1,(53,
94,7)=1,(46,96,8)=1,(4,11,4)=1,(16,25,5)=1,(35,65,7)=2^(1/2)*3^(1/2),
(44,63,8)=15^(1/2)*2^(1/2),(10,14,5)=3^(1/2),(5,8,6)=1,(9,24,7)=1,(12,
27,7)=1,(64,94,7)=1,(18,51,8)=1,(64,95,8)=1,(10,20,4)=1,(6,16,5)=1,
(21,48,7)=1,(42,79,7)=1,(2,2,8)=3^(1/2),(61,89,8)=2^(1/2)*3^(1/2),(49,
87,7)=1,(32,44,8)=6*5^(1/2),(35,75,8)=1,(43,88,8)=1,(63,94,8)=1,(99,
167,8)=3^(1/2)*35^(1/2),(19,38,6)=1,(6,6,7)=6*5^(1/2),(8,23,7)=1,(13,
20,6)=1,(4,6,8)=3^(1/2),(37,70,8)=3^(1/2),(105,174,8)=30*7^(1/2),(17,
33,5)=1,(15,21,8)=90*7^(1/2),(48,71,8)=1,(109,183,8)=6*5^(1/2)*3^(1/2),
(18,37,6)=1,(37,67,7)=2^(1/2)*3^(1/2),(90,154,8)=6*5^(1/2),(110,163,8)
=1,(8,9,8)=6*5^(1/2)*3^(1/2),(22,32,8)=2^(1/2)*3^(1/2),(28,61,8)=1,(63,
119,8)=1,(6,9,5)=1,(40,77,7)=1,(19,29,8)=1,(66,122,8)=1,(85,127,8)=
1,(86,129,8)=1,(26,51,6)=1,(23,34,8)=1,(28,41,8)=1,(23,56,8)=1,(65,
97,8)=1,(104,178,8)=1,(7,10,6)=6*5^(1/2)*3^(1/2),(10,14,8)=15^(1/2)*2^(
1/2),(78,140,8)=1,(7,10,5)=1,(8,11,5)=2^(1/2)*3^(1/2),(14,21,5)=1,(19,
40,6)=1,(27,52,6)=1,(59,100,7)=3*2^(1/2)*5^(1/2),(36,54,8)=1,(58,111,
8)=1,(101,172,8)=2^(1/2),(7,14,5)=1,(21,31,8)=1,(15,37,8)=1,(38,57,8
)=1,(20,36,5)=1,(10,16,6)=1,(37,52,8)=3*2^(1/2)*5^(1/2),(23,45,8)=1,(5
,8,4)=1,(1,2,8)=1,(94,145,8)=1,(15,23,6)=1,(69,104,8)=1,(74,134,8)
=1,(15,19,7)=3*2^(1/2)*5^(1/2),(27,37,7)=15^(1/2)*2^(1/2),(52,80,7)=1,(
53,82,7)=1,(62,112,8)=2^(1/2)*3^(1/2),(94,161,8)=3*2^(1/2)*5^(1/2),(108,
182,8)=2^(1/2)*3^(1/2),(2,5,2)=1,(64,109,7)=1,(6,28,8)=1,(56,82,8)=1,
(57,83,8)=1,(69,103,8)=1,(70,105,8)=1,(83,147,8)=1,(87,151,8)=3*2^(1
/2)*5^(1/2),(62,118,8)=1,(84,126,8)=1,(100,172,8)=1,(9,25,6)=1,(33,61
,6)=1,(17,22,7)=6*5^(1/2),(25,47,7)=3^(1/2),(44,65,7)=1,(46,91,8)=1,(
11,16,5)=1,(32,60,6)=1,(1,23,8)=1,(9,31,8)=1,(54,78,8)=3^(1/2),(46,
86,8)=2^(1/2),(80,142,8)=1,(64,94,8)=2^(1/2)*3^(1/2),(60,110,8)=15^(1/2
),(65,118,8)=3^(1/2),(92,160,8)=1,(20,30,6)=3^(1/2),(38,78,8)=1,(92,
142,8)=1,(104,176,8)=2^(1/2)*3^(1/2),(14,20,6)=2^(1/2),(47,70,8)=1,(99,
170,8)=1,(22,45,6)=1,(11,14,7)=30*3^(1/2)*7^(1/2),(108,183,8)=1,(42,63
,7)=1,(32,65,7)=1,(18,25,8)=3*2^(1/2)*5^(1/2),(50,100,8)=1,(79,141,8)
=1,(101,154,8)=2,(2,3,3)=1,(31,61,7)=1,(41,78,7)=1,(64,108,7)=3*2^(1
/2)*5^(1/2),(24,32,8)=6*5^(1/2)*3^(1/2),(12,34,8)=1,(30,43,7)=1,(22,29,
8)=15*2^(1/2)*7^(1/2),(51,90,7)=3^(1/2),(24,34,8)=3^(1/2),(30,41,8)=3*2^
(1/2)*5^(1/2),(34,67,8)=3^(1/2),(66,97,8)=2^(1/2),(11,17,8)=1,(4,7,4)=
1,(58,102,7)=1,(19,28,7)=1,(7,12,8)=1,(23,31,8)=6*5^(1/2),(39,57,8)=
2^(1/2)*3^(1/2),(40,59,8)=1,(51,96,8)=2^(1/2)*3^(1/2),(6,9,6)=2^(1/2)*3^
(1/2),(12,16,7)=1,(33,60,7)=2^(1/2),(18,27,8)=1,(13,35,8)=1,(11,16,6
)=3^(1/2),(25,49,6)=1,(27,49,7)=3^(1/2),(68,102,8)=1,(76,113,8)=3^(1/2
),(5,12,4)=1,(18,32,5)=2^(1/2)*3^(1/2),(14,22,6)=1,(26,49,6)=15^(1/2),
(33,58,6)=3*2^(1/2)*5^(1/2),(61,106,7)=1,(37,54,8)=3^(1/2),(13,25,5)=1
,(14,27,5)=1,(19,34,5)=3^(1/2),(16,32,6)=3^(1/2),(14,36,7)=1,(43,64,
7)=1,(47,87,8)=2^(1/2),(75,112,8)=1,(55,96,7)=1,(57,82,8)=2^(1/2),(49,
89,8)=2^(1/2),(82,144,8)=2^(1/2)*3^(1/2),(98,151,8)=1,(14,30,6)=1,(34,
61,7)=2^(1/2),(15,28,5)=2^(1/2)*3^(1/2),(24,45,6)=2^(1/2)*3^(1/2),(32,47
,7)=1,(77,137,8)=3^(1/2),(6,10,4)=1,(41,86,8)=1,(65,96,8)=1,(2,3,4)
=1,(11,16,8)=3*2^(1/2)*5^(1/2),(5,9,3)=3^(1/2),(59,86,8)=1,(79,118,8)=
1,(20,42,7)=1,(3,3,8)=35^(1/2)*6^(1/2),(63,93,8)=1,(66,116,8)=15^(1/2)
*2^(1/2),(70,126,8)=1,(108,161,8)=1,(10,22,5)=1,(27,42,6)=1,(16,23,7
)=1,(26,48,7)=3^(1/2),(38,71,7)=1,(55,79,8)=3*2^(1/2)*5^(1/2),(80,120,
8)=1,(74,132,8)=1,(49,74,7)=1,(44,81,7)=1,(49,70,8)=15^(1/2)*2^(1/2),(
80,144,8)=1,(19,27,7)=1,(25,52,7)=1,(54,84,7)=1,(50,90,7)=1,(5,10,
3)=1,(2,9,5)=1,(9,14,6)=1,(43,63,7)=3^(1/2),(44,77,7)=15^(1/2)*2^(1/2)
,(46,67,8)=1,(51,75,8)=1,(57,84,8)=1,(83,124,8)=1,(10,25,7)=1,(27,
54,7)=1,(41,74,7)=15^(1/2),(12,34,7)=1,(52,90,7)=3*2^(1/2)*5^(1/2),(91,
139,8)=1,(5,7,4)=3^(1/2),(29,59,7)=1,(96,164,8)=1,(7,12,4)=1,(15,29,
5)=1,(16,25,6)=1,(52,92,7)=1,(102,175,8)=1,(1,2,2)=1,(20,28,7)=15^(1
/2),(45,85,8)=1,(87,154,8)=1,(1,3,2)=1,(3,4,3)=1,(24,51,7)=1,(40,60
,7)=1,(40,58,8)=6*5^(1/2)*3^(1/2),(69,102,8)=2^(1/2),(15,22,6)=2^(1/2)*
3^(1/2),(31,49,6)=1,(3,6,7)=1,(33,49,7)=1,(22,33,8)=1,(56,81,8)=1,(
63,92,8)=2^(1/2),(7,18,6)=1,(8,24,6)=1,(24,47,6)=1,(17,32,7)=1,(29,
43,8)=1,(48,93,8)=1,(90,158,8)=1,(8,13,6)=1,(36,66,7)=2^(1/2)*3^(1/2)
