12a
0711
(K12a
0711
)
A knot diagram
1
Linearized knot diagam
3 8 6 12 1 11 9 2 5 4 7 10
Solving Sequence
7,11 4,12
5 6 3 10 1 9 8 2
c
11
c
4
c
6
c
3
c
10
c
12
c
9
c
7
c
2
c
1
, c
5
, c
8
Ideals for irreducible components
2
of X
par
I
u
1
= h8.24922 × 10
742
u
150
− 6.55529 × 10
743
u
149
+ ··· + 3.04139 × 10
743
b − 5.19965 × 10
746
,
− 1.91365 × 10
744
u
150
+ 1.50999 × 10
745
u
149
+ ··· + 2.56085 × 10
745
a + 1.17408 × 10
748
,
u
151
− 9u
150
+ ··· − 77784u + 6736i
I
u
2
= h−u
37
− u
36
+ ··· + b − 1, 6999926753u
38
+ 2532872060u
37
+ ··· + 288793a − 11032994937,
u
39
+ u
38
+ ··· − u − 1i
I
u
3
= h−85a
8
− 32a
7
− 448a
6
− 448a
5
− 2000a
4
+ 136a
3
− 192a
2
+ 6925b − 2531a + 6968,
a
9
+ 2a
8
+ 5a
7
+ 8a
6
+ 23a
5
+ 32a
4
+ 14a
3
+ 64a
2
+ 45a + 19, u + 1i
* 3 irreducible components of dim
C
= 0, with total 199 representations.
1
The image of knot diagram is generated by the software “Draw programme” developed by An-
drew Bartholomew(http://www.layer8.co.uk/maths/draw/index.htm#Running-draw), where we modi-
fied some parts for our purpose(https://github.com/CATsTAILs/LinksPainter).
2
All coefficients of polynomials are rational numbers. But the coefficients are sometimes approximated
in decimal forms when there is not enough margin.
1
I. I
u
1
= h8.25 × 10
742
u
150
− 6.56 × 10
743
u
149
+ · · · + 3.04 × 10
743
b − 5.20 ×
10
746
, −1.91 × 10
744
u
150
+ 1.51 × 10
745
u
149
+ · · · + 2.56 × 10
745
a + 1.17 ×
10
748
, u
151
− 9u
150
+ · · · − 77784u + 6736i
(i) Arc colorings
a
7
=
0
u
a
11
=
1
0
a
4
=
0.0747273u
150
− 0.589646u
149
+ ··· + 4669.48u − 458.472
−0.271232u
150
+ 2.15536u
149
+ ··· − 18159.9u + 1709.63
a
12
=
1
−u
2
a
5
=
0.259176u
150
− 2.05119u
149
+ ··· + 16884.5u − 1609.69
−0.482694u
150
+ 3.83638u
149
+ ··· − 32357.4u + 3046.71
a
6
=
−u
u
a
3
=
0.285342u
150
− 2.26639u
149
+ ··· + 19122.6u − 1824.73
−0.481847u
150
+ 3.83211u
149
+ ··· − 32613.1u + 3075.89
a
10
=
0.156568u
150
− 1.18601u
149
+ ··· + 6150.56u − 500.970
−0.237458u
150
+ 1.84504u
149
+ ··· − 12246.5u + 1099.36
a
1
=
−0.0511511u
150
+ 0.360790u
149
+ ··· − 94.6698u − 31.6119
0.169936u
150
− 1.30531u
149
+ ··· + 8352.58u − 755.541
a
9
=
−0.00946656u
150
+ 0.0828584u
149
+ ··· − 794.621u + 60.1216
−0.0350054u
150
+ 0.281146u
149
+ ··· − 2352.55u + 222.943
a
8
=
0.133701u
150
− 1.12764u
149
+ ··· + 14432.4u − 1420.98
0.182247u
150
− 1.40174u
149
+ ··· + 8483.12u − 742.235
a
2
=
−0.0873086u
150
+ 0.720271u
149
+ ··· − 9059.99u + 925.738
0.299897u
150
− 2.44549u
149
+ ··· + 24187.2u − 2325.01
(ii) Obstruction class = −1
(iii) Cusp Shapes = −1.63892u
150
+ 13.2222u
149
+ ··· − 122765.u + 11717.8
2
(iv) u-Polynomials at the component
Crossings u-Polynomials at each crossing
c
1
, c
7
u
151
+ 48u
150
+ ··· − 80674u − 2401
c
2
, c
8
u
151
+ 24u
149
+ ··· − 426u − 49
c
3
u
151
− 14u
150
+ ··· − 257214751u − 31536997
c
4
u
151
+ 5u
150
+ ··· + 966u − 59
c
5
u
151
− 2u
150
+ ··· − 79507801u − 5859071
c
6
, c
11
u
151
+ 9u
150
+ ··· − 77784u − 6736
c
9
u
151
− 3u
150
+ ··· − 8069u − 2036
c
10
u
151
− u
150
+ ··· − 2526120u − 565463
c
12
u
151
− 13u
150
+ ··· + 38u − 1
3
(v) Riley Polynomials at the component
Crossings Riley Polynomials at each crossing
c
1
, c
7
y
151
+ 128y
150
+ ··· − 1298802126y −5764801
c
2
, c
8
y
151
+ 48y
150
+ ··· − 80674y −2401
c
3
y
151
− 60y
150
+ ··· + 55902493354214959y −994582179778009
c
4
y
151
+ 17y
150
+ ··· − 183124y −3481
c
5
y
151
− 32y
150
+ ··· + 1942239802906837y −34328712983041
c
6
, c
11
y
151
− 91y
150
+ ··· + 1433388480y −45373696
c
9
y
151
− 13y
150
+ ··· + 100856849y −4145296
c
10
y
151
+ 37y
150
+ ··· − 18861220167282y −319748404369
c
12
y
151
+ 19y
150
+ ··· + 64y −1
4
(vi) Complex Volumes and Cusp Shapes
Solutions to I
u
1
√
−1(vol +
√
−1CS) Cusp shape
u = 0.990792 + 0.090174I
a = 0.345343 − 0.435342I
b = 1.128770 − 0.095895I
1.58633 + 5.54457I 0
u = 0.990792 − 0.090174I
