Genus 2 Curves Database Igusa CM Invariants Database Quartic CM Fields Database

A quartic CM field field K is represented by invariants [D,A,B], where K = Q[x]/(x4+Ax2+B), and D is the discriminant of the totally real quadratic subfield (hence A2-4B = m2D for some m).

Class number: [Non-normal] [Cyclic]

[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] [186] [187] [188] [189] [190] [191] [192]
[193] [194] [195] [196] [197] [198] [199] [200] [201] [202] [203] [204] [205] [206] [207] [208] [209] [210] [211] [212] [213] [214] [215] [216]
[217] [218] [219] [220] [221] [222] [223] [224] [225] [226] [227] [228] [229] [230] [231] [232] [233] [234] [235] [236] [237] [238] [239] [240]
[241] [242] [243] [244] [245] [246] [247] [248] [249] [250] [251] [252] [253] [254] [255] [256] [257] [258] [259] [260] [261] [262] [263] [264]
[265] [266] [267] [268] [269] [270] [271] [272] [273] [274] [275] [276] [277] [278] [279] [280] [281] [282] [283] [284] [285] [286] [287] [288]
[289] [290] [291] [292] [293] [294] [295] [296] [297] [298] [299] [300] [301] [302] [303] [304] [305] [306] [307] [308] [309] [310] [311] [312]
[313] [314] [315] [316] [317] [318] [319] [320] [321] [322] [323] [324] [325] [326] [327] [328] [329] [330] [331] [332] [333] [334] [335] [336]
[337] [338] [339] [340] [341] [342] [343] [344] [345] [346] [347] [348] [349] [350] [351] [352] [353] [354] [355] [356] [357] [358] [359] [360]
[361] [362] [363] [364] [365] [366] [367] [368] [369] [370] [371] [372] [373] [374] [375] [376] [377] [378] [379] [380] [381] [382] [383] [384]
[385] [386] [387] [388] [389] [390] [391] [392] [393] [394] [395] [396] [397] [398] [399] [400] [401] [402] [403] [404] [405] [406] [407] [408]
[409] [410] [411] [412] [413] [414] [415] [416] [417] [418] [419] [420] [421] [422] [423] [424] [425] [426] [427] [428] [429] [430] [431] [432]
[433] [434] [435] [436] [437] [438] [439] [440] [441] [442] [443] [444] [445] [446] [447] [448] [449] [450] [451] [452] [453] [454] [455] [456]
[457] [458] [459] [460] [461] [462] [463] [464] [465] [466] [467] [468] [469] [470] [471] [472] [473] [474] [475] [476] [477] [478] [479] [480]
[481] [482] [483] [484] [485] [486] [487] [488] [489] [490] [491] [492] [493] [494] [495] [496] [497] [498] [499] [500] [501] [502] [503] [504]
[505] [506] [507] [508] [509] [510] [511] [512] [513] [514] [515] [516] [517] [518] [519] [520] [521] [522] [523] [524] [525] [526] [527] [528]
[529] [530] [531] [532] [533] [534] [535] [536] [537] [538] [539] [540] [541] [542] [543] [544] [545] [546] [547] [548] [549] [550] [551] [552]
[553] [554] [555] [556] [557] [558] [559] [560] [561] [562] [563] [564] [565] [566] [567] [568] [569] [570] [571] [572] [573] [574] [575] [576]

Class group C753 non-normal (D4) quartic CM field invariants: 253 fields

K Quartic invariants Cl(OK) Igusa invariants Kr Reflex invariants Cl(OKr) Igusa invariants
1) [5, 6758, 10147561] C753 239) [10147561, 3379, 317520] C753
2) [5, 6577, 9516281] C753 238) [9516281, 3659, 968000] C753
3) [5, 11726, 33810289] C753 253) [33810289, 5863, 141120] C753
4) [5, 9998, 24862001] C753 249) [24862001, 4999, 32000] C753
5) [5, 9302, 20766521] C753 ---) [20766521, 4651, 216320] C3 x C47439
6) [5, 8798, 17692321] C753 ---) [17692321, 4399, 414720] C3 x C2259