,(14,21,8)=1,(33,73,8)=1,(59,87,8)=1,(85,128,8)=1,(90,157,8)=1,(2,3
,6)=1,(1,16,7)=1,(35,52,7)=1,(21,54,8)=1,(104,157,8)=1,(95,163,8)=1
,(8,13,4)=1,(1,1,7)=1,(41,61,7)=1,(67,120,8)=3^(1/2),(93,144,8)=1]):
Branch:=table([(9,7)=[6,8],(2,1)=[1],(6,4)=[1,4],(63,7)=[33,42,43],(
41,8)=[19,28,30],(114,8)=[61,64,76],(102,7)=[58,61],(1)=[e1],(77,8)=[
37,52,54],(57,8)=[24,38,39],(2)=[1/2*e1+1/2*e3,1/2*e1-1/2*e3],(16,8)=[
10,11,13],(150,8)=[85,86,97],(51,8)=[18,35,36],(3)=[1/8*e1+1/4*e2+1/4*
e4+1/8*e6+1/4*e7,1/8*e1-1/4*e2+1/4*e4+1/8*e6-1/4*e7,1/4*e1-1/4*e6,1/8*e1+1/
4*e2-1/4*e4+1/8*e6-1/4*e7,1/8*e1-1/4*e2-1/4*e4+1/8*e6+1/4*e7],(92,8)=[47,62
,63],(20,7)=[5,14],(56,8)=[23,38],(4)=[1/48*e1+1/8*e2+1/6*e4+1/16*e6+1/8*
e7+1/16*e9+1/8*e11+1/48*e13+1/8*e14+1/6*e15,1/24*e1-1/6*e4+1/8*e6+1/8*e9+1/24
*e13-1/6*e15,1/48*e1-1/8*e2+1/6*e4+1/16*e6-1/8*e7+1/16*e9-1/8*e11+1/48*e13-1/
8*e14+1/6*e15,1/16*e1+1/8*e2+1/16*e6-1/8*e7-1/16*e9+1/8*e11-1/16*e13-1/8*e14,
1/16*e1-1/8*e2+1/16*e6+1/8*e7-1/16*e9-1/8*e11-1/16*e13+1/8*e14,1/16*e1+1/8*e2
-1/16*e6+1/8*e7-1/16*e9-1/8*e11+1/16*e13-1/8*e14,1/16*e1-1/8*e2-1/16*e6-1/8*
e7-1/16*e9+1/8*e11+1/16*e13+1/8*e14,1/48*e1+1/8*e2+1/6*e4-1/16*e6-1/8*e7+1/16
*e9-1/8*e11-1/48*e13+1/8*e14-1/6*e15,1/24*e1-1/6*e4-1/8*e6+1/8*e9-1/24*e13+1/
6*e15,1/48*e1-1/8*e2+1/6*e4-1/16*e6+1/8*e7+1/16*e9+1/8*e11-1/48*e13-1/8*e14-1
/6*e15],(75,7)=[40,42,50],(127,8)=[71,85],(139,8)=[77,81,91],(10,3)=[
5],(37,6)=[18,24],(134,8)=[74,78,88],(5)=[1/384*e1+1/32*e2+1/32*e3+1/12*
e4+1/8*e6+1/96*e8+1/16*e9+1/12*e11+1/64*e13+1/32*e14+1/32*e16+1/16*e17+1/96*
e19+1/16*e21+1/12*e23+1/384*e25+1/32*e26+1/32*e27+1/12*e28+1/8*e29,1/128*e1+1
/32*e2-1/32*e3-1/8*e6+1/32*e8+1/16*e9+3/64*e13+1/32*e14+1/32*e16-1/16*e17+1/32
*e19+1/16*e21+1/128*e25+1/32*e26-1/32*e27-1/8*e29,1/192*e1+1/16*e3-1/12*e4+1/
48*e8-1/12*e11+1/32*e13+1/8*e17+1/48*e19-1/12*e23+1/192*e25+1/16*e27-1/12*e28,
1/128*e1-1/32*e2-1/32*e3+1/8*e6+1/32*e8-1/16*e9+3/64*e13-1/32*e14-1/32*e16-1/
16*e17+1/32*e19-1/16*e21+1/128*e25-1/32*e26-1/32*e27+1/8*e29,1/384*e1-1/32*e2
+1/32*e3+1/12*e4-1/8*e6+1/96*e8-1/16*e9+1/12*e11+1/64*e13-1/32*e14-1/32*e16+1/
16*e17+1/96*e19-1/16*e21+1/12*e23+1/384*e25-1/32*e26+1/32*e27+1/12*e28-1/8*e29
,1/96*e1+1/16*e2+1/12*e4+1/48*e8-1/12*e11-1/16*e14+1/16*e16-1/48*e19+1/12*e23
-1/96*e25-1/16*e26-1/12*e28,1/48*e1-1/12*e4+1/24*e8+1/12*e11-1/24*e19-1/12*
e23-1/48*e25+1/12*e28,1/96*e1-1/16*e2+1/12*e4+1/48*e8-1/12*e11+1/16*e14-1/16*
e16-1/48*e19+1/12*e23-1/96*e25+1/16*e26-1/12*e28,1/64*e1+1/16*e2+1/16*e3-1/32
*e13+1/16*e14-1/8*e21+1/64*e25-1/16*e27,1/64*e1-1/16*e3+1/8*e9-1/32*e13-1/16*
e16+1/64*e25-1/16*e26+1/16*e27,1/64*e1-1/16*e3-1/8*e9-1/32*e13+1/16*e16+1/64*
e25+1/16*e26+1/16*e27,1/64*e1-1/16*e2+1/16*e3-1/32*e13-1/16*e14+1/8*e21+1/64*
e25-1/16*e27,1/96*e1+1/16*e2+1/12*e4-1/48*e8+1/12*e11-1/16*e14-1/16*e16+1/48*
e19-1/12*e23-1/96*e25+1/16*e26-1/12*e28,1/48*e1-1/12*e4-1/24*e8-1/12*e11+1/24
*e19+1/12*e23-1/48*e25+1/12*e28,1/96*e1-1/16*e2+1/12*e4-1/48*e8+1/12*e11+1/16
*e14+1/16*e16+1/48*e19-1/12*e23-1/96*e25-1/16*e26-1/12*e28,1/384*e1+1/32*e2+1
/32*e3+1/12*e4+1/8*e6-1/96*e8-1/16*e9-1/12*e11+1/64*e13+1/32*e14-1/32*e16-1/16
*e17-1/96*e19+1/16*e21-1/12*e23+1/384*e25-1/32*e26+1/32*e27+1/12*e28-1/8*e29,
1/128*e1+1/32*e2-1/32*e3-1/8*e6-1/32*e8-1/16*e9+3/64*e13+1/32*e14-1/32*e16+1/
16*e17-1/32*e19+1/16*e21+1/128*e25-1/32*e26-1/32*e27+1/8*e29,1/192*e1+1/16*e3
-1/12*e4-1/48*e8+1/12*e11+1/32*e13-1/8*e17-1/48*e19+1/12*e23+1/192*e25+1/16*
e27-1/12*e28,1/128*e1-1/32*e2-1/32*e3+1/8*e6-1/32*e8+1/16*e9+3/64*e13-1/32*
e14+1/32*e16+1/16*e17-1/32*e19-1/16*e21+1/128*e25+1/32*e26-1/32*e27-1/8*e29,1
/384*e1-1/32*e2+1/32*e3+1/12*e4-1/8*e6-1/96*e8+1/16*e9-1/12*e11+1/64*e13-1/32*
e14+1/32*e16-1/16*e17-1/96*e19-1/16*e21-1/12*e23+1/384*e25+1/32*e26+1/32*e27+1
/12*e28+1/8*e29],(8,6)=[5],(46,6)=[23,29],(100,7)=[57,59],(82,7)=[45,47
,53],(152,8)=[86,88,99],(82,8)=[42,56,57],(133,8)=[73,77,88],(33,8)
=[11,22,25],(6)=[1/384*e29+1/24*e27+1/64*e42+1/16*e17+1/16*e8+1/48*e5+1/48*
e51+1/32*e25+1/192*e30+1/3840*e1+1/192*e2+1/768*e12+1/64*e13+1/64*e3+1/24*e52+
1/64*e50+1/192*e24+1/10*e54+1/48*e35+1/24*e6+1/64*e40+1/192*e49+1/24*e44+1/
3840*e48+1/16*e53+1/64*e32+1/64*e14+1/24*e15+1/24*e36+1/16*e46+1/10*e10+1/768*
e38+1/48*e22+1/64*e20+1/32*e33+1/384*e19,1/96*e29-1/24*e27+1/48*e5+1/48*e51+1
