An Igusa CM invariant is specified by a sequence of three polynomials
[ H1(x), G2(x)/N2, G3(x)/N3],
such that
H1(x), G2(x), and G3(x) are in Z[x],
H1(i1) = 0, |
i2 = G2(i1)/N1N2, |
i3 = G3(i1)/N1N3, |
where N1 = H1'(i1),
and N2 and N3 are integers, and
i1 = I4I6/I10, |
i2 = I23I4/I10, |
i3 = I22I6/I10,
|
in terms of the Igusa-Clebsch invariants
[
I2,
I4,
I6,
I10
].
Degree:
[Non-normal]
[Cyclic]
Degree 56 Igusa CM invariants of non-normal (D4) fields: 207
Number |
Igusa invariants |
Conductor |
Components |
Quartic invariants |
Class number |
Class group |
1) |
[317, 501, 4977] |
[1] |
2 |
[317, 501, 4977] |
56 |
C2 x C28 |
2) |
[1529, 443, 18100] |
[1] |
1 |
[1529, 443, 18100] |
28 |
C28 |
3) |
[1605, 221, 11809] |
[1] |
1 |
[1605, 221, 11809] |
56 |
C2 x C28 |
4) |
[60, 112, 1636] |
[1] |
1 |
[60, 112, 1636] |
56 |
C2 x C28 |
5) |
[60, 386, 2689] |
[1] |
1 |
[60, 386, 2689] |
56 |
C2 x C2 x C14 |
6) |
[236, 922, 204025] |
[1] |
1 |
[236, 922, 204025] |
28 |
C28 |
7) |
[120, 386, 2569] |
[1] |
1 |
[120, 386, 2569] |
56 |
C2 x C28 |
8) |
[120, 556, 19204] |
[1] |
1 |
[120, 556, 19204] |
56 |
C2 x C28 |
9) |
[120, 654, 37809] |
[1] |
1 |
[120, 654, 37809] |
56 |
C2 x C28 |
10) |
[1128, 302, 4753] |
[1] |
1 |
[1128, 302, 4753] |
56 |
C2 x C28 |
11) |
[296, 414, 32193] |
[1] |
2 |
[296, 414, 32193] |
112 |
C2 x C2 x C28 |
12) |
[104, 90, 1921] |
[1] |
1 |
[104, 90, 1921] |
56 |
C2 x C2 x C14 |
13) |
[109, 425, 15481] |
[1] |
1 |
[109, 425, 15481] |
28 |
C28 |
14) |
[109, 473, 26257] |
[1] |
2 |
[109, 473, 26257] |
56 |
C2 x C28 |
15) |
[109, 449, 8953] |
[1] |
1 |
[109, 449, 8953] |
28 |
C28 |
16) |
[97, 44, 387] |
[1] |
1 |
[97, 44, 387] |
28 |
C28 |
17) |
[97, 161, 3546] |
[1] |
1 |
[97, 161, 3546] |
28 |
C28 |
18) |
[1317, 365, 32977] |
[1] |
1 |
[1317, 365, 32977] |
28 |
C28 |
19) |
[205, 178, 541] |
[1] |
1 |
[205, 178, 541] |
56 |
C2 x C28 |
20) |
[205, 101, 2089] |
[1] |
1 |
[205, 101, 2089] |
56 |
C2 x C28 |
21) |
[1752, 146, 3577] |
[1] |
1 |
[1752, 146, 3577] |
112 |
C2 x C56 |
22) |
[380, 158, 161] |
[1] |
1 |
[380, 158, 161] |
56 |
C2 x C28 |
23) |
[380, 246, 1449] |
[1] |
2 |
[380, 246, 1449] |
112 |
C2 x C2 x C28 |
24) |
[876, 344, 21700] |
[1] |
1 |
[876, 344, 21700] |
112 |
C2 x C56 |
25) |
[253, 893, 198793] |
[1] |
1 |
[253, 893, 198793] |
28 |
C28 |
26) |
[13, 69, 641] |
[5, 5] |
1 |
[13, 69, 641] |
7 |
C7 |
27) |
[13, 561, 32657] |
[1] |
2 |
[13, 561, 32657] |
56 |
C2 x C28 |
28) |