a = 0.345343 + 0.435342I
b = 1.128770 + 0.095895I
1.58633 − 5.54457I 0
u = −0.097465 + 1.000600I
a = 0.177347 − 0.154694I
b = −0.604109 − 0.815814I
0.96753 − 4.94438I 0
u = −0.097465 − 1.000600I
a = 0.177347 + 0.154694I
b = −0.604109 + 0.815814I
0.96753 + 4.94438I 0
u = −0.896502 + 0.420675I
a = 0.48637 − 2.61506I
b = 0.760440 + 0.547402I
3.04760 − 10.11650I 0
u = −0.896502 − 0.420675I
a = 0.48637 + 2.61506I
b = 0.760440 − 0.547402I
3.04760 + 10.11650I 0
u = −0.940240 + 0.371833I
a = 0.82612 − 2.07358I
b = 0.28924 + 1.75611I
3.17478 − 2.69679I 0
u = −0.940240 − 0.371833I
a = 0.82612 + 2.07358I
b = 0.28924 − 1.75611I
3.17478 + 2.69679I 0
u = 0.240395 + 0.950698I
a = 0.146458 − 0.347474I
b = −0.599763 − 0.094709I
−4.26814 − 0.40982I 0
u = 0.240395 − 0.950698I
a = 0.146458 + 0.347474I
b = −0.599763 + 0.094709I
−4.26814 + 0.40982I 0
5
Solutions to I
u
1
√
−1(vol +
√
−1CS) Cusp shape
u = −0.944500 + 0.236617I
a = −0.45444 − 2.58476I
b = 0.528643 + 0.577970I
−1.52725 − 5.23665I 0
u = −0.944500 − 0.236617I
a = −0.45444 + 2.58476I
b = 0.528643 − 0.577970I
−1.52725 + 5.23665I 0
u = −0.145553 + 1.029410I
a = −0.261417 − 0.006944I
b = 0.711117 − 0.924155I
−2.40306 + 8.16907I 0
u = −0.145553 − 1.029410I
a = −0.261417 + 0.006944I
b = 0.711117 + 0.924155I
−2.40306 − 8.16907I 0
u = 0.923625 + 0.504405I
a = −0.539231 − 1.297580I
b = 0.088491 + 0.428512I
2.54439 + 6.83425I 0
u = 0.923625 − 0.504405I
a = −0.539231 + 1.297580I
b = 0.088491 − 0.428512I
2.54439 − 6.83425I 0
u = 0.953080 + 0.451898I
a = −0.47890 − 2.33450I
b = −0.803642 + 0.629421I
3.63677 + 4.61625I 0
u = 0.953080 − 0.451898I
a = −0.47890 + 2.33450I
b = −0.803642 − 0.629421I
3.63677 − 4.61625I 0
u = 0.535628 + 0.928000I
a = 0.004657 − 0.342697I
b = 0.608148 + 0.495795I
0.91816 − 1.80329I 0
u = 0.535628 − 0.928000I
a = 0.004657 + 0.342697I
b = 0.608148 − 0.495795I
0.91816 + 1.80329I 0
6
Solutions to I
u
1
√
−1(vol +
√
−1CS) Cusp shape
u = 0.922462 + 0.091805I
a = 1.58299 − 0.09258I
b = −2.23222 − 0.08350I
−2.45429 + 4.42305I 0
u = 0.922462 − 0.091805I
a = 1.58299 + 0.09258I
b = −2.23222 + 0.08350I
−2.45429 − 4.42305I 0
u = −0.982086 + 0.456771I
a = 0.657622 − 1.221370I
b = −0.086785 + 0.561386I
3.23791 − 1.48499I 0
u = −0.982086 − 0.456771I
a = 0.657622 + 1.221370I
b = −0.086785 − 0.561386I
3.23791 + 1.48499I 0
u = −0.701039 + 0.579573I
a = −0.508038 + 0.202618I
b = −1.181510 + 0.532304I
2.52298 + 6.05680I 0
u = −0.701039 − 0.579573I
a = −0.508038 − 0.202618I
b = −1.181510 − 0.532304I
2.52298 − 6.05680I 0
u = 0.880837 + 0.675537I
a = −0.73406 − 1.50022I
b = −0.295580 + 1.106030I
2.21348 + 7.46414I 0
u = 0.880837 − 0.675537I
a = −0.73406 + 1.50022I
b = −0.295580 − 1.106030I
2.21348 − 7.46414I 0
u = 1.098470 + 0.204652I
a = −0.61191 + 1.33296I
b = 0.976007 − 0.980967I
−0.84041 + 4.53199I 0
u = 1.098470 − 0.204652I
a = −0.61191 − 1.33296I
b = 0.976007 + 0.980967I
−0.84041 − 4.53199I 0
7
Solutions to I
u
1
√
−1(vol +
√
−1CS) Cusp shape
u = 0.620699 + 0.618026I
a = 0.512205 + 0.175779I
b = 1.140330 + 0.571912I
2.68045 − 0.36688I 0
u = 0.620699 − 0.618026I
a = 0.512205 − 0.175779I
b = 1.140330 − 0.571912I
2.68045 + 0.36688I 0
u = −1.110890 + 0.203709I
a = −1.242330 + 0.326624I
b = 2.15503 − 0.66248I
6.37818 − 4.27792I 0
u = −1.110890 − 0.203709I
a = −1.242330 − 0.326624I
b = 2.15503 + 0.66248I
6.37818 + 4.27792I 0
u = 0.742672 + 0.435982I
a = −0.244433 − 0.808376I
b = 0.434088 + 0.279550I
−1.95317 + 1.88366I 0
u = 0.742672 − 0.435982I
a = −0.244433 + 0.808376I
b = 0.434088 − 0.279550I
−1.95317 − 1.88366I 0
u = 1.112610 + 0.260116I
a = 1.126110 + 0.275836I
b = −2.02751 − 0.67548I
5.46003 + 10.65750I 0
u = 1.112610 − 0.260116I
a = 1.126110 − 0.275836I
b = −2.02751 + 0.67548I
5.46003 − 10.65750I 0
u = 0.964916 + 0.613090I
a = −0.987478 − 0.710650I
b = −0.179113 + 1.272620I
2.47938 + 2.48193I 0
u = 0.964916 − 0.613090I
a = −0.987478 + 0.710650I
b = −0.179113 − 1.272620I