/96*e30+1/960*e1+1/96*e2+1/192*e12+1/32*e13-1/24*e52+1/96*e24-1/10*e54+1/48*
e35-1/24*e6+1/32*e40+1/96*e49+1/24*e44+1/960*e48+1/32*e32+1/24*e15-1/24*e36-1/
10*e10+1/192*e38+1/48*e22+1/32*e20+1/96*e19,5/384*e29+1/24*e27+1/64*e42-1/16*
e17-1/16*e8-1/48*e5-1/48*e51+1/32*e25+1/192*e30+1/768*e1+1/192*e2+5/768*e12+1/
64*e13+1/64*e3+1/24*e52+1/64*e50+1/192*e24-1/48*e35+1/24*e6+1/64*e40+1/192*e49
-1/24*e44+1/768*e48-1/16*e53+1/64*e32+1/64*e14-1/24*e15+1/24*e36-1/16*e46+5/
768*e38-1/48*e22+1/64*e20+1/32*e33+5/384*e19,1/640*e1-1/32*e3+1/10*e10+1/128*
e12-1/32*e14+1/64*e19-1/16*e25+1/64*e29-1/16*e33+1/128*e38-1/32*e42+1/640*e48-\
1/32*e50+1/10*e54,5/384*e29-1/24*e27+1/64*e42+1/16*e17+1/16*e8-1/48*e5-1/48*
e51+1/32*e25-1/192*e30+1/768*e1-1/192*e2+5/768*e12-1/64*e13+1/64*e3-1/24*e52+1
/64*e50-1/192*e24-1/48*e35-1/24*e6-1/64*e40-1/192*e49-1/24*e44+1/768*e48+1/16*
e53-1/64*e32+1/64*e14-1/24*e15-1/24*e36+1/16*e46+5/768*e38-1/48*e22-1/64*e20+1
/32*e33+5/384*e19,1/96*e29+1/24*e27+1/48*e5+1/48*e51-1/96*e30+1/960*e1-1/96*
e2+1/192*e12-1/32*e13+1/24*e52-1/96*e24-1/10*e54+1/48*e35+1/24*e6-1/32*e40-1/
96*e49+1/24*e44+1/960*e48-1/32*e32+1/24*e15+1/24*e36-1/10*e10+1/192*e38+1/48*
e22-1/32*e20+1/96*e19,1/384*e29-1/24*e27+1/64*e42-1/16*e17-1/16*e8+1/48*e5+1/
48*e51+1/32*e25-1/192*e30+1/3840*e1-1/192*e2+1/768*e12-1/64*e13+1/64*e3-1/24*
e52+1/64*e50-1/192*e24+1/10*e54+1/48*e35-1/24*e6-1/64*e40-1/192*e49+1/24*e44+1
/3840*e48-1/16*e53-1/64*e32+1/64*e14+1/24*e15-1/24*e36-1/16*e46+1/10*e10+1/768
*e38+1/48*e22-1/64*e20+1/32*e33+1/384*e19,-1/384*e29+1/64*e42-1/16*e17+1/16*
e8+1/24*e5-1/24*e51+1/32*e25-1/64*e30+1/768*e1+1/64*e2+1/256*e12+1/64*e13+1/64
*e3-1/64*e50+1/64*e24+1/24*e35-1/64*e40-1/64*e49-1/768*e48-1/16*e53+1/64*e32-1
/64*e14+1/16*e46-1/256*e38-1/24*e22-1/64*e20-1/32*e33+1/384*e19,1/256*e1+1/64
*e2-1/64*e3-1/16*e8+3/256*e12+1/64*e13+1/64*e14+1/16*e17+1/128*e19-1/64*e20+1/
64*e24-1/32*e25-1/128*e29-1/64*e30+1/64*e32+1/32*e33-3/256*e38-1/64*e40-1/64*
e42-1/16*e46-1/256*e48-1/64*e49+1/64*e50+1/16*e53,1/384*e1+1/32*e3-1/24*e5+1/
128*e12-1/32*e14+1/192*e19+1/24*e22+1/16*e25-1/192*e29-1/16*e33-1/24*e35-1/128
*e38+1/32*e42-1/384*e48-1/32*e50+1/24*e51,1/256*e1-1/64*e2-1/64*e3+1/16*e8+3/
256*e12-1/64*e13+1/64*e14-1/16*e17+1/128*e19+1/64*e20-1/64*e24-1/32*e25-1/128*
e29+1/64*e30-1/64*e32+1/32*e33-3/256*e38+1/64*e40-1/64*e42+1/16*e46-1/256*e48+
1/64*e49+1/64*e50-1/16*e53,-1/384*e29+1/64*e42+1/16*e17-1/16*e8+1/24*e5-1/24*
e51+1/32*e25+1/64*e30+1/768*e1-1/64*e2+1/256*e12-1/64*e13+1/64*e3-1/64*e50-1/
64*e24+1/24*e35+1/64*e40+1/64*e49-1/768*e48+1/16*e53-1/64*e32-1/64*e14-1/16*
e46-1/256*e38-1/24*e22+1/64*e20-1/32*e33+1/384*e19,-1/192*e29-1/24*e27-1/32*
e42+1/48*e5+1/48*e51+1/48*e30+1/384*e1+1/48*e2+1/384*e12+1/32*e3-1/24*e52-1/32
*e50+1/96*e24+1/48*e35+1/24*e6-1/32*e40+1/96*e49-1/24*e44+1/384*e48-1/32*e32+1
/32*e14-1/24*e15+1/24*e36+1/384*e38+1/48*e22-1/192*e19,1/192*e1+1/96*e2-1/48*
e5-1/24*e6+1/192*e12+1/32*e13+1/24*e15-1/96*e19+1/32*e20-1/48*e22-1/96*e24+1/
24*e27-1/96*e29+1/96*e30-1/32*e32-1/48*e35-1/24*e36+1/192*e38-1/32*e40+1/24*
e44+1/192*e48-1/96*e49-1/48*e51+1/24*e52,-1/192*e29-1/24*e27+1/32*e42+1/48*e5
+1/48*e51-1/96*e30+1/384*e1-1/96*e2+1/384*e12+1/32*e13-1/32*e3-1/24*e52+1/32*
e50-1/48*e24+1/48*e35+1/24*e6-1/48*e49-1/24*e44+1/384*e48-1/32*e14-1/24*e15+1/
24*e36+1/384*e38+1/48*e22+1/32*e20-1/192*e19,-1/192*e29+1/24*e27+1/32*e42+1/
48*e5+1/48*e51+1/96*e30+1/384*e1+1/96*e2+1/384*e12-1/32*e13-1/32*e3+1/24*e52+1
/32*e50+1/48*e24+1/48*e35-1/24*e6+1/48*e49-1/24*e44+1/384*e48-1/32*e14-1/24*
e15-1/24*e36+1/384*e38+1/48*e22-1/32*e20-1/192*e19,1/192*e1-1/96*e2-1/48*e5+1
/24*e6+1/192*e12-1/32*e13+1/24*e15-1/96*e19-1/32*e20-1/48*e22+1/96*e24-1/24*
e27-1/96*e29-1/96*e30+1/32*e32-1/48*e35+1/24*e36+1/192*e38+1/32*e40+1/24*e44+1
/192*e48+1/96*e49-1/48*e51-1/24*e52,-1/192*e29+1/24*e27-1/32*e42+1/48*e5+1/48
*e51-1/48*e30+1/384*e1-1/48*e2+1/384*e12+1/32*e3+1/24*e52-1/32*e50-1/96*e24+1/
48*e35-1/24*e6+1/32*e40-1/96*e49-1/24*e44+1/384*e48+1/32*e32+1/32*e14-1/24*e15
-1/24*e36+1/384*e38+1/48*e22-1/192*e19,1/192*e29+1/24*e27-1/32*e42+1/48*e5-1/
48*e51-1/48*e30+1/384*e1+1/48*e2-1/384*e12+1/32*e3-1/24*e52+1/32*e50-1/96*e24-\
1/48*e35+1/24*e6+1/32*e40+1/96*e49-1/24*e44-1/384*e48-1/32*e32-1/32*e14+1/24*
e15-1/24*e36+1/384*e38+1/48*e22-1/192*e19,1/192*e29-1/24*e27+1/32*e42+1/48*e5