7) [5, 9182, 19029281] C753 ---) [19029281, 4591, 512000] C3 x C753
8) [5, 10358, 26783321] C753 251) [26783321, 5179, 9680] C753
9) [8, 4382, 4242913] C753 ---) [4242913, 2191, 139392] C3765
10) [8, 9302, 21004601] C753 248) [21004601, 4651, 156800] C753
11) [8, 11798, 34779769] C753 ---) [34779769, 5899, 4608] C3 x C753
12) [8, 3902, 3649601] C753 ---) [3649601, 1951, 39200] C3 x C2259
13) [8, 5726, 8193569] C753 ---) [8193569, 2863, 800] C3 x C753
14) [8, 7310, 13133233] C753 ---) [13133233, 3655, 56448] C3 x C753
15) [8, 10246, 26019337] C753 250) [26019337, 5123, 56448] C753
16) [8, 6782, 11480449] C753 ---) [11480449, 3391, 4608] C3 x C753
17) [8, 8078, 16065713] C753 245) [16065713, 4039, 61952] C753
18) [8, 6830, 11661073] C753 ---) [11661073, 3415, 288] C3 x C753
19) [8, 5774, 6841777] C753 ---) [6841777, 2887, 373248] C3 x C753
20) [13, 8390, 17478217] C753 247) [17478217, 4195, 29952] C753
21) [13, 4510, 2658913] C753 226) [2658913, 2255, 606528] C753
22) [13, 6102, 9255353] C753 ---) [9255353, 3051, 13312] C3765
23) [13, 3214, 1975921] C753 223) [1975921, 1607, 151632] C753
24) [13, 5886, 8258561] C753 ---) [8258561, 2943, 100672] C3 x C753
25) [13, 4774, 3271657] C753 229) [3271657, 2387, 606528] C753
26) [13, 5406, 7093217] C753 234) [7093217, 2703, 53248] C753
27) [17, 3307, 2444548] C753 206) [611137, 1855, 707472] C753
28) [17, 2878, 737921] C753 210) [737921, 1439, 333200] C753
29) [17, 3371, 2820676] C753 208) [705169, 2519, 1410048] C753
30) [17, 10502, 27563209] C753 252) [27563209, 5251, 2448] C753
31) [29, 4853, 1555817] C753 221) [1555817, 6239, 7424] C753
32) [29, 5806, 7358353] C753 235) [7358353, 2903, 267264] C753
33) [29, 3262, 2643457] C753 225) [2643457, 1631, 4176] C753
34) [29, 6518, 9165977] C753 ---) [9165977, 3259, 363776] C3 x C753
35) [37, 6398, 8869633] C753 ---) [8869633, 3199, 340992] C3765
36) [37, 7550, 13206337] C753 242) [13206337, 3775, 261072] C753
37) [41, 1006, 229393] C753 192) [229393, 503, 5904] C753
38) [41, 1198, 316817] C753 ---) [316817, 599, 10496] C8283
39) [53, 3094, 1904761] C753 222) [1904761, 1547, 122112] C753
40) [61, 1638, 573161] C753 ---) [573161, 819, 24400] C3 x C17319
41) [61, 2406, 1197353] C753 220) [1197353, 1203, 62464] C753
42) [73, 8214, 15180857] C753 244) [15180857, 4107, 421648] C753
43) [73, 3190, 2165593] C753 224) [2165593, 1595, 94608] C753
44) [97, 7350, 12754457] C753 241) [12754457, 3675, 187792] C753
45) [101, 5134, 5943089] C753 233) [5943089, 2567, 161600] C753
46) [109, 5870, 8551441] C753 ---) [8551441, 2935, 15696] C5271
47) [113, 7862, 14989913] C753 243) [14989913, 3931, 115712] C753
48) [137, 1658, 445573] C753 ---) [445573, 829, 60417] C3 x C753
49) [137, 1978, 885509] C753 ---) [885509, 989, 23153] C5271
50) [173, 2158, 887441] C753 213) [887441, 1079, 69200] C753
51) [193, 1358, 411633] C753 181) [45737, 679, 12352] C753
52) [197, 2038, 987929] C753 217) [987929, 1019, 12608] C753
53) [197, 2806, 1161497] C753 219) [1161497, 1403, 201728] C753
54) [229, 2693, 1808425] C753 ---) [72337, 3599, 1773376] C251
55) [233, 6166, 8297017] C753 236) [8297017, 3083, 301968] C753
56) [241, 6390, 8341721] C753 237) [8341721, 3195, 466576] C753
57) [241, 1194, 309173] C753 199) [309173, 597, 11809] C753