2.47938 − 2.48193I 0
8
Solutions to I
u
1
√
−1(vol +
√
−1CS) Cusp shape
u = −1.085390 + 0.399085I
a = 0.818888 − 1.013450I
b = −0.082968 + 1.034270I
2.81189 − 1.06682I 0
u = −1.085390 − 0.399085I
a = 0.818888 + 1.013450I
b = −0.082968 − 1.034270I
2.81189 + 1.06682I 0
u = −0.492041 + 1.058440I
a = −0.014033 − 0.329602I
b = −0.559794 + 0.545163I
0.73524 − 3.70950I 0
u = −0.492041 − 1.058440I
a = −0.014033 + 0.329602I
b = −0.559794 − 0.545163I
0.73524 + 3.70950I 0
u = −1.159600 + 0.140957I
a = 0.424271 + 1.317780I
b = 0.667907 − 1.030360I
7.26308 − 6.02666I 0
u = −1.159600 − 0.140957I
a = 0.424271 − 1.317780I
b = 0.667907 + 1.030360I
7.26308 + 6.02666I 0
u = −0.790336 + 0.247385I
a = −0.515385 + 0.350199I
b = −1.151130 + 0.338241I
−2.05263 + 2.93425I 0
u = −0.790336 − 0.247385I
a = −0.515385 − 0.350199I
b = −1.151130 − 0.338241I
−2.05263 − 2.93425I 0
u = 1.174220 + 0.150913I
a = −0.82492 − 1.28779I
b = −0.425548 + 0.884737I
5.38239 + 2.26850I 0
u = 1.174220 − 0.150913I
a = −0.82492 + 1.28779I
b = −0.425548 − 0.884737I
5.38239 − 2.26850I 0
9
Solutions to I
u
1
√
−1(vol +
√
−1CS) Cusp shape
u = 1.186280 + 0.088260I
a = −0.523496 + 1.298170I
b = −0.627000 − 0.986357I
8.30145 + 0.09663I 0
u = 1.186280 − 0.088260I
a = −0.523496 − 1.298170I
b = −0.627000 + 0.986357I
8.30145 − 0.09663I 0
u = 1.202490 + 0.067128I
a = 0.65583 − 1.49984I
b = −0.287309 + 0.769328I
2.54949 + 4.60244I 0
u = 1.202490 − 0.067128I
a = 0.65583 + 1.49984I
b = −0.287309 − 0.769328I
2.54949 − 4.60244I 0
u = 1.120120 + 0.488044I
a = −0.38701 − 1.78560I
b = −0.88858 + 1.17973I
2.13720 + 6.41486I 0
u = 1.120120 − 0.488044I
a = −0.38701 + 1.78560I
b = −0.88858 − 1.17973I
2.13720 − 6.41486I 0
u = −0.767180
a = 1.55361
b = −1.18797
1.35732 0
u = 0.498180 + 0.576239I
a = −0.96802 − 1.05085I
b = 0.124400 + 0.921156I
−2.11145 + 2.25706I 0
u = 0.498180 − 0.576239I
a = −0.96802 + 1.05085I
b = 0.124400 − 0.921156I
−2.11145 − 2.25706I 0
u = 1.141830 + 0.498175I
a = 0.771661 + 0.283895I
b = 0.152214 − 0.560241I
2.15085 − 3.79029I 0
10
Solutions to I
u
1
√
−1(vol +
√
−1CS) Cusp shape
u = 1.141830 − 0.498175I
a = 0.771661 − 0.283895I
b = 0.152214 + 0.560241I
2.15085 + 3.79029I 0
u = −1.057230 + 0.671307I
a = 0.55735 − 1.51450I
b = 0.474326 + 1.113390I
2.66996 − 2.40157I 0
u = −1.057230 − 0.671307I
a = 0.55735 + 1.51450I
b = 0.474326 − 1.113390I
2.66996 + 2.40157I 0
u = −1.223470 + 0.305858I
a = 0.88771 − 1.22998I
b = 0.335104 + 0.757621I
2.62183 − 5.13975I 0
u = −1.223470 − 0.305858I
a = 0.88771 + 1.22998I
b = 0.335104 − 0.757621I
2.62183 + 5.13975I 0
u = 0.096371 + 1.257980I
a = 0.1337440 + 0.0227093I
b = −0.611020 − 1.024920I
5.05268 − 7.43776I 0
u = 0.096371 − 1.257980I
a = 0.1337440 − 0.0227093I
b = −0.611020 + 1.024920I
5.05268 + 7.43776I 0
u = −0.152115 + 1.264010I
a = −0.141925 + 0.046588I
b = 0.640021 − 1.044650I
4.2392 + 13.5307I 0
u = −0.152115 − 1.264010I
a = −0.141925 − 0.046588I
b = 0.640021 + 1.044650I
4.2392 − 13.5307I 0
u = −0.175416 + 0.702624I
a = 0.982872 + 0.483727I
b = 0.614213 + 1.041840I
5.06633 − 5.69054I 0
11
Solutions to I
u
1
√
−1(vol +
√
−1CS) Cusp shape
u = −0.175416 − 0.702624I
a = 0.982872 − 0.483727I
b = 0.614213 − 1.041840I
5.06633 + 5.69054I 0
u = 0.693152 + 0.203678I
a = −0.86379 + 2.22176I
b = 0.875411 − 0.893420I
−2.62905 − 2.52442I 0
u = 0.693152 − 0.203678I
a = −0.86379 − 2.22176I
b = 0.875411 + 0.893420I
−2.62905 + 2.52442I 0
u = 1.225270 + 0.371026I
a = 0.01194 − 1.65800I
b = −0.520936 + 0.928388I
1.98992 + 4.93153I 0
u = 1.225270 − 0.371026I
a = 0.01194 + 1.65800I
b = −0.520936 − 0.928388I
1.98992 − 4.93153I 0
u = −1.233620 + 0.380606I
a = 0.08212 − 1.75557I
b = 1.37609 + 1.50801I
9.48617 − 3.60923I 0
u = −1.233620 − 0.380606I
a = 0.08212 + 1.75557I
b = 1.37609 − 1.50801I
9.48617 + 3.60923I 0
u = −0.155061 + 1.293000I
a = −0.003426 − 0.305317I
b = −0.213839 + 0.554536I
−3.68689 − 0.26852I 0
u = −0.155061 − 1.293000I