-1/48*e51-1/96*e30+1/384*e1+1/96*e2-1/384*e12+1/32*e13-1/32*e3+1/24*e52-1/32*
e50-1/48*e24-1/48*e35-1/24*e6+1/48*e49-1/24*e44-1/384*e48+1/32*e14+1/24*e15+1/
24*e36+1/384*e38+1/48*e22-1/32*e20-1/192*e19,1/192*e1+1/96*e2-1/48*e5-1/24*e6
-1/192*e12-1/32*e13-1/24*e15-1/96*e19+1/32*e20-1/48*e22+1/96*e24-1/24*e27+1/96
*e29-1/96*e30-1/32*e32+1/48*e35+1/24*e36+1/192*e38+1/32*e40+1/24*e44-1/192*e48
-1/96*e49+1/48*e51+1/24*e52,1/192*e1-1/96*e2-1/48*e5+1/24*e6-1/192*e12+1/32*
e13-1/24*e15-1/96*e19-1/32*e20-1/48*e22-1/96*e24+1/24*e27+1/96*e29+1/96*e30+1/
32*e32+1/48*e35-1/24*e36+1/192*e38-1/32*e40+1/24*e44-1/192*e48+1/96*e49+1/48*
e51-1/24*e52,1/192*e29+1/24*e27+1/32*e42+1/48*e5-1/48*e51+1/96*e30+1/384*e1-1
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e40-1/96*e49-1/24*e44-1/384*e48+1/32*e32-1/32*e14+1/24*e15+1/24*e36+1/384*e38+
1/48*e22-1/192*e19,1/384*e29+1/64*e42+1/16*e17+1/16*e8+1/24*e5+1/24*e51-1/32*
e25+1/64*e30+1/768*e1+1/64*e2-1/256*e12-1/64*e13+1/64*e3+1/64*e50-1/64*e24-1/
24*e35+1/64*e40-1/64*e49+1/768*e48-1/16*e53+1/64*e32+1/64*e14-1/16*e46-1/256*
e38-1/24*e22-1/64*e20-1/32*e33+1/384*e19,1/256*e1+1/64*e2-1/64*e3-1/16*e8-3/
256*e12-1/64*e13-1/64*e14-1/16*e17+1/128*e19-1/64*e20-1/64*e24+1/32*e25+1/128*
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1/32*e33-3/256*e38-1/64*e40-1/64*e42-1/16*e46+1/256*e48+1/64*e49-1/64*e50-1/16
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64*e20-1/32*e33+1/384*e19,-1/384*e29-1/24*e27+1/64*e42-1/16*e17+1/16*e8+1/48*
e5-1/48*e51-1/32*e25-1/192*e30+1/3840*e1+1/192*e2-1/768*e12-1/64*e13+1/64*e3+1
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1/768*e38+1/48*e22+1/64*e20+1/32*e33+1/384*e19,-1/96*e29+1/24*e27+1/48*e5-1/
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e42+1/16*e17-1/16*e8-1/48*e5+1/48*e51-1/32*e25-1/192*e30+1/768*e1+1/192*e2-5/
768*e12-1/64*e13+1/64*e3+1/24*e52-1/64*e50-1/192*e24+1/48*e35+1/24*e6-1/64*e40
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16*e46+5/768*e38-1/48*e22+1/64*e20+1/32*e33+5/384*e19,1/640*e1-1/32*e3+1/10*
e10-1/128*e12+1/32*e14+1/64*e19+1/16*e25-1/64*e29-1/16*e33+1/128*e38-1/32*e42-\
1/640*e48+1/32*e50-1/10*e54,-5/384*e29+1/24*e27+1/64*e42-1/16*e17+1/16*e8-1/
48*e5+1/48*e51-1/32*e25+1/192*e30+1/768*e1-1/192*e2-5/768*e12+1/64*e13+1/64*e3
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768*e48+1/16*e53-1/64*e32-1/64*e14+1/24*e15+1/24*e36-1/16*e46+5/768*e38-1/48*
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1/960*e1-1/96*e2-1/192*e12+1/32*e13+1/24*e52+1/96*e24+1/10*e54-1/48*e35+1/24*
e6+1/32*e40-1/96*e49+1/24*e44-1/960*e48-1/32*e32-1/24*e15-1/24*e36-1/10*e10+1/
192*e38+1/48*e22-1/32*e20+1/96*e19,-1/384*e29+1/24*e27+1/64*e42+1/16*e17-1/16
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1/64*e3-1/24*e52-1/64*e50+1/192*e24-1/10*e54-1/48*e35-1/24*e6+1/64*e40-1/192*
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1/10*e10+1/768*e38+1/48*e22-1/64*e20+1/32*e33+1/384*e19],(36,6)=[17,23,24],
(61,7)=[31,34,41],(7)=[1/64*e47+1/256*e29+1/256*e28+1/48*e79+1/3072*e27+1/
384*e42+1/384*e17+1/2304*e41+1/72*e8+1/288*e5+1/288*e51+1/1536*e86+1/20*e25+1/
32*e39+1/32*e93+1/96*e30+1/96*e77+1/46080*e1+1/1536*e2+1/48*e37+1/20*e12+1/
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72*e91+1/36*e54+1/128*e35+1/48*e6+1/64*e9+1/48*e21+1/48*e90+1/7680*e71+1/48*
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32*e93+1/48*e30+1/48*e77+1/9216*e1+1/512*e2+1/9216*e85+1/128*e75+1/256*e3-1/
384*e4+1/32*e23+1/64*e92+1/128*e73-1/72*e91-1/36*e54+1/128*e35+1/64*e9+1/1536*
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512*e86-1/20*e25+1/32*e39+1/32*e93+1/5120*e1+1/512*e2-1/20*e12+1/5120*e85+1/
128*e75+1/256*e3+1/128*e4-1/32*e23-1/64*e92+1/128*e73+1/128*e35-1/64*e9+3/2560
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48*e79+5/1536*e27+1/192*e42+1/192*e17+5/1152*e41+1/72*e8+1/288*e5+1/288*e51+1/
768*e86+1/96*e30+1/96*e77+1/4608*e1+1/768*e2-1/48*e37+1/4608*e85-1/64*e75-1/
128*e3-1/192*e4-1/48*e52+1/192*e73+1/72*e91+1/36*e54-1/64*e35-1/48*e6-1/48*e21
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128*e59+1/96*e20+1/768*e57-1/128*e87+1/768*e34+1/12*e95+5/1536*e56,1/64*e47+1
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4608*e85-1/64*e75-1/128*e3+1/192*e4+1/48*e52-1/192*e73+1/72*e91+1/36*e54-1/64*