[13, 445, 42925] |
[1] |
2 |
[13, 445, 42925] |
56 |
C2 x C28 |
29) |
[13, 473, 43033] |
[1] |
1 |
[13, 473, 43033] |
28 |
C28 |
30) |
[13, 405, 37025] |
[1] |
2 |
[13, 405, 37025] |
56 |
C56 |
31) |
[13, 321, 8441] |
[1] |
1 |
[13, 321, 8441] |
28 |
C28 |
32) |
[13, 545, 49657] |
[1] |
1 |
[13, 545, 49657] |
28 |
C2 x C14 |
33) |
[13, 905, 204025] |
[1] |
2 |
[13, 905, 204025] |
56 |
C56 |
34) |
[13, 510, 24257] |
[1] |
1 |
[13, 510, 24257] |
28 |
C28 |
35) |
[13, 497, 61489] |
[1] |
1 |
[13, 497, 61489] |
28 |
C28 |
36) |
[76, 338, 3937] |
[1] |
1 |
[76, 338, 3937] |
28 |
C2 x C14 |
37) |
[636, 506, 409] |
[1] |
1 |
[636, 506, 409] |
56 |
C2 x C2 x C14 |
38) |
[8, 606, 50337] |
[1] |
2 |
[8, 606, 50337] |
56 |
C2 x C2 x C14 |
39) |
[8, 522, 59409] |
[1] |
2 |
[8, 522, 59409] |
56 |
C2 x C2 x C14 |
40) |
[8, 250, 8897] |
[1] |
1 |
[8, 250, 8897] |
28 |
C2 x C14 |
41) |
[8, 606, 84609] |
[1] |
2 |
[8, 606, 84609] |
56 |
C2 x C2 x C14 |
42) |
[8, 222, 11929] |
[1] |
2 |
[8, 222, 11929] |
56 |
C2 x C28 |
43) |
[8, 626, 97897] |
[1] |
1 |
[8, 626, 97897] |
28 |
C28 |
44) |
[8, 136, 3166] |
[1] |
1 |
[8, 136, 3166] |
28 |
C28 |
45) |
[8, 442, 46529] |
[1] |
2 |
[8, 442, 46529] |
56 |
C2 x C2 x C14 |
46) |
[8, 786, 88201] |
[1] |
1 |
[8, 786, 88201] |
28 |
C28 |
47) |
[8, 658, 96073] |
[1] |
1 |
[8, 658, 96073] |
28 |
C28 |
48) |
[8, 298, 19313] |
[1] |
1 |
[8, 298, 19313] |
28 |
C2 x C14 |
49) |
[8, 114, 1897] |
[7] |
1 |
[8, 114, 1897] |
4 |
C4 |
50) |
[8, 598, 86809] |
[1] |
1 |
[8, 598, 86809] |
28 |
C28 |
51) |
[8, 498, 48553] |
[1] |
1 |
[8, 498, 48553] |
28 |
C28 |
52) |
[8, 638, 66913] |
[1] |
2 |
[8, 638, 66913] |
56 |
C2 x C28 |
53) |
[8, 558, 70641] |
[1] |
2 |
[8, 558, 70641] |
56 |
C2 x C28 |
54) |
[5, 721, 127429] |
[1] |
1 |
[5, 721, 127429] |
28 |
C28 |
55) |
[5, 749, 117469] |
[1] |
1 |
[5, 749, 117469] |
28 |
C2 x C14 |
56) |
[5, 641, 102709] |
[1] |
1 |
[5, 641, 102709] |
28 |
C28 |
57) |
[5, 846, 176049] |
[1] |
2 |
[5, 846, 176049] |
56 |
C2 x C28 |
58) |
[5, 921, 209529] |
[1] |
2 |
[5, 921, 209529] |
56 |
C2 x C28 |
59) |
[5, 646, 90809] |
[1] |
1 |
[5, 646, 90809] |
28 |
C28 |
60) |
[5, 721, 129809] |
[1] |
1 |
[5, 721, 129809] |
28 |
C28 |
61) |
[5, 1057, 234661] |
[1] |
2 |
[5, 1057, 234661] |
56 |
C56 |
62) |
[5, 849, 173169] |
[1] |
2 |
[5, 849, 173169] |
56 |
C2 x C28 |
63) |
[5, 526, 65249] |
[1] |
1 |
[5, 526, 65249] |
28 |
C28 |
64) |
[5, 521, 57049] |
[1] |
1 |