58) [257, 3350, 815417] C753 211) [815417, 1675, 497552] C753
59) [257, 1582, 522881] C753 ---) [522881, 791, 25700] C251
60) [257, 1622, 509689] C753 203) [509689, 811, 37008] C753
61) [257, 2402, 35069] C753 ---) [35069, 1201, 351833] C251
62) [277, 4230, 998537] C753 218) [998537, 2115, 868672] C753
63) [293, 1430, 506537] C753 ---) [506537, 715, 1172] C3 x C753
64) [317, 1238, 378089] C753 200) [378089, 619, 1268] C753
65) [409, 5942, 2937241] C753 227) [2937241, 2971, 1472400] C753
66) [433, 8342, 17147833] C753 246) [17147833, 4171, 62352] C753
67) [457, 2430, 1468913] C753 ---) [1468913, 1215, 1828] C3 x C753
68) [509, 1714, 569533] C753 205) [569533, 857, 41229] C753
69) [557, 1189, 292021] C753 196) [292021, 2378, 245637] C753
70) [569, 994, 244733] C753 194) [244733, 497, 569] C753
71) [613, 7446, 9113657] C753 189) [185993, 3723, 1186768] C753
72) [617, 5158, 4124009] C753 ---) [4124009, 2579, 631808] C3 x C753
73) [641, 2739, 1317700] C753 161) [13177, 1719, 656384] C753
74) [641, 1095, 291904] C753 121) [4561, 1691, 576900] C753
75) [673, 930, 213533] C753 191) [213533, 465, 673] C753
76) [677, 974, 226337] C753 ---) [226337, 487, 2708] C5271
77) [733, 1642, 14341] C753 ---) [14341, 821, 164925] C251
78) [733, 938, 193573] C753 ---) [193573, 469, 6597] C251
79) [797, 1201, 236069] C753 193) [236069, 2402, 498125] C753
80) [809, 4214, 3145049] C753 228) [3145049, 2107, 323600] C753
81) [809, 5318, 3756617] C753 ---) [3756617, 2659, 828416] C3 x C753
82) [853, 2006, 514681] C753 204) [514681, 1003, 122832] C753
83) [937, 342, 14249] C753 163) [14249, 171, 3748] C753
84) [953, 3603, 2719108] C753 162) [13873, 2135, 137232] C753
85) [997, 1550, 457057] C753 202) [457057, 775, 35892] C753
86) [1069, 1462, 380425] C753 165) [15217, 731, 38484] C753
87) [1117, 2282, 939973] C753 215) [939973, 1141, 90477] C753
88) [1237, 822, 89753] C753 ---) [89753, 411, 19792] C3 x C753
89) [1409, 1742, 736097] C753 209) [736097, 871, 5636] C753
90) [1637, 710, 99833] C753 ---) [99833, 355, 6548] C3765
91) [1949, 1210, 295861] C753 198) [295861, 605, 17541] C753
92) [2273, 634, 91397] C753 186) [91397, 317, 2273] C753
93) [2273, 3054, 4177] C753 115) [4177, 1527, 581888] C753
94) [2309, 673, 108037] C753 ---) [108037, 1346, 20781] C5271
95) [2557, 1886, 234657] C753 ---) [2897, 943, 163648] C251
96) [2693, 1682, 179453] C753 188) [179453, 841, 131957] C753
97) [3001, 4794, 4293125] C753 139) [6869, 2397, 363121] C753
98) [3221, 1633, 375977] C753 141) [7673, 3266, 1162781] C753
99) [3221, 2897, 3697] C753 ---) [3697, 2087, 1043604] C251
100) [3313, 6631, 7493184] C753 159) [13009, 3379, 119268] C753
101) [3329, 3287, 1901300] C753 174) [19013, 6574, 3199169] C753
102) [3361, 1302, 208697] C753 190) [208697, 651, 53776] C753
103) [3373, 1418, 381253] C753 201) [381253, 709, 30357] C753
104) [3469, 678, 59417] C753 184) [59417, 339, 13876] C753
105) [3541, 510, 8369] C753 144) [8369, 255, 14164] C753
106) [3557, 590, 30113] C753 179) [30113, 295, 14228] C753
107) [3613, 5526, 639401] C753 ---) [13049, 2763, 1748692] C5271
108) [3709, 5833, 7095625] C753 150) [11353, 4511, 1201716] C753
109) [3889, 1266, 11789] C753 151) [11789, 633, 97225] C753
110) [3889, 1447, 475812] C753 ---) [13217, 2894, 190561] C251