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1/96*e65-1/12*e14+1/768*e16+1/64*e36-1/192*e46+1/64*e63-1/64*e18-1/128*e62+1/
192*e88-1/64*e60-1/128*e59+1/96*e20-1/768*e57-1/128*e87-1/768*e34-1/12*e95+5/
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32*e23+1/64*e92-1/48*e52-1/384*e73+1/36*e91+1/18*e54+1/128*e35-1/48*e6+1/64*e9
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48*e66-1/288*e89-1/96*e65+1/1536*e16+3/128*e36-1/384*e46+3/128*e63-1/32*e10+1/
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1/1536*e34+1/32*e81+5/3072*e56,1/64*e47+1/256*e29-3/256*e28+3/1024*e27-1/128*
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e2-1/20*e12+1/5120*e85+1/128*e75+1/256*e3-1/128*e4+1/32*e23+1/64*e92-1/128*e73
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3/256*e59-1/512*e57+1/256*e87-1/512*e34+1/32*e81+3/1024*e56-1/20*e94,1/64*e47
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e5+1/144*e51-1/512*e86-1/32*e39-1/32*e93+1/48*e30+1/48*e77+1/9216*e1-1/512*e2+
1/9216*e85+1/128*e75+1/256*e3+1/384*e4-1/32*e23-1/64*e92-1/128*e73-1/72*e91-1/
36*e54+1/128*e35-1/64*e9+1/1536*e71+1/144*e44-1/64*e68-1/32*e69-1/64*e32+1/144
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3072*e27-1/384*e42-1/384*e17+1/2304*e41+1/72*e8+1/288*e5+1/288*e51-1/1536*e86+
1/20*e25+1/32*e39+1/32*e93+1/96*e30+1/96*e77+1/46080*e1-1/1536*e2-1/48*e37+1/
20*e12+1/46080*e85+1/128*e75+1/256*e3-1/384*e4-1/32*e23-1/64*e92-1/48*e52-1/
384*e73+1/72*e91+1/36*e54+1/128*e35-1/48*e6-1/64*e9-1/48*e21-1/48*e90+1/7680*
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1/96*e65-1/12*e14+1/7680*e16-1/128*e36-1/384*e46-1/128*e63+1/32*e10+1/128*e18+
1/256*e62-1/384*e88+1/128*e60-1/256*e59+1/96*e20-1/1536*e57+1/256*e87-1/1536*
e34-1/12*e95-1/32*e81+1/3072*e56+1/20*e94,-1/128*e29+1/48*e79+1/1536*e27-1/
192*e42+1/192*e17+1/96*e5+1/96*e51-1/384*e86-1/20*e25-1/96*e30-1/96*e77+1/7680
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e68+1/20*e83-1/32*e32-1/48*e66-1/96*e89+1/96*e65+1/1920*e16+1/192*e46+1/128*
e62-1/64*e60+1/96*e20-1/384*e57-1/128*e87+1/384*e34-1/1536*e56-1/20*e94,-1/48
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1/96*e77+1/1920*e1+1/192*e2-1/48*e37-1/20*e12-1/1920*e85-1/48*e52-1/96*e73-1/
48*e6+1/48*e21+1/48*e90-1/480*e71+1/48*e49-1/96*e44-1/20*e83+1/48*e66-1/96*e89
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1/96*e30+1/96*e77+1/1536*e1+1/384*e2+1/48*e37-1/1536*e85+1/128*e3+1/32*e92+1/
48*e52-1/192*e73+1/64*e35+1/48*e6-1/32*e9-1/48*e21-1/48*e90-1/384*e71-1/48*e49
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128*e62-1/64*e60-1/96*e20-1/384*e57-1/128*e87+1/384*e34-5/1536*e56,1/1280*e1-\
1/64*e3+1/20*e12+1/320*e16-1/20*e25+1/256*e27+1/64*e29-1/32*e35-1/256*e56+1/32
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1/384*e62-5/4608*e60-1/96*e76+1/288*e96+1/64*e87+5/4608*e81-1/1152*e74+1/96*
e94,1/80*e47-1/96*e28+1/48*e79+1/3072*e67+1/192*e27+1/256*e26-1/128*e42+1/40*
e17+1/192*e8+1/192*e43+3/256*e51-1/1536*e86-1/512*e25+1/1536*e39+1/30720*e1+1/
15360*e2-1/64*e12+1/128*e31-1/192*e75+1/1536*e3-1/256*e4-7/30720*e23-3/256*e92
-1/768*e50+1/1536*e91+1/48*e104+1/384*e101+1/64*e102-1/3072*e24+1/96*e70-1/96*
e54-7/10240*e106+1/1536*e109+1/768*e110-1/512*e112+3/256*e113+1/128*e115-1/192
*e116+1/192*e118+1/96*e119-1/128*e121-1/64*e122-1/80*e124-1/40*e125+7/30720*
e127-1/3072*e129-1/15360*e107-1/768*e6+1/192*e7+1/512*e40+1/256*e133-1/192*
e135-1/96*e137-1/64*e143+1/40*e145-1/30720*e149+1/15360*e150-1/1536*e151+1/512
*e131-1/15360*e49+1/128*e141+1/96*e97-1/64*e72+1/256*e68-3/256*e69-1/384*e157-\
1/256*e152+1/192*e154-1/192*e155+1/64*e158-1/48*e159-1/80*e160+1/40*e161+1/768
*e153-1/192*e53+1/64*e32-1/40*e58-1/192*e89-1/1536*e61+1/384*e65-1/384*e11-1/
48*e14+1/80*e16+1/192*e63+7/10240*e38-1/768*e84-1/1536*e62-7/6144*e60-1/192*
e76-1/192*e96-1/256*e87-1/40*e34+7/6144*e81+1/768*e74+1/64*e56+1/192*e94-1/128
*e45+1/3072*e82,1/80*e47+1/96*e28-1/48*e79-1/3072*e67+1/192*e27-1/256*e26-1/
128*e42-1/40*e17+1/192*e8-1/192*e43-3/256*e51+1/1536*e86-1/512*e25-1/1536*e39+
1/30720*e1-1/15360*e2-1/64*e12-1/128*e31+1/192*e75+1/1536*e3+1/256*e4-7/30720*
e23+3/256*e92-1/768*e50+1/1536*e91-1/48*e104-1/384*e101+1/64*e102+1/3072*e24-1
/96*e70-1/96*e54-7/10240*e106-1/1536*e109+1/768*e110-1/512*e112-3/256*e113+1/
128*e115+1/192*e116-1/192*e118+1/96*e119+1/128*e121-1/64*e122-1/80*e124+1/40*