[5, 521, 57049] |
28 |
C28 |
65) |
[5, 329, 23809] |
[1] |
1 |
[5, 329, 23809] |
28 |
C28 |
66) |
[5, 801, 159849] |
[1] |
2 |
[5, 801, 159849] |
56 |
C56 |
67) |
[5, 569, 72329] |
[1] |
1 |
[5, 569, 72329] |
28 |
C28 |
68) |
[5, 558, 66321] |
[1] |
2 |
[5, 558, 66321] |
56 |
C56 |
69) |
[5, 649, 85769] |
[1] |
1 |
[5, 649, 85769] |
28 |
C28 |
70) |
[5, 493, 58001] |
[1] |
1 |
[5, 493, 58001] |
28 |
C28 |
71) |
[5, 589, 81449] |
[1] |
1 |
[5, 589, 81449] |
28 |
C28 |
72) |
[5, 477, 55521] |
[1] |
2 |
[5, 477, 55521] |
56 |
C2 x C28 |
73) |
[5, 702, 105201] |
[1] |
2 |
[5, 702, 105201] |
56 |
C56 |
74) |
[5, 609, 87109] |
[1] |
1 |
[5, 609, 87109] |
28 |
C28 |
75) |
[5, 438, 39961] |
[1] |
1 |
[5, 438, 39961] |
28 |
C28 |
76) |
[5, 889, 196049] |
[1] |
2 |
[5, 889, 196049] |
56 |
C56 |
77) |
[5, 333, 23941] |
[1] |
1 |
[5, 333, 23941] |
28 |
C28 |
78) |
[5, 566, 79369] |
[1] |
1 |
[5, 566, 79369] |
28 |
C28 |
79) |
[5, 429, 45649] |
[1] |
1 |
[5, 429, 45649] |
28 |
C28 |
80) |
[5, 717, 127161] |
[1] |
2 |
[5, 717, 127161] |
56 |
C2 x C28 |
81) |
[5, 654, 88929] |
[1] |
2 |
[5, 654, 88929] |
56 |
C2 x C28 |
82) |
[5, 909, 206289] |
[1] |
2 |
[5, 909, 206289] |
56 |
C56 |
83) |
[5, 569, 73909] |
[1] |
1 |
[5, 569, 73909] |
28 |
C28 |
84) |
[5, 393, 35101] |
[1] |
1 |
[5, 393, 35101] |
28 |
C28 |
85) |
[5, 257, 15961] |
[1] |
1 |
[5, 257, 15961] |
28 |
C28 |
86) |
[5, 553, 69041] |
[1] |
2 |
[5, 553, 69041] |
56 |
C56 |
87) |
[5, 301, 21289] |
[1] |
1 |
[5, 301, 21289] |
28 |
C28 |
88) |
[5, 822, 162441] |
[1] |
2 |
[5, 822, 162441] |
56 |
C56 |
89) |
[5, 709, 117469] |
[1] |
1 |
[5, 709, 117469] |
28 |
C2 x C14 |
90) |
[5, 626, 89149] |
[1] |
1 |
[5, 626, 89149] |
28 |
C28 |
91) |
[5, 449, 43369] |
[1] |
1 |
[5, 449, 43369] |
28 |
C28 |
92) |
[5, 834, 157069] |
[1] |
1 |
[5, 834, 157069] |
28 |
C2 x C14 |
93) |
[5, 541, 71969] |
[1] |
1 |
[5, 541, 71969] |
28 |
C28 |
94) |
[5, 473, 48901] |
[1] |
1 |
[5, 473, 48901] |
28 |
C28 |
95) |
[29, 645, 98721] |
[1] |
2 |
[29, 645, 98721] |
56 |
C2 x C28 |
96) |
[29, 301, 7969] |
[1] |
1 |
[29, 301, 7969] |
28 |
C28 |
97) |
[29, 465, 46161] |
[1] |
2 |
[29, 465, 46161] |
56 |
C2 x C28 |
98) |
[29, 142, 4577] |
[1] |
1 |
[29, 142, 4577] |
28 |
C28 |
99) |
[29, 549, 34569] |
[1] |
2 |
[29, 549, 34569] |
56 |
C2 x C28 |
100) |
[92, 270, 4977] |
[1] |
2 |
[92, 270, 4977] |
56 |
C2 x C2 x C14 |
101) |
[92, 240, 6948] |
[1] |
2 |
[92, 240, 6948] |
56 |
C2 x C28 |