a = −0.003426 + 0.305317I
b = −0.213839 − 0.554536I
−3.68689 + 0.26852I 0
u = 1.242740 + 0.417172I
a = −0.14549 − 1.69583I
b = −1.36277 + 1.40709I
9.04153 + 9.78181I 0
12
Solutions to I
u
1
√
−1(vol +
√
−1CS) Cusp shape
u = 1.242740 − 0.417172I
a = −0.14549 + 1.69583I
b = −1.36277 − 1.40709I
9.04153 − 9.78181I 0
u = 0.567632 + 0.381756I
a = 0.220383 − 0.723401I
b = 0.755907 − 0.275228I
−2.12073 + 2.12358I 0
u = 0.567632 − 0.381756I
a = 0.220383 + 0.723401I
b = 0.755907 + 0.275228I
−2.12073 − 2.12358I 0
u = 0.094666 + 0.669223I
a = −0.151849 − 0.815065I
b = 0.039253 + 0.601579I
0.63812 − 2.48409I 0
u = 0.094666 − 0.669223I
a = −0.151849 + 0.815065I
b = 0.039253 − 0.601579I
0.63812 + 2.48409I 0
u = −1.280980 + 0.410808I
a = 0.09614 + 1.67676I
b = −0.92056 − 1.47271I
1.82648 − 5.88485I 0
u = −1.280980 − 0.410808I
a = 0.09614 − 1.67676I
b = −0.92056 + 1.47271I
1.82648 + 5.88485I 0
u = 0.191587 + 0.617127I
a = 0.101658 + 0.329832I
b = 0.672867 + 0.737268I
−0.45055 − 2.11746I 0
u = 0.191587 − 0.617127I
a = 0.101658 − 0.329832I
b = 0.672867 − 0.737268I
−0.45055 + 2.11746I 0
u = −0.613506 + 0.160444I
a = 2.25997 − 1.62041I
b = 0.279292 + 1.040840I
4.90559 − 5.35572I 0
13
Solutions to I
u
1
√
−1(vol +
√
−1CS) Cusp shape
u = −0.613506 − 0.160444I
a = 2.25997 + 1.62041I
b = 0.279292 − 1.040840I
4.90559 + 5.35572I 0
u = 1.203950 + 0.660215I
a = −0.745928 − 0.723015I
b = −0.00968 + 1.43454I
7.58653 + 5.39209I 0
u = 1.203950 − 0.660215I
a = −0.745928 + 0.723015I
b = −0.00968 − 1.43454I
7.58653 − 5.39209I 0
u = 0.490712 + 0.387798I
a = −2.16357 − 0.31721I
b = −0.375975 + 1.052690I
5.44213 − 0.03382I 0
u = 0.490712 − 0.387798I
a = −2.16357 + 0.31721I
b = −0.375975 − 1.052690I
5.44213 + 0.03382I 0
u = 1.357970 + 0.228240I
a = −0.86803 − 1.16168I
b = −0.464668 + 0.714373I
9.47773 + 3.90174I 0
u = 1.357970 − 0.228240I
a = −0.86803 + 1.16168I
b = −0.464668 − 0.714373I
9.47773 − 3.90174I 0
u = −1.233930 + 0.612559I
a = 0.724861 − 0.761909I
b = −0.04560 + 1.42053I
7.75639 + 0.46178I 0
u = −1.233930 − 0.612559I
a = 0.724861 + 0.761909I
b = −0.04560 − 1.42053I
7.75639 − 0.46178I 0
u = 0.301429 + 0.533894I
a = −1.61041 + 0.52167I
b = −0.492614 + 1.036000I
5.43794 − 0.01836I 0
14
Solutions to I
u
1
√
−1(vol +
√
−1CS) Cusp shape
u = 0.301429 − 0.533894I
a = −1.61041 − 0.52167I
b = −0.492614 − 1.036000I
5.43794 + 0.01836I 0
u = −1.368160 + 0.264330I
a = 0.89128 − 1.16431I
b = 0.447629 + 0.689937I
8.79024 − 9.85441I 0
u = −1.368160 − 0.264330I
a = 0.89128 + 1.16431I
b = 0.447629 − 0.689937I
8.79024 + 9.85441I 0
u = 0.437196 + 0.391752I
a = 0.663003 − 0.816916I
b = −1.210100 + 0.087442I
−3.16416 + 4.90372I 0
u = 0.437196 − 0.391752I
a = 0.663003 + 0.816916I
b = −1.210100 − 0.087442I
−3.16416 − 4.90372I 0
u = −1.30203 + 0.55210I
a = −0.15605 + 1.61693I
b = −0.92472 − 1.41818I
1.24569 − 13.83460I 0
u = −1.30203 − 0.55210I
a = −0.15605 − 1.61693I
b = −0.92472 + 1.41818I
1.24569 + 13.83460I 0
u = −0.61855 + 1.28211I
a = −0.101123 − 0.114471I
b = −0.222248 − 0.640083I
4.37644 − 2.16011I 0
u = −0.61855 − 1.28211I
a = −0.101123 + 0.114471I
b = −0.222248 + 0.640083I
4.37644 + 2.16011I 0
u = 1.34492 + 0.47852I
a = 0.02791 + 1.56345I
b = 0.93297 − 1.44945I
5.41844 + 10.16540I 0
15
Solutions to I
u
1
√
−1(vol +
√
−1CS) Cusp shape
u = 1.34492 − 0.47852I
a = 0.02791 − 1.56345I
b = 0.93297 + 1.44945I
5.41844 − 10.16540I 0
u = −1.42284 + 0.23028I
a = 0.291449 + 1.339720I
b = −0.89665 − 1.44570I
10.57850 − 0.33416I 0
u = −1.42284 − 0.23028I
a = 0.291449 − 1.339720I
b = −0.89665 + 1.44570I
10.57850 + 0.33416I 0
u = 0.047425 + 0.556371I
a = 0.255862 − 0.555739I
b = 0.850477 + 0.314286I
−1.43480 − 1.49531I 0
u = 0.047425 − 0.556371I
a = 0.255862 + 0.555739I
b = 0.850477 − 0.314286I
−1.43480 + 1.49531I 0
u = −1.31100 + 0.61553I
a = 0.28226 − 1.39388I
b = 0.537453 + 1.075340I
0.13796 − 6.15807I 0
u = −1.31100 − 0.61553I
a = 0.28226 + 1.39388I