e125+7/30720*e127+1/3072*e129+1/15360*e107-1/768*e6-1/192*e7+1/512*e40-1/256*
e133-1/192*e135+1/96*e137-1/64*e143+1/40*e145-1/30720*e149-1/15360*e150-1/1536
*e151+1/512*e131+1/15360*e49-1/128*e141-1/96*e97-1/64*e72+1/256*e68+3/256*e69+
1/384*e157+1/256*e152-1/192*e154-1/192*e155+1/64*e158+1/48*e159-1/80*e160-1/40
*e161+1/768*e153+1/192*e53+1/64*e32+1/40*e58+1/192*e89+1/1536*e61-1/384*e65+1/
384*e11+1/48*e14+1/80*e16+1/192*e63+7/10240*e38-1/768*e84-1/1536*e62-7/6144*
e60-1/192*e76-1/192*e96-1/256*e87-1/40*e34+7/6144*e81+1/768*e74+1/64*e56+1/192
*e94+1/128*e45-1/3072*e82,-1/96*e28-1/48*e79-5/3072*e67+1/576*e27+1/768*e26-1
/384*e42-1/192*e8+1/192*e43+1/256*e51+5/1536*e86+1/512*e25-5/1536*e39+1/144*
e30+1/72*e77+1/18432*e1-1/3072*e2+1/64*e12-1/128*e31-1/192*e75-1/1536*e3-1/768
*e4-7/18432*e23-1/256*e92-1/72*e99+1/768*e50-1/1536*e91-1/48*e104-1/384*e101-1
/64*e102+5/3072*e24+1/96*e70+1/96*e54-7/6144*e106-5/1536*e109-1/768*e110+1/512
*e112+1/256*e113+1/384*e115-1/192*e116+1/192*e118-1/96*e119+1/128*e121+1/64*
e122+7/18432*e127+5/3072*e129+1/3072*e107-1/2304*e6+1/192*e7-1/144*e9-1/512*
e40+1/768*e133-1/576*e135-1/96*e137-1/144*e139+1/64*e143+1/24*e147-1/18432*
e149-1/3072*e150+1/1536*e151-1/512*e131+1/3072*e49-1/128*e141+1/96*e97+1/64*
e72-1/256*e68-1/256*e69+1/384*e157-1/768*e152+1/192*e154+1/192*e155+1/144*e156
-1/64*e158+1/48*e159-1/24*e162+1/2304*e153-1/192*e53-1/64*e32-1/192*e89+5/1536
*e61-1/384*e65+1/384*e11+1/48*e14+1/24*e36+1/576*e63+7/6144*e38-1/2304*e84+1/
1536*e62-35/18432*e60+1/192*e76-1/576*e96+1/256*e87-1/24*e19+35/18432*e81+1/
2304*e74-1/64*e56-1/192*e94+1/128*e45-5/3072*e82,-1/96*e28+1/48*e79-5/3072*
e67-1/192*e27-1/256*e26+1/128*e42-1/192*e8+1/192*e43-3/256*e51+5/1536*e86+1/
512*e25-5/1536*e39+1/43008*e1-1/3072*e2-1/64*e12+1/128*e31-1/192*e75-1/1536*e3
+1/256*e4-1/6144*e23+3/256*e92+1/768*e50-1/1536*e91+1/48*e104+1/384*e101+1/64*
e102+5/3072*e24+1/96*e70+1/96*e54-1/2048*e106-5/1536*e109-1/768*e110+1/512*
e112-3/256*e113-1/128*e115-1/192*e116+1/192*e118-1/96*e119-1/128*e121-1/64*
e122+1/6144*e127+5/3072*e129+1/3072*e107+1/768*e6+1/192*e7+1/14*e21-1/512*e40-\
1/256*e133+1/192*e135-1/96*e137-1/64*e143-1/43008*e149-1/3072*e150+1/1536*e151
-1/512*e131+1/3072*e49+1/128*e141+1/96*e97-1/64*e72-1/256*e68+3/256*e69-1/384*
e157+1/256*e152+1/192*e154+1/192*e155+1/64*e158-1/48*e159-1/14*e163-1/768*e153
-1/192*e53+1/64*e32-1/192*e89+5/1536*e61+1/384*e65-1/384*e11-1/48*e14-1/192*
e63+1/2048*e38+1/768*e84+1/1536*e62-5/6144*e60+1/192*e76+1/192*e96+1/256*e87+5
/6144*e81-1/768*e74+1/64*e56-1/192*e94-1/128*e45-5/3072*e82,-1/80*e47+1/96*
e28+1/48*e79-1/768*e67+1/576*e27-1/384*e42+1/40*e17-1/192*e8-1/192*e43+1/384*
e86-1/256*e25-1/384*e39-1/72*e30-1/36*e77+1/46080*e1-1/3840*e2-1/64*e31+1/192*
e75+1/768*e3-7/46080*e23+1/36*e99-1/384*e50+1/768*e91+1/48*e104-1/192*e101+1/
768*e24-1/96*e70+1/96*e54-7/15360*e106-1/384*e109+1/384*e110-1/256*e112+1/384*
e115+1/192*e116-1/192*e118-1/96*e119+1/64*e121+1/80*e124-1/40*e125+7/46080*
e127+1/768*e129+1/3840*e107-1/2304*e6-1/192*e7+1/72*e9+1/256*e40-1/576*e135+1/
96*e137+1/72*e139-1/40*e145-1/46080*e149-1/3840*e150-1/768*e151+1/256*e131+1/
3840*e49-1/64*e141-1/96*e97+1/128*e68+1/192*e157-1/192*e154+1/192*e155-1/72*
e156-1/48*e159+1/80*e160+1/40*e161+1/2304*e153+1/192*e53-1/40*e58+1/192*e89+1/
384*e61-1/192*e65+1/192*e11-1/48*e14-1/80*e16+1/576*e63+7/15360*e38-1/2304*e84
-1/768*e62-7/9216*e60+1/192*e76-1/576*e96-1/128*e87+1/40*e34+7/9216*e81+1/2304
*e74-1/192*e94+1/64*e45-1/768*e82,-1/80*e47-1/512*e67-1/288*e27+1/384*e26+1/
192*e42-1/40*e17+1/96*e8+1/128*e51+1/256*e86-1/256*e25-1/256*e39+1/144*e30+1/
72*e77+1/46080*e1-1/2560*e2+1/768*e3-1/384*e4-7/46080*e23-1/128*e92-1/72*e99-1
/384*e50+1/768*e91+1/512*e24-1/48*e54-7/15360*e106-1/256*e109+1/384*e110-1/256
*e112+1/128*e113-1/192*e115+1/48*e119+1/80*e124+1/40*e125+7/46080*e127+1/512*
e129+1/2560*e107+1/1152*e6-1/144*e9+1/256*e40+1/384*e133+1/288*e135-1/144*e139
-1/40*e145-1/24*e147-1/46080*e149-1/2560*e150-1/768*e151+1/256*e131+1/2560*e49
+1/128*e68-1/128*e69-1/384*e152-1/96*e155+1/144*e156+1/80*e160-1/40*e161+1/24*
e162-1/1152*e153+1/40*e58+1/256*e61-1/80*e16-1/24*e36-1/288*e63+7/15360*e38+1/
1152*e84-1/768*e62-7/9216*e60-1/96*e76+1/288*e96-1/128*e87+1/24*e19+1/40*e34+7
/9216*e81-1/1152*e74+1/96*e94-1/512*e82,1/80*e47+1/96*e28-1/48*e79-1/768*e67-\