102) |
[92, 176, 3236] |
[1] |
1 |
[92, 176, 3236] |
28 |
C28 |
103) |
[440, 92, 356] |
[1] |
1 |
[440, 92, 356] |
56 |
C2 x C28 |
104) |
[93, 465, 28737] |
[1] |
1 |
[93, 465, 28737] |
28 |
C28 |
105) |
[933, 473, 16513] |
[1] |
1 |
[933, 473, 16513] |
28 |
C28 |
106) |
[933, 649, 77077] |
[1] |
2 |
[933, 649, 77077] |
56 |
C2 x C2 x C14 |
107) |
[933, 285, 1413] |
[1] |
1 |
[933, 285, 1413] |
28 |
C28 |
108) |
[24, 398, 11857] |
[1] |
1 |
[24, 398, 11857] |
28 |
C2 x C14 |
109) |
[24, 386, 7849] |
[1] |
1 |
[24, 386, 7849] |
28 |
C2 x C14 |
110) |
[24, 290, 12361] |
[1] |
1 |
[24, 290, 12361] |
28 |
C2 x C14 |
111) |
[24, 508, 48292] |
[1] |
1 |
[24, 508, 48292] |
28 |
C28 |
112) |
[221, 97, 2297] |
[1] |
1 |
[221, 97, 2297] |
56 |
C2 x C28 |
113) |
[221, 61, 433] |
[1] |
1 |
[221, 61, 433] |
56 |
C2 x C28 |
114) |
[221, 633, 95697] |
[1] |
2 |
[221, 633, 95697] |
112 |
C4 x C28 |
115) |
[257, 298, 1384] |
[1] |
1 |
[257, 298, 1384] |
84 |
C84 |
116) |
[893, 465, 3825] |
[1] |
4 |
[893, 465, 3825] |
112 |
C2 x C2 x C28 |
117) |
[428, 610, 50225] |
[1] |
2 |
[428, 610, 50225] |
56 |
C2 x C28 |
118) |
[408, 510, 6273] |
[1] |
1 |
[408, 510, 6273] |
56 |
C2 x C28 |
119) |
[40, 436, 34564] |
[1] |
1 |
[40, 436, 34564] |
56 |
C56 |
120) |
[149, 638, 92225] |
[1] |
1 |
[149, 638, 92225] |
28 |
C2 x C14 |
121) |
[956, 430, 11809] |
[1] |
1 |
[956, 430, 11809] |
28 |
C28 |
122) |
[509, 333, 12325] |
[1] |
1 |
[509, 333, 12325] |
28 |
C28 |
123) |
[113, 350, 14353] |
[1] |
1 |
[113, 350, 14353] |
28 |
C28 |
124) |
[248, 92, 1124] |
[1] |
1 |
[248, 92, 1124] |
28 |
C28 |
125) |
[1660, 186, 2009] |
[1] |
1 |
[1660, 186, 2009] |
56 |
C2 x C28 |
126) |
[156, 58, 217] |
[1] |
1 |
[156, 58, 217] |
56 |
C2 x C28 |
127) |
[156, 656, 10084] |
[1] |
1 |
[156, 656, 10084] |
56 |
C2 x C28 |
128) |
[53, 486, 4777] |
[1] |
1 |
[53, 486, 4777] |
28 |
C28 |
129) |
[53, 453, 36873] |
[1] |
2 |
[53, 453, 36873] |
56 |
C2 x C28 |
130) |
[53, 289, 15037] |
[1] |
1 |
[53, 289, 15037] |
28 |
C28 |
131) |
[53, 181, 7117] |
[1] |
1 |
[53, 181, 7117] |
28 |
C28 |
132) |
[1941, 53, 217] |
[1] |
1 |
[1941, 53, 217] |
28 |
C28 |
133) |
[341, 310, 2201] |
[1] |
1 |
[341, 310, 2201] |
28 |
C28 |
134) |
[1052, 390, 153] |
[1] |
2 |
[1052, 390, 153] |
56 |
C2 x C28 |
135) |
[184, 494, 1393] |
[1] |
1 |
[184, 494, 1393] |
28 |
C2 x C14 |
136) |
[37, 337, 4333] |
[1] |
1 |
[37, 337, 4333] |
28 |
C28 |
137) |
[28, 126, 2177] |
[1] |
1 |