111) [3889, 451, 42100] C753 ---) [421, 902, 35001] C251
112) [3929, 3583, 1220416] C753 175) [19069, 7166, 7956225] C753
113) [4021, 3197, 141597] C753 ---) [15733, 6394, 9654421] C3 x C753
114) [4057, 2358, 1325129] C753 143) [7841, 1179, 16228] C753
115) [4177, 1527, 581888] C753 93) [2273, 3054, 4177] C753
116) [4273, 631, 13012] C753 ---) [3253, 1262, 346113] C3765
117) [4289, 563, 52436] C753 160) [13109, 1126, 107225] C753
118) [4457, 1167, 205648] C753 158) [12853, 2334, 539297] C753
119) [4457, 4511, 1208576] C753 123) [4721, 3103, 1782800] C753
120) [4513, 1859, 41476] C753 147) [10369, 3718, 3289977] C753
121) [4561, 1691, 576900] C753 74) [641, 1095, 291904] C753
122) [4621, 1926, 853433] C753 ---) [17417, 963, 18484] C3 x C753
123) [4721, 3103, 1782800] C753 119) [4457, 4511, 1208576] C753
124) [4729, 1978, 51237] C753 ---) [5693, 989, 231721] C251
125) [4909, 6174, 4502753] C753 156) [12473, 3087, 1256704] C753
126) [4937, 2287, 1276736] C753 ---) [19949, 4574, 123425] C3 x C753
127) [4973, 233, 12329] C753 154) [12329, 466, 4973] C753
128) [5077, 4569, 5187209] C753 164) [14369, 9099, 7331188] C753
129) [5113, 6722, 8821629] C753 ---) [12101, 3361, 618673] C3765
130) [5209, 3039, 526100] C753 ---) [5261, 5533, 255241] C3 x C753
131) [5261, 322, 4877] C753 ---) [4877, 161, 5261] C251
132) [5309, 9549, 18913] C753 173) [18913, 5291, 6880464] C753
133) [5309, 1482, 18181] C753 172) [18181, 741, 132725] C753
134) [5581, 1618, 96381] C753 148) [10709, 809, 139525] C753
135) [5657, 1639, 636224] C753 146) [9941, 3278, 141425] C753
136) [5801, 378, 12517] C753 157) [12517, 189, 5801] C753
137) [5869, 5193, 3500657] C753 153) [12113, 6883, 3967444] C753
138) [5981, 6497, 10120625] C753 167) [16193, 8243, 2894804] C753
139) [6869, 2397, 363121] C753 97) [3001, 4794, 4293125] C753
140) [7673, 723, 36688] C753 ---) [2293, 1446, 375977] C251
141) [7673, 3266, 1162781] C753 98) [3221, 1633, 375977] C753
142) [7753, 4550, 4679433] C753 ---) [4297, 2275, 124048] C251
143) [7841, 1179, 16228] C753 114) [4057, 2358, 1325129] C753
144) [8369, 255, 14164] C753 105) [3541, 510, 8369] C753
145) [9293, 2617, 260141] C753 ---) [5309, 5234, 5808125] C251
146) [9941, 3278, 141425] C753 135) [5657, 1639, 636224] C753
147) [10369, 3718, 3289977] C753 120) [4513, 1859, 41476] C753
148) [10709, 809, 139525] C753 134) [5581, 1618, 96381] C753
149) [11057, 1587, 162484] C753 ---) [829, 3161, 2487825] C251
150) [11353, 4511, 1201716] C753 108) [3709, 5833, 7095625] C753
151) [11789, 633, 97225] C753 109) [3889, 1266, 11789] C753
152) [11789, 3026, 2242013] C753 ---) [2333, 1513, 11789] C251
153) [12113, 6883, 3967444] C753 137) [5869, 5193, 3500657] C753
154) [12329, 466, 4973] C753 127) [4973, 233, 12329] C753
155) [12401, 223, 9332] C753 ---) [2333, 446, 12401] C251
156) [12473, 3087, 1256704] C753 125) [4909, 6174, 4502753] C753
157) [12517, 189, 5801] C753 136) [5801, 378, 12517] C753
158) [12853, 2334, 539297] C753 118) [4457, 1167, 205648] C753
159) [13009, 3379, 119268] C753 100) [3313, 6631, 7493184] C753
160) [13109, 1126, 107225] C753 117) [4289, 563, 52436] C753
161) [13177, 1719, 656384] C753 73) [641, 2739, 1317700] C753
162) [13873, 2135, 137232] C753 84) [953, 3603, 2719108] C753