1/192*e27+1/128*e42+1/40*e17-1/192*e8-1/192*e43+1/384*e86-1/256*e25-1/384*e39+
1/107520*e1-1/3840*e2+1/64*e31+1/192*e75+1/768*e3-1/15360*e23-1/384*e50+1/768*
e91-1/48*e104+1/192*e101+1/768*e24-1/96*e70+1/96*e54-1/5120*e106-1/384*e109+1/
384*e110-1/256*e112-1/128*e115+1/192*e116-1/192*e118-1/96*e119-1/64*e121-1/80*
e124-1/40*e125+1/15360*e127+1/768*e129+1/3840*e107+1/768*e6-1/192*e7-1/14*e21+
1/256*e40+1/192*e135+1/96*e137+1/40*e145-1/107520*e149-1/3840*e150-1/768*e151+
1/256*e131+1/3840*e49+1/64*e141-1/96*e97+1/128*e68-1/192*e157-1/192*e154+1/192
*e155+1/48*e159-1/80*e160+1/40*e161+1/14*e163-1/768*e153+1/192*e53-1/40*e58+1/
192*e89+1/384*e61+1/192*e65-1/192*e11+1/48*e14+1/80*e16-1/192*e63+1/5120*e38+1
/768*e84-1/768*e62-1/3072*e60+1/192*e76+1/192*e96-1/128*e87-1/40*e34+1/3072*
e81-1/768*e74-1/192*e94-1/64*e45-1/768*e82,1/80*e47+1/96*e28+1/48*e79-1/3072*
e67-1/576*e27+1/768*e26+1/384*e42-1/40*e17+1/192*e8-1/192*e43+1/256*e51+1/1536
*e86-1/512*e25-1/1536*e39-1/144*e30-1/72*e77+1/645120*e1-1/15360*e2+1/64*e12+1
/128*e31+1/192*e75+1/1536*e3-1/768*e4-1/92160*e23-1/256*e92+1/72*e99-1/768*e50
+1/1536*e91+1/48*e104+1/384*e101-1/64*e102+1/3072*e24-1/96*e70-1/96*e54-1/
30720*e106-1/1536*e109+1/768*e110-1/512*e112+1/256*e113-1/384*e115+1/192*e116-\
1/192*e118+1/96*e119-1/128*e121+1/64*e122-1/80*e124+1/40*e125+1/92160*e127+1/
3072*e129+1/15360*e107+1/2304*e6-1/192*e7+1/144*e9+1/14*e21+1/512*e40+1/768*
e133+1/576*e135+1/96*e137+1/144*e139+1/64*e143+1/40*e145+1/24*e147-1/645120*
e149-1/15360*e150-1/1536*e151+1/512*e131+1/15360*e49+1/128*e141-1/96*e97+1/64*
e72+1/256*e68-1/256*e69-1/384*e157-1/768*e152-1/192*e154-1/192*e155-1/144*e156
-1/64*e158-1/48*e159-1/80*e160-1/40*e161-1/24*e162-1/14*e163-1/2304*e153+1/192
*e53-1/64*e32+1/40*e58+1/192*e89+1/1536*e61+1/384*e65-1/384*e11-1/48*e14+1/80*
e16+1/24*e36-1/576*e63+1/30720*e38+1/2304*e84-1/1536*e62-1/18432*e60-1/192*e76
+1/576*e96-1/256*e87-1/24*e19-1/40*e34+1/18432*e81-1/2304*e74-1/64*e56+1/192*
e94-1/128*e45-1/3072*e82],(67,8)=[27,34,46],(35,5)=[19,20],(25,5)=[13,
16],(15,6)=[4,9,11],(50,7)=[23,28,34],(177,8)=[103,105],(73,8)=[33,
40,50],(32,8)=[10,21,22,24],(63,6)=[34,35],(3,3)=[2],(5,7)=[3,5],(
169,8)=[98,99,101],(55,8)=[22,37,39],(16,7)=[1,12],(17,5)=[7,11,12]
,(7,7)=[4,7],(69,7)=[36,46,47],(135,8)=[75,89],(4,2)=[2],(0,2)=[[2,[
2]],[5,[1,2]]],(19,4)=[9,10],(0,3)=[[3,[2,3]],[5,[1,3]],[10,[1,2
,3]]],(48,6)=[25,30],(51,6)=[26,28,33],(108,7)=[63,64],(157,8)=[90,
92,104],(0,4)=[[3,[2,4]],[5,[2,3,4]],[8,[1,3,4]],[12,[1,2,4]],
[20,[1,2,3,4]]],(66,8)=[33,45],(85,8)=[45,58],(34,7)=[12,24],(12,5)
=[5,8],(40,7)=[18,28],(59,7)=[29,32,40],(75,8)=[35,51,52],(98,8)=[48
,53,66],(31,6)=[15,20],(106,7)=[61,64],(80,7)=[43,45,52],(173,8)=[
101,104],(6,5)=[4,5],(31,5)=[16,17],(179,8)=[105,106,108],(11,7)=[7,
10],(147,8)=[83,95],(176,8)=[103,104],(13,5)=[6,9],(14,6)=[3,9,10],(
64,7)=[34,43],(36,7)=[14,25,26],(119,8)=[63,66,79,80],(5,3)=[2,3],(
87,8)=[42,47,59,60],(28,6)=[12,18],(86,7)=[48,49,56],(49,6)=[25,26,
31],(101,7)=[57,58,60],(172,8)=[100,101,103],(47,6)=[24,29],(167,8)=[
97,99],(26,7)=[11,18],(45,8)=[23,31],(3,7)=[2,3],(12,8)=[7,11],(20,5
)=[10,13],(35,8)=[13,24,25],(39,7)=[17,27,28],(77,7)=[40,44,51],(28,
5)=[14,15,19],(80,8)=[40,55],(19,7)=[4,13,15],(33,5)=[17,19],(44,8)=
[22,30,32],(155,8)=[88,91,102],(156,8)=[89,90,103],(1,2)=[1],(3,4)=[
2],(89,8)=[44,49,60,61],(5,5)=[3,4],(94,7)=[53,54,64],(98,7)=[56,57
],(32,7)=[17,22,23],(107,8)=[57,71,72],(146,8)=[82,84,94],(2,2)=[1],
(13,4)=[6,8],(28,7)=[13,19,20],(141,8)=[79,92],(99,7)=[56,58],(31,7)
=[16,21,22],(153,8)=[87,89,100],(53,7)=[26,36],(65,7)=[32,35,44],(27
,8)=[5,18,20],(111,8)=[58,61,74],(109,7)=[64,65],(118,8)=[62,65,79]
,(59,6)=[32],(21,8)=[14,15],(9,8)=[5,6,8],(83,8)=[43,57],(154,8)=[87,
88,90,101],(109,8)=[56,59,73],(163,8)=[95,110],(17,8)=[11,14],(125,8
)=[69,83,84],(5,8)=[3,5],(59,8)=[26,40],(1,5)=[1],(4,6)=[2,4],(168,8
)=[98,100],(71,8)=[31,38,48,49],(24,7)=[9,16,17],(182,8)=[107,108],(
129,8)=[71,73,86],(162,8)=[94,95,109],(12,6)=[1,8],(12,7)=[8,9],(110
,8)=[57,60,73,74],(90,7)=[50,51,52,60],(20,4)=[10],(24,6)=[8,16],(
184,8)=[109,110],(3,8)=[2,3],(56,6)=[30,31],(83,7)=[46,54],(4,5)=[2,
4],(53,8)=[20,36],(49,8)=[16,34],(142,8)=[80,92],(17,7)=[2,12,13],(
143,8)=[79,81,93],(7,6)=[4,6],(43,7)=[21,30],(88,7)=[49,51,58],(29,