[28, 126, 2177] |
28 |
C2 x C14 |
138) |
[28, 192, 5828] |
[1] |
1 |
[28, 192, 5828] |
28 |
C2 x C14 |
139) |
[28, 470, 30025] |
[1] |
2 |
[28, 470, 30025] |
56 |
C2 x C28 |
140) |
[28, 506, 14617] |
[1] |
1 |
[28, 506, 14617] |
28 |
C2 x C14 |
141) |
[581, 513, 1737] |
[1] |
2 |
[581, 513, 1737] |
56 |
C2 x C28 |
142) |
[581, 417, 18925] |
[1] |
1 |
[581, 417, 18925] |
28 |
C28 |
143) |
[204, 242, 13825] |
[1] |
1 |
[204, 242, 13825] |
56 |
C2 x C28 |
144) |
[617, 279, 796] |
[1] |
1 |
[617, 279, 796] |
28 |
C28 |
145) |
[61, 249, 5969] |
[1] |
1 |
[61, 249, 5969] |
28 |
C28 |
146) |
[61, 309, 2993] |
[1] |
1 |
[61, 309, 2993] |
28 |
C28 |
147) |
[1085, 49, 329] |
[1] |
1 |
[1085, 49, 329] |
56 |
C2 x C28 |
148) |
[1461, 269, 193] |
[1] |
1 |
[1461, 269, 193] |
28 |
C28 |
149) |
[17, 258, 8413] |
[1] |
1 |
[17, 258, 8413] |
28 |
C28 |
150) |
[17, 1023, 251428] |
[1] |
1 |
[17, 1023, 251428] |
28 |
C28 |
151) |
[456, 110, 1201] |
[1] |
1 |
[456, 110, 1201] |
56 |
C2 x C2 x C14 |
152) |
[1037, 501, 60417] |
[1] |
2 |
[1037, 501, 60417] |
112 |
C2 x C56 |
153) |
[1644, 346, 23353] |
[1] |
1 |
[1644, 346, 23353] |
56 |
C2 x C2 x C14 |
154) |
[232, 164, 5796] |
[1] |
1 |
[232, 164, 5796] |
56 |
C2 x C2 x C14 |
155) |
[133, 413, 6433] |
[1] |
1 |
[133, 413, 6433] |
28 |
C28 |
156) |
[680, 58, 161] |
[1] |
1 |
[680, 58, 161] |
112 |
C2 x C2 x C28 |
157) |
[77, 105, 2737] |
[1] |
1 |
[77, 105, 2737] |
28 |
C2 x C14 |
158) |
[569, 171, 340] |
[1] |
1 |
[569, 171, 340] |
28 |
C28 |
159) |
[188, 170, 457] |
[1] |
1 |
[188, 170, 457] |
28 |
C28 |
160) |
[653, 206, 161] |
[1] |
1 |
[653, 206, 161] |
28 |
C28 |
161) |
[44, 354, 17073] |
[1] |
2 |
[44, 354, 17073] |
56 |
C2 x C2 x C14 |
162) |
[44, 510, 8001] |
[1] |
2 |
[44, 510, 8001] |
56 |
C2 x C2 x C14 |
163) |
[44, 1080, 185956] |
[1] |
1 |
[44, 1080, 185956] |
28 |
C28 |
164) |
[44, 486, 19449] |
[1] |
2 |
[44, 486, 19449] |
56 |
C2 x C28 |
165) |
[44, 86, 1673] |
[1] |
1 |
[44, 86, 1673] |
28 |
C2 x C14 |
166) |
[12, 218, 7081] |
[1] |
1 |
[12, 218, 7081] |
28 |
C2 x C14 |
167) |
[12, 58, 814] |
[1] |
1 |
[12, 58, 814] |
28 |
C2 x C14 |
168) |
[12, 382, 22609] |
[1] |
1 |
[12, 382, 22609] |
28 |
C2 x C14 |
169) |
[12, 602, 52969] |
[1] |
2 |
[12, 602, 52969] |
56 |
C2 x C2 x C14 |
170) |
[12, 106, 1486] |
[1] |
1 |
[12, 106, 1486] |
28 |
C2 x C14 |
171) |
[12, 730, 44473] |
[1] |
1 |
[12, 730, 44473] |
28 |
C2 x C14 |
172) |
[12, 58, 478] |
[1] |
1 |