b = 0.537453 − 1.075340I
0.13796 + 6.15807I 0
u = 1.43002 + 0.28690I
a = −0.223499 + 1.373720I
b = 0.91428 − 1.46247I
11.09130 + 6.81403I 0
u = 1.43002 − 0.28690I
a = −0.223499 − 1.373720I
b = 0.91428 + 1.46247I
11.09130 − 6.81403I 0
u = −1.37214 + 0.63105I
a = −0.24208 + 1.48481I
b = −0.97101 − 1.40205I
8.1389 − 20.1404I 0
16
Solutions to I
u
1
√
−1(vol +
√
−1CS) Cusp shape
u = −1.37214 − 0.63105I
a = −0.24208 − 1.48481I
b = −0.97101 + 1.40205I
8.1389 + 20.1404I 0
u = 1.38495 + 0.60554I
a = 0.20405 + 1.47787I
b = 0.96857 − 1.41499I
9.1687 + 13.9281I 0
u = 1.38495 − 0.60554I
a = 0.20405 − 1.47787I
b = 0.96857 + 1.41499I
9.1687 − 13.9281I 0
u = −0.03170 + 1.51306I
a = −0.001362 − 0.295086I
b = −0.031985 + 0.769642I
0.11829 + 2.78143I 0
u = −0.03170 − 1.51306I
a = −0.001362 + 0.295086I
b = −0.031985 − 0.769642I
0.11829 − 2.78143I 0
u = 1.46143 + 0.47637I
a = −0.154078 + 0.631352I
b = 0.818001 − 0.643538I
−0.35703 + 5.04445I 0
u = 1.46143 − 0.47637I
a = −0.154078 − 0.631352I
b = 0.818001 + 0.643538I
−0.35703 − 5.04445I 0
u = −0.243160 + 0.377967I
a = 1.53210 + 0.53906I
b = −0.465241 + 0.841200I
1.49965 − 0.50922I 6.99226 + 0.92477I
u = −0.243160 − 0.377967I
a = 1.53210 − 0.53906I
b = −0.465241 − 0.841200I
1.49965 + 0.50922I 6.99226 − 0.92477I
u = 0.024281 + 0.445046I
a = −0.762843 − 0.718866I
b = 0.880437 − 0.606000I
−2.17802 + 1.98571I −4.36249 − 3.00195I
17
Solutions to I
u
1
√
−1(vol +
√
−1CS) Cusp shape
u = 0.024281 − 0.445046I
a = −0.762843 + 0.718866I
b = 0.880437 + 0.606000I
−2.17802 − 1.98571I −4.36249 + 3.00195I
u = 1.41404 + 0.67758I
a = 0.130727 + 0.814415I
b = 0.769118 − 0.915190I
6.87921 + 11.83050I 0
u = 1.41404 − 0.67758I
a = 0.130727 − 0.814415I
b = 0.769118 + 0.915190I
6.87921 − 11.83050I 0
u = −1.44600 + 0.65448I
a = −0.128289 + 0.769507I
b = −0.725175 − 0.896250I
7.95815 − 5.54333I 0
u = −1.44600 − 0.65448I
a = −0.128289 − 0.769507I
b = −0.725175 + 0.896250I
7.95815 + 5.54333I 0
u = −1.46513 + 0.61925I
a = −0.239922 + 0.449501I
b = −0.429699 − 0.661287I
4.62626 − 1.11864I 0
u = −1.46513 − 0.61925I
a = −0.239922 − 0.449501I
b = −0.429699 + 0.661287I
4.62626 + 1.11864I 0
u = 0.340188 + 0.214103I
a = −1.03813 + 4.69804I
b = 0.731479 − 0.775424I
3.10168 − 8.29589I 1.49522 + 2.45881I
u = 0.340188 − 0.214103I
a = −1.03813 − 4.69804I
b = 0.731479 + 0.775424I
3.10168 + 8.29589I 1.49522 − 2.45881I
u = 0.57478 + 1.49360I
a = 0.0931614 − 0.0896343I
b = 0.047867 − 0.581698I
3.28514 − 4.19483I 0
18
Solutions to I
u
1
√
−1(vol +
√
−1CS) Cusp shape
u = 0.57478 − 1.49360I
a = 0.0931614 + 0.0896343I
b = 0.047867 + 0.581698I
3.28514 + 4.19483I 0
u = 1.51732 + 0.51589I
a = −0.108884 − 1.240360I
b = −0.470351 + 1.120550I
5.62558 + 4.28163I 0
u = 1.51732 − 0.51589I
a = −0.108884 + 1.240360I
b = −0.470351 − 1.120550I
5.62558 − 4.28163I 0
u = −1.50946 + 0.57392I
a = 0.160342 − 1.234390I
b = 0.496554 + 1.125960I
5.25304 − 10.02420I 0
u = −1.50946 − 0.57392I
a = 0.160342 + 1.234390I
b = 0.496554 − 1.125960I
5.25304 + 10.02420I 0
u = −1.59471 + 0.36275I
a = −0.359951 + 0.775548I
b = −0.189647 − 1.003210I
10.87520 + 1.09690I 0
u = −1.59471 − 0.36275I
a = −0.359951 − 0.775548I
b = −0.189647 + 1.003210I
10.87520 − 1.09690I 0
u = 1.60959 + 0.30739I
a = 0.359251 + 0.813293I
b = 0.136675 − 1.025940I
10.42140 − 7.33115I 0
u = 1.60959 − 0.30739I
a = 0.359251 − 0.813293I
b = 0.136675 + 1.025940I
10.42140 + 7.33115I 0
u = −0.321499 + 0.116471I
a = 2.51073 + 4.69380I
b = −0.677777 − 0.809393I
4.04032 + 2.46988I 3.68254 + 2.40878I
19
Solutions to I
u
1
√
−1(vol +
√
−1CS) Cusp shape
u = −0.321499 − 0.116471I
a = 2.51073 − 4.69380I
b = −0.677777 + 0.809393I
4.04032 − 2.46988I 3.68254 − 2.40878I
20
II. I
u
2
= h−u
37
− u
36
+ · · · + b − 1, 7.00 × 10
9
u
38
+ 2.53 × 10
9
u
37
+ · · · +
2.89 × 10
5
a − 1.10 × 10
10
, u
39
+ u
38
+ · · · − u − 1i
(i) Arc colorings
a
7
=
0
u
a
11
=
1
0
a
4
=
−24238.6u
38
− 8770.55u
37