7)=[14,20,21],(17,6)=[6,11,12],(18,8)=[12],(15,7)=[11],(58,8)=[25,39,
40],(7,5)=[5],(178,8)=[104,105,107],(14,4)=[6,7,9],(149,8)=[85,96],(
145,8)=[81,83,94],(2,5)=[1,2],(136,8)=[76,89],(100,8)=[50,55,67],(41
,7)=[19,29],(122,8)=[66,69,81,82],(185,8)=[110],(158,8)=[90,91,93,
105],(23,6)=[12,15],(72,8)=[32,39,49,50],(5,2)=[2],(22,6)=[11,14,15]
,(13,7)=[9,10],(106,8)=[56,71],(13,8)=[8,9],(68,7)=[35,46],(47,7)=[20
,25,32,33],(123,8)=[67,70,82],(6,3)=[3,4],(52,6)=[27,28,34],(160,8
)=[92,93,107],(30,6)=[14,19,20],(16,4)=[8],(89,7)=[50,59],(15,5)=[8,
10],(2,6)=[1,2],(52,8)=[19,35,37],(36,5)=[20],(42,6)=[21,27],(93,7)=[
52,53,63],(34,5)=[18,19],(1,6)=[1],(25,7)=[10,17,18],(108,8)=[58,72]
,(19,5)=[9,13],(104,8)=[54,69,70],(53,6)=[28,29,35],(72,7)=[39,48],(
148,8)=[84,95],(3,6)=[2,3],(91,8)=[46,62],(138,8)=[76,78,80,90],(60,
6)=[32,33,34],(50,8)=[17,34,35],(54,6)=[29,36],(27,5)=[14,18],(27,7)
=[12,19],(116,8)=[60,66,77,78],(171,8)=[100],(86,8)=[41,46,59],(87,7
)=[49,50,57],(20,8)=[13,14],(8,3)=[4],(33,7)=[18,23],(21,7)=[6,14,15
,16],(73,7)=[38,40,49],(31,8)=[9,21,23],(42,8)=[20,29],(4,4)=[2,3],
(85,7)=[48,55],(14,5)=[7,9,10],(40,6)=[19,21,26],(8,7)=[5,6],(60,7)
=[30,33,40,41],(29,5)=[15,20],(18,7)=[3,13,14],(52,7)=[25,35,36],(
18,6)=[7,12],(66,7)=[33,36,44,45],(10,8)=[6,9],(30,5)=[16],(94,8)=[
49,63,64],(3,2)=[1,2],(2,7)=[1,2],(58,7)=[31,39],(78,7)=[41,45,51],
(5,4)=[3],(18,4)=[9],(48,8)=[26,33],(170,8)=[99,102],(140,8)=[78,82,
91],(7,3)=[3,5],(81,8)=[41,56],(56,7)=[29,38],(13,6)=[2,8,9],(104,7)
=[60,62],(2,3)=[1,2],(9,4)=[4,6],(21,5)=[9,11,14],(28,8)=[6,18,19,
21],(47,8)=[25,32,33],(132,8)=[74,76,87],(9,3)=[4,5],(39,6)=[20,25],
(41,6)=[20,22,26],(92,7)=[52,62],(48,7)=[21,26,33],(26,5)=[13,14,17
],(174,8)=[101,102,105],(97,8)=[47,52,65,66],(99,8)=[49,54,66,67],(
1,1)=[1],(49,7)=[22,27,33,34],(183,8)=[108,109],(74,8)=[34,51],(15,4
)=[7,10],(5,6)=[3],(64,6)=[35,36],(38,6)=[19,25],(23,7)=[8,16],(105,7
)=[60,61,63],(90,8)=[45,50,61],(43,8)=[21,29,30,31],(61,6)=[33,35],
(107,7)=[62,63],(46,7)=[19,24,32],(4,8)=[2,4],(151,8)=[86,87,98],(60
,8)=[27,41],(16,6)=[5,10,11],(76,8)=[36,52,53],(120,8)=[64,67,80],(
35,7)=[13,24,25],(76,7)=[41,43,50],(4,7)=[2,4],(10,7)=[6,7,9],(17,
4)=[8,9],(11,8)=[6,7,10],(20,6)=[9,13,14],(55,7)=[28,37],(69,8)=[29,
36,47,48],(11,6)=[7],(175,8)=[102,106],(7,8)=[4,7],(117,8)=[61,67,78
],(124,8)=[68,83],(38,7)=[16,26,27],(103,8)=[53,69],(14,7)=[10,11],(
70,7)=[37,47],(34,8)=[12,23,24],(137,8)=[75,77,79,90],(1,3)=[1],(32,
5)=[17,18],(1,7)=[1],(95,7)=[54,65],(38,8)=[16,27],(96,8)=[46,51,65],
(8,8)=[5],(166,8)=[97,98],(23,8)=[1,16],(9,6)=[5,6],(40,8)=[18,28,29
],(113,8)=[60,63,75,76],(159,8)=[91,94,106],(18,5)=[8,12],(91,7)=[51
,53,61],(180,8)=[106,109],(101,8)=[51,68],(130,8)=[72,74,86],(19,6)=
[8,13],(22,7)=[7,15,17],(6,8)=[3,4,6],(23,5)=[11,15],(61,8)=[28,41,
42],(42,7)=[20,29,30],(115,8)=[59,65,77],(8,5)=[1,6],(57,7)=[30,38,
39],(25,8)=[3,17,18],(29,8)=[7,19,22],(11,5)=[4,7,8],(126,8)=[70,84
],(45,7)=[23,31],(32,6)=[13,16,21],(84,8)=[44,57,58],(81,7)=[44,46,
53],(95,8)=[50,64],(7,4)=[2,4,5],(10,4)=[5,6],(62,7)=[32,42],(15,8)=
[9,10,12],(9,5)=[2,6,7],(97,7)=[55,56],(16,5)=[6,11],(27,6)=[11,17,
18],(30,8)=[8,20,21],(11,4)=[4,7],(10,5)=[3,7],(26,6)=[10,17],(84,7)
=[47,54],(36,8)=[14,25,26],(67,7)=[34,37,45],(30,7)=[15,20,22],(164,
8)=[96],(128,8)=[72,85],(68,8)=[28,35,46,47],(55,6)=[30],(43,6)=[22,
27],(54,7)=[27,36,37],(12,4)=[5,7],(62,8)=[29,42,43],(44,6)=[21,23,
28],(22,8)=[15],(181,8)=[107],(19,8)=[12,13],(121,8)=[65,68,81],(79,7)
=[42,44,52],(64,8)=[31,43,44],(62,6)=[34],(6,6)=[3,4,5],(78,8)=[38,
53,54],(1,4)=[1],(57,6)=[31,32],(51,7)=[24,35],(3,5)=[2,3],(96,7)=[55
],(161,8)=[93,94,108],(4,3)=[1,3],(0,1)=[[2,[1]]],(21,6)=[10,14],(63,
8)=[30,42,44],(65,6)=[36],(44,7)=[22,30,31],(58,6)=[31,33],(39,8)=[17
,27,28],(22,5)=[10,12,14],(29,6)=[13,19],(8,4)=[3,5],(35,6)=[16,23]
,(45,6)=[22,24,28],(165,8)=[96,97],(110,7)=[65],(6,7)=[3,4,6],(37,8)
=[15,26],(25,6)=[9,16,17],(79,8)=[39,54,55],(102,8)=[52,68,69],(70,
8)=[30,37,47,49],(103,7)=[59,60],(54,8)=[21,36,37,38],(88,8)=[43,48
,60],(14,8)=[8,10],(93,8)=[48,63],(112,8)=[59,62,75],(144,8)=[80,82,
93],(46,8)=[24,31,32],(131,8)=[73,75,87],(24,5)=[12,15],(34,6)=[15,
18,22],(105,8)=[55,70],(2,4)=[1,2],(2,8)=[1,2],(1,8)=[1],(33,6)=[14,
17,21,22],(37,7)=[15,25,27],(24,8)=[2,16,17]]):