[12, 58, 478] |
28 |
C2 x C14 |
173) |
[12, 58, 598] |
[1] |
1 |
[12, 58, 598] |
28 |
C2 x C14 |
174) |
[12, 202, 3289] |
[1] |
1 |
[12, 202, 3289] |
28 |
C2 x C14 |
175) |
[12, 58, 334] |
[1] |
1 |
[12, 58, 334] |
28 |
C2 x C14 |
176) |
[12, 370, 18673] |
[1] |
1 |
[12, 370, 18673] |
28 |
C2 x C14 |
177) |
[12, 526, 39169] |
[1] |
1 |
[12, 526, 39169] |
28 |
C2 x C14 |
178) |
[12, 670, 59953] |
[1] |
1 |
[12, 670, 59953] |
28 |
C2 x C14 |
179) |
[12, 454, 23881] |
[1] |
1 |
[12, 454, 23881] |
28 |
C2 x C14 |
180) |
[12, 886, 56281] |
[1] |
1 |
[12, 886, 56281] |
28 |
C2 x C14 |
181) |
[12, 430, 28897] |
[1] |
1 |
[12, 430, 28897] |
28 |
C2 x C14 |
182) |
[21, 350, 29281] |
[1] |
1 |
[21, 350, 29281] |
28 |
C2 x C14 |
183) |
[21, 449, 19273] |
[1] |
1 |
[21, 449, 19273] |
28 |
C28 |
184) |
[21, 470, 33721] |
[1] |
1 |
[21, 470, 33721] |
28 |
C28 |
185) |
[21, 329, 19873] |
[1] |
1 |
[21, 329, 19873] |
28 |
C2 x C14 |
186) |
[21, 173, 7057] |
[1] |
1 |
[21, 173, 7057] |
28 |
C28 |
187) |
[21, 581, 37009] |
[1] |
1 |
[21, 581, 37009] |
28 |
C2 x C14 |
188) |
[21, 401, 33769] |
[1] |
1 |
[21, 401, 33769] |
28 |
C28 |
189) |
[21, 518, 18697] |
[1] |
1 |
[21, 518, 18697] |
28 |
C28 |
190) |
[21, 485, 46201] |
[1] |
1 |
[21, 485, 46201] |
28 |
C2 x C14 |
191) |
[21, 169, 3313] |
[1] |
1 |
[21, 169, 3313] |
28 |
C28 |
192) |
[21, 497, 10297] |
[1] |
1 |
[21, 497, 10297] |
28 |
C28 |
193) |
[21, 541, 15289] |
[1] |
1 |
[21, 541, 15289] |
28 |
C28 |
194) |
[85, 326, 14329] |
[1] |
1 |
[85, 326, 14329] |
56 |
C2 x C28 |
195) |
[85, 157, 5121] |
[1] |
1 |
[85, 157, 5121] |
56 |
C56 |
196) |
[73, 160, 487] |
[1] |
1 |
[73, 160, 487] |
28 |
C28 |
197) |
[56, 420, 11844] |
[1] |
2 |
[56, 420, 11844] |
56 |
C2 x C2 x C14 |
198) |
[56, 306, 10809] |
[1] |
2 |
[56, 306, 10809] |
56 |
C2 x C28 |
199) |
[56, 876, 51844] |
[2, 2] |
1 |
[56, 876, 51844] |
14 |
C14 |
200) |
[284, 490, 4361] |
[1] |
2 |
[284, 490, 4361] |
56 |
C2 x C2 x C14 |
201) |
[353, 327, 1228] |
[1] |
1 |
[353, 327, 1228] |
28 |
C28 |
202) |
[172, 392, 29988] |
[1] |
2 |
[172, 392, 29988] |
56 |
C2 x C2 x C14 |
203) |
[172, 88, 388] |
[1] |
1 |
[172, 88, 388] |
28 |
C28 |
204) |
[557, 525, 7497] |
[1] |
4 |
[557, 525, 7497] |
112 |
C2 x C2 x C28 |
205) |
[69, 161, 6049] |
[1] |
1 |
[69, 161, 6049] |
28 |
C2 x C14 |
206) |
[65, 139, 2084] |
[1] |
1 |
[65, 139, 2084] |
56 |
C56 |
207) |
[1309, 329, 553] |
[1] |
1 |
[1309, 329, 553] |
56 |
C2 x C28 |