+ ··· − 22161.5u + 38203.8
u
37
+ u
36
+ ··· + 2u + 1
a
12
=
1
−u
2
a
5
=
−14370.0u
38
− 5217.57u
37
+ ··· − 13393.0u + 22734.8
−4067.85u
38
− 1474.55u
37
+ ··· − 3550.98u + 6316.63
a
6
=
−u
u
a
3
=
−14370.0u
38
− 5217.57u
37
+ ··· − 13392.0u + 22734.8
−9868.61u
38
− 3551.98u
37
+ ··· − 8767.55u + 15470.0
a
10
=
−26188.7u
38
− 9336.96u
37
+ ··· − 23302.2u + 41091.3
−12u
38
− 12u
37
+ ··· − 14u
2
− 13u
a
1
=
2439.39u
38
+ 1310.09u
37
+ ··· + 3404.73u − 3497.87
13030.6u
38
+ 4290.32u
37
+ ··· + 10563.5u − 20758.7
a
9
=
9119.20u
38
+ 2918.57u
37
+ ··· + 7220.32u − 14340.2
−20883.9u
38
− 7173.04u
37
+ ··· − 17870.9u + 32940.0
a
8
=
13136.7u
38
+ 3823.66u
37
+ ··· + 8670.64u − 20781.4
−14107.9u
38
− 4977.64u
37
+ ··· − 13710.4u + 22252.6
a
2
=
−6623.13u
38
− 2361.39u
37
+ ··· − 6363.83u + 11133.2
−4052.45u
38
− 1454.40u
37
+ ··· − 3812.80u + 6842.79
(ii) Obstruction class = 1
(iii) Cusp Shapes =
34885289890
288793
u
38
+
12852539843
288793
u
37
+ ··· +
31470072458
288793
u −
53859849288
288793
21
(iv) u-Polynomials at the component
Crossings u-Polynomials at each crossing
c
1
, c
7
u
39
− 15u
38
+ ··· − 10u + 1
c
2
u
39
− u
38
+ ··· − 4u + 1
c
3
u
39
+ 13u
38
+ ··· − u + 1
c
4
u
39
+ 2u
37
+ ··· + 39u
3
+ 1
c
5
u
39
+ u
38
+ ··· − 5u − 1
c
6
u
39
− u
38
+ ··· − u + 1
c
8
u
39
+ u
38
+ ··· − 4u − 1
c
9
u
39
− u
37
+ ··· + 11u
2
− 1
c
10
u
39
− 6u
37
+ ··· − 11u
2
− 1
c
11
u
39
+ u
38
+ ··· − u − 1
c
12
u
39
+ 6u
38
+ ··· − 4u
2
+ 1
22
(v) Riley Polynomials at the component
Crossings Riley Polynomials at each crossing
c
1
, c
7
y
39
+ 27y
38
+ ··· − 66y −1
c
2
, c
8
y
39
+ 15y
38
+ ··· − 10y −1
c
3
y
39
− 5y
38
+ ··· + 63y −1
c
4
y
39
+ 4y
38
+ ··· + 24y
2
− 1
c
5
y
39
+ 19y
38
+ ··· + 5y −1
c
6
, c
11
y
39
− 19y
38
+ ··· + 37y −1
c
9
y
39
− 2y
38
+ ··· + 22y −1
c
10
y
39
− 12y
38
+ ··· − 22y −1
c
12
y
39
+ 2y
38
+ ··· + 8y −1
23
(vi) Complex Volumes and Cusp Shapes
Solutions to I
u
2
√
−1(vol +
√
−1CS) Cusp shape
u = 1.004560 + 0.400961I
a = −0.91036 − 1.19285I
b = −0.254020 + 1.294820I
3.56096 + 1.76607I 0
u = 1.004560 − 0.400961I
a = −0.91036 + 1.19285I
b = −0.254020 − 1.294820I
3.56096 − 1.76607I 0
u = 0.803657
a = −2.62415
b = 2.26935
0.885543 −10.7800
u = 1.147670 + 0.403289I
a = −0.01331 − 1.78773I
b = −0.625178 + 1.135460I
0.85079 + 3.93164I 0
u = 1.147670 − 0.403289I
a = −0.01331 + 1.78773I
b = −0.625178 − 1.135460I
0.85079 − 3.93164I 0
u = −0.768221 + 0.014874I
a = 1.64479 + 0.16043I
b = −1.86563 + 0.14025I
−2.77504 + 4.02177I −4.54164 + 0.79272I
u = −0.768221 − 0.014874I
a = 1.64479 − 0.16043I
b = −1.86563 − 0.14025I
−2.77504 − 4.02177I −4.54164 − 0.79272I
u = 1.123000 + 0.526240I
a = −0.33470 − 1.85086I
b = −0.432453 + 0.955921I
3.31356 + 8.08716I 0
u = 1.123000 − 0.526240I
a = −0.33470 + 1.85086I
b = −0.432453 − 0.955921I
3.31356 − 8.08716I 0
u = 0.926441 + 0.863271I
a = −0.595021 − 0.004595I
b = −0.167146 + 0.671875I
4.45396 + 1.74718I 0
24
Solutions to I
u
2
√
−1(vol +
√
−1CS) Cusp shape
u = 0.926441 − 0.863271I
a = −0.595021 + 0.004595I
b = −0.167146 − 0.671875I
4.45396 − 1.74718I 0
u = 0.002534 + 1.273350I
a = −0.054883 − 0.573523I
b = −0.000229 + 0.485748I
−0.52823 − 2.66079I 0
u = 0.002534 − 1.273350I
a = −0.054883 + 0.573523I
b = −0.000229 − 0.485748I
−0.52823 + 2.66079I 0
u = −0.027348 + 1.276510I
a = −0.160775 − 0.251169I
b = 0.002492 + 0.485534I
−3.58357 + 0.62486I 0
u = −0.027348 − 1.276510I
a = −0.160775 + 0.251169I
b = 0.002492 − 0.485534I
−3.58357 − 0.62486I 0
u = −1.166290 + 0.539397I
a = 0.36920 − 1.76074I
b = 0.478303 + 0.900623I
3.54436 − 2.93705I 0
u = −1.166290 − 0.539397I
a = 0.36920 + 1.76074I
b = 0.478303 − 0.900623I
3.54436 + 2.93705I 0
u = 0.669109 + 0.177926I
a = −2.44855 − 2.08941I
b = 0.875959 + 0.661864I
4.48568 + 3.02129I 10.78011 − 6.15555I
u = 0.669109 − 0.177926I
a = −2.44855 + 2.08941I
b = 0.875959 − 0.661864I
4.48568 − 3.02129I 10.78011 + 6.15555I
u = 0.682451 + 0.105656I
a = 0.242326 − 0.211572I
b = 1.121600 + 0.490267I
−1.51915 − 1.59157I 5.80671 − 3.27929I
25
Solutions to I
u
2
√
−1(vol +
√
−1CS) Cusp shape
u = 0.682451 − 0.105656I
a = 0.242326 + 0.211572I
b = 1.121600 − 0.490267I
−1.51915 + 1.59157I 5.80671 + 3.27929I
u = −1.241590 + 0.454156I
a = 0.21383 − 1.53607I
b = 0.670744 + 0.901521I
1.13677 − 6.00123I 0
u = −1.241590 − 0.454156I
a = 0.21383 + 1.53607I
b = 0.670744 − 0.901521I
1.13677 + 6.00123I 0
u = −0.623710 + 0.151678I
a = 2.38554 − 2.60157I
b = −0.837767 + 0.489263I
3.62339 − 8.83511I 9.09297 + 9.73420I
u = −0.623710 − 0.151678I
a = 2.38554 + 2.60157I
b = −0.837767 − 0.489263I
3.62339 + 8.83511I 9.09297 − 9.73420I
u = −0.636375 + 0.007188I
a = 0.13060 + 1.68704I
b = −1.068960 + 0.028513I
−2.20327 + 3.88401I −0.89172 − 8.12719I
u = −0.636375 − 0.007188I
a = 0.13060 − 1.68704I
b = −1.068960 − 0.028513I
−2.20327 − 3.88401I −0.89172 + 8.12719I
u = 1.332220 + 0.307011I
a = −0.066657 − 1.057700I
b = −1.022510 + 0.777923I
8.29603 + 3.46418I 0
u = 1.332220 − 0.307011I
a = −0.066657 + 1.057700I
b = −1.022510 − 0.777923I
8.29603 − 3.46418I 0
u = −0.630757 + 1.225160I
a = 0.154796 + 0.277565I
b = 0.083231 + 0.521368I
3.10502 + 4.21874I 0
26
Solutions to I
u
2
√
−1(vol +
√
−1CS) Cusp shape
u = −0.630757 − 1.225160I
a = 0.154796 − 0.277565I
b = 0.083231 − 0.521368I
3.10502 − 4.21874I 0
u = −1.351890 + 0.339088I
a = 0.155826 − 1.089140I
b = 0.945031 + 0.739987I
7.70291 − 9.58771I 0
u = −1.351890 − 0.339088I
a = 0.155826 + 1.089140I
b = 0.945031 − 0.739987I
7.70291 + 9.58771I 0
u = 0.593961 + 0.114993I
a = 1.86649 + 0.22845I
b = 0.827916 + 0.345362I
0.46507 − 4.90237I −1.01936 + 5.02583I
u = 0.593961 − 0.114993I
a = 1.86649 − 0.22845I
b = 0.827916 − 0.345362I
0.46507 + 4.90237I −1.01936 − 5.02583I
u = −1.357780 + 0.332404I
a = −0.295256 − 0.789703I
b = 0.957998 + 0.726185I
−0.19285 − 4.82413I 0
u = −1.357780 − 0.332404I
a = −0.295256 + 0.789703I
b = 0.957998 − 0.726185I
−0.19285 + 4.82413I 0
u = −0.579805 + 0.088328I
a = −1.97180 + 0.96089I
b = −0.824062 + 0.257186I
0.364435 − 0.161337I −2.17868 + 0.60419I
u = −0.579805 − 0.088328I
a = −1.97180 − 0.96089I
b = −0.824062 − 0.257186I
0.364435 + 0.161337I −2.17868 − 0.60419I
27
III.
I
u
3
= h−85a
8
+ 6925b + · · · − 2531a + 6968, a
9
+ 2a
8
+ · · · + 45a + 19, u + 1i
(i) Arc colorings
a
7
=
0
−1
a
11
=
1
0
a
4
=
a
0.0122744a
8
+ 0.00462094a
7
+ ··· + 0.365487a − 1.00621
a
12
=
1
−1
a
5
=
−0.0122744a
8
− 0.00462094a
7
+ ··· − 0.365487a + 1.00621
0.0245487a
8
+ 0.00924188a
7
+ ··· + 1.73097a − 2.01242
a
6
=
1
−1
a
3
=
−0.0122744a
8
− 0.00462094a
7
+ ··· − 0.365487a + 1.00621
0.0245487a
8
+ 0.00924188a
7
+ ··· + 1.73097a − 2.01242
a
10
=
0.0199278a
8
− 0.00332130a
7
+ ··· + 1.55856a + 1.23321
0.0103971a
8
+ 0.0382671a
7
+ ··· + 0.167942a − 1.34267
a
1
=
−0.0257040a
8
− 0.0623827a
7
+ ··· + 0.325921a + 0.223827
−0.0216606a
8
− 0.0363899a
7
+ ··· − 3.35321a − 1.47610
a
9
=
−0.0473646a
8
− 0.0987726a
7
+ ··· − 3.02729a − 1.25227
0.170108a
8
+ 0.304982a
7
+ ··· + 9.76217a + 4.55018
a
8
=
0.0122744a
8
+ 0.00462094a
7
+ ··· + 1.36549a − 1.00621
−0.0851986a
8
− 0.0791336a
7
+ ··· − 5.18397a + 2.23134
a
2
=
0.0485199a
8
+ 0.0719134a
7
+ ··· + 3.53040a + 1.76087
−0.166065a
8
− 0.278989a
7
+ ··· − 10.6413a − 5.45011
(ii) Obstruction class = −1
(iii) Cusp Shapes = 6
28
(iv) u-Polynomials at the component
Crossings u-Polynomials at each crossing
c
1
, c
5
, c
7
u
9
+ 2u
8
+ 3u
7
+ 2u
6
− u
5
− 2u
4
− 2u
3
+ u − 1
c
2
, c
8
, c
12
u
9
+ u
7
+ u
5
− u + 1
c
3
u
9
+ 2u
8
− u
7
− 6u
6
− u
5
+ 10u
4
+ 6u
3
− 8u
2
+ u − 1
c
4
u
9
− 2u
8
− u
7
+ 6u
6
− u
5
− 10u
4
+ 6u
3
+ 8u
2
+ u + 1
c
6
, c
11
(u − 1)
9
c
9
u
9
+ u
7
+ 3u
6
− u
5
+ 2u
4
− 6u
3
+ 15u
2
− 7u + 1
c
10
u
9
− 3u
7
+ 4u
6
− 5u
5
+ 8u
4
− 10u
3
+ 4u
2
− u + 3
29
(v) Riley Polynomials at the component
Crossings Riley Polynomials at each crossing
c
1
, c
5
, c
7
y
9
+ 2y
8
− y
7
− 6y
6
− y
5
+ 10y
4
+ 6y
3
− 8y
2
+ y − 1
c
2
, c
8
, c
12
y
9
+ 2y
8
+ 3y
7
+ 2y
6
− y
5
− 2y
4
− 2y
3
+ y − 1
c
3
, c
4
y
9
− 6y
8
+ 23y
7
− 62y
6
+ 143y
5
− 206y
4
+ 182y
3
− 32y
2
− 15y − 1
c
6
, c
11
(y − 1)
9
c
9
y
9
+ 2y
8
− y
7
− 23y
6
− 37y
5
− 96y
4
− 16y
3
− 145y
2
+ 19y − 1
c
10
y
9
− 6y
8
− y
7
− 6y
6
+ 19y
5
+ 10y
4
+ 22y
3
− 44y
2
− 23y − 9
30
(vi) Complex Volumes and Cusp Shapes
Solutions to I
u
3
√
−1(vol +
√
−1CS) Cusp shape
u = −1.00000
a = −0.373506 + 0.408775I
b = −1.170530 + 0.142656I
1.64493 6.00000
u = −1.00000
a = −0.373506 − 0.408775I
b = −1.170530 − 0.142656I
1.64493 6.00000
u = −1.00000
a = 0.82025 + 1.25476I
b = −0.804581 − 0.921503I
1.64493 6.00000
u = −1.00000
a = 0.82025 − 1.25476I
b = −0.804581 + 0.921503I
1.64493 6.00000
u = −1.00000
a = −1.71880
b = 2.49568
1.64493 6.00000
u = −1.00000
a = 0.74270 + 1.64110I
b = 0.439148 − 1.099530I
1.64493 6.00000
u = −1.00000
a = 0.74270 − 1.64110I
b = 0.439148 + 1.099530I
1.64493 6.00000
u = −1.00000
a = −1.33004 + 1.78195I
b = 0.288120 − 0.573655I
1.64493 6.00000
u = −1.00000
a = −1.33004 − 1.78195I
b = 0.288120 + 0.573655I
1.64493 6.00000
31
IV. u-Polynomials
Crossings u-Polynomials at each crossing
c
1
, c
7
(u
9
+ 2u
8
+ 3u
7
+ 2u
6
− u
5
− 2u
4
− 2u
3
+ u − 1)
· (u
39
− 15u
38
+ ··· − 10u + 1)(u
151
+ 48u
150
+ ··· − 80674u − 2401)
c
2
(u
9
+ u
7
+ u
5
− u + 1)(u
39
− u
38
+ ··· − 4u + 1)
· (u
151
+ 24u
149
+ ··· − 426u − 49)
c
3
(u
9
+ 2u
8
− u
7
− 6u
6
− u
5
+ 10u
4
+ 6u
3
− 8u
2
+ u − 1)
· (u
39
+ 13u
38
+ ··· − u + 1)
· (u
151
− 14u
150
+ ··· − 257214751u − 31536997)
c
4
(u
9
− 2u
8
− u
7
+ 6u
6
− u
5
− 10u
4
+ 6u
3
+ 8u
2
+ u + 1)
· (u
39
+ 2u
37
+ ··· + 39u
3
+ 1)(u
151
+ 5u
150
+ ··· + 966u − 59)
c
5
(u
9
+ 2u
8
+ ··· + u − 1)(u
39
+ u
38
+ ··· − 5u − 1)
· (u
151
− 2u
150
+ ··· − 79507801u − 5859071)
c
6
((u − 1)
9
)(u
39
− u
38
+ ··· − u + 1)(u
151
+ 9u
150
+ ··· − 77784u − 6736)
c
8
(u
9
+ u
7
+ u
5
− u + 1)(u
39
+ u
38
+ ··· − 4u − 1)
· (u
151
+ 24u
149
+ ··· − 426u − 49)
c
9
(u
9
+ u
7
+ 3u
6
− u
5
+ 2u
4
− 6u
3
+ 15u
2
− 7u + 1)
· (u
39
− u
37
+ ··· + 11u
2
− 1)(u
151
− 3u
150
+ ··· − 8069u − 2036)
c
10
(u
9
− 3u
7
+ 4u
6
− 5u
5
+ 8u
4
− 10u
3
+ 4u
2
− u + 3)
· (u
39
− 6u
37
+ ··· − 11u
2
− 1)(u
151
− u
150
+ ··· − 2526120u − 565463)
c
11
((u − 1)
9
)(u
39
+ u
38
+ ··· − u − 1)(u
151
+ 9u
150
+ ··· − 77784u − 6736)
c
12
(u
9
+ u
7
+ u
5
− u + 1)(u
39
+ 6u
38
+ ··· − 4u
2
+ 1)
· (u
151
− 13u
150
+ ··· + 38u − 1)
32
V. Riley Polynomials
Crossings Riley Polynomials at each crossing
c
1
, c
7
(y
9
+ 2y
8
− y
7
− 6y
6
− y
5
+ 10y
4
+ 6y
3
− 8y
2
+ y − 1)
· (y
39
+ 27y
38
+ ··· − 66y − 1)
· (y
151
+ 128y
150
+ ··· − 1298802126y − 5764801)
c
2
, c
8
(y
9
+ 2y
8
+ 3y
7
+ 2y
6
− y
5
− 2y
4
− 2y
3
+ y − 1)
· (y
39
+ 15y
38
+ ··· − 10y − 1)(y
151
+ 48y
150
+ ··· − 80674y − 2401)
c
3
(y
9
− 6y
8
+ 23y
7
− 62y
6
+ 143y
5
− 206y
4
+ 182y
3
− 32y
2
− 15y − 1)
· (y
39
− 5y
38
+ ··· + 63y − 1)
· (y
151
− 60y
150
+ ··· + 55902493354214959y − 994582179778009)
c
4
(y
9
− 6y
8
+ 23y
7
− 62y
6
+ 143y
5
− 206y
4
+ 182y
3
− 32y
2
− 15y − 1)
· (y
39
+ 4y
38
+ ··· + 24y
2
− 1)(y
151
+ 17y
150
+ ··· − 183124y − 3481)
c
5
(y
9
+ 2y
8
− y
7
− 6y
6
− y
5
+ 10y
4
+ 6y
3
− 8y
2
+ y − 1)
· (y
39
+ 19y
38
+ ··· + 5y − 1)
· (y
151
− 32y
150
+ ··· + 1942239802906837y − 34328712983041)
c
6
, c
11
((y − 1)
9
)(y
39
− 19y
38
+ ··· + 37y − 1)
· (y
151
− 91y
150
+ ··· + 1433388480y − 45373696)
c
9
(y
9
+ 2y
8
− y
7
− 23y
6
− 37y
5
− 96y
4
− 16y
3
− 145y
2
+ 19y − 1)
· (y
39
− 2y
38
+ ··· + 22y − 1)
· (y
151
− 13y
150
+ ··· + 100856849y − 4145296)
c
10
(y
9
− 6y
8
− y
7
− 6y
6
+ 19y
5
+ 10y
4
+ 22y
3
− 44y
2
− 23y − 9)
· (y
39
− 12y
38
+ ··· − 22y − 1)
· (y
151
+ 37y
150
+ ··· − 18861220167282y − 319748404369)
c
12
(y
9
+ 2y
8
+ 3y
7
+ 2y
6
− y
5
− 2y
4
− 2y
3
+ y − 1)
· (y
39
+ 2y
38
+ ··· + 8y − 1)(y
151
+ 19y
150
+ ··· + 64y − 1)
33