163) [14249, 171, 3748] C753 83) [937, 342, 14249] C753
164) [14369, 9099, 7331188] C753 128) [5077, 4569, 5187209] C753
165) [15217, 731, 38484] C753 86) [1069, 1462, 380425] C753
166) [15881, 6227, 923600] C753 ---) [2309, 3637, 397025] C251
167) [16193, 8243, 2894804] C753 138) [5981, 6497, 10120625] C753
168) [16369, 159, 2228] C753 ---) [557, 318, 16369] C251
169) [16369, 4254, 4262225] C753 ---) [1409, 2127, 65476] C251
170) [17417, 6791, 5568452] C753 ---) [4817, 9175, 3413732] C251
171) [18097, 3715, 152128] C753 ---) [2377, 6007, 8758948] C251
172) [18181, 741, 132725] C753 133) [5309, 1482, 18181] C753
173) [18913, 5291, 6880464] C753 132) [5309, 9549, 18913] C753
174) [19013, 6574, 3199169] C753 101) [3329, 3287, 1901300] C753
175) [19069, 7166, 7956225] C753 112) [3929, 3583, 1220416] C753
176) [20693, 841, 47489] C753 ---) [281, 1682, 517325] C251
177) [22769, 2090, 1000949] C753 ---) [269, 1045, 22769] C251
178) [23497, 859, 178596] C753 ---) [41, 771, 93988] C251
179) [30113, 295, 14228] C753 106) [3557, 590, 30113] C753
180) [44273, 319, 14372] C753 ---) [3593, 638, 44273] C251
181) [45737, 679, 12352] C753 51) [193, 1358, 411633] C753
182) [48953, 1871, 569204] C753 ---) [269, 3521, 1223825] C251
183) [50593, 655, 94608] C753 ---) [73, 1310, 50593] C251
184) [59417, 339, 13876] C753 104) [3469, 678, 59417] C753
185) [65381, 809, 16513] C753 ---) [337, 1618, 588429] C251
186) [91397, 317, 2273] C753 92) [2273, 634, 91397] C753
187) [157433, 3198, 37873] C753 ---) [313, 1599, 629732] C251
188) [179453, 841, 131957] C753 96) [2693, 1682, 179453] C753
189) [185993, 3723, 1186768] C753 71) [613, 7446, 9113657] C753
190) [208697, 651, 53776] C753 102) [3361, 1302, 208697] C753
191) [213533, 465, 673] C753 75) [673, 930, 213533] C753
192) [229393, 503, 5904] C753 37) [41, 1006, 229393] C753
193) [236069, 2402, 498125] C753 79) [797, 1201, 236069] C753
194) [244733, 497, 569] C753 70) [569, 994, 244733] C753
195) [274709, 525, 229] C753 ---) [229, 1050, 274709] C3 x C753
196) [292021, 2378, 245637] C753 69) [557, 1189, 292021] C753
197) [292037, 613, 20933] C753 ---) [173, 1226, 292037] C251
198) [295861, 605, 17541] C753 91) [1949, 1210, 295861] C753
199) [309173, 597, 11809] C753 57) [241, 1194, 309173] C753
200) [378089, 619, 1268] C753 64) [317, 1238, 378089] C753
201) [381253, 709, 30357] C753 103) [3373, 1418, 381253] C753
202) [457057, 775, 35892] C753 85) [997, 1550, 457057] C753
203) [509689, 811, 37008] C753 60) [257, 1622, 509689] C753
204) [514681, 1003, 122832] C753 82) [853, 2006, 514681] C753
205) [569533, 857, 41229] C753 68) [509, 1714, 569533] C753
206) [611137, 1855, 707472] C753 27) [17, 3307, 2444548] C753
207) [695777, 847, 5408] C753 ---) [8, 1694, 695777] C251
208) [705169, 2519, 1410048] C753 29) [17, 3371, 2820676] C753
209) [736097, 871, 5636] C753 89) [1409, 1742, 736097] C753
210) [737921, 1439, 333200] C753 28) [17, 2878, 737921] C753
211) [815417, 1675, 497552] C753 58) [257, 3350, 815417] C753
212) [843473, 4883, 689216] C753 ---) [89, 7691, 13495568] C251
213) [887441, 1079, 69200] C753 50) [173, 2158, 887441] C753
214) [916613, 1029, 35557] C753 ---) [37, 2058, 916613] C251
215) [939973, 1141, 90477] C753 87) [1117, 2282, 939973] C753
216) [959369, 1187, 112400] C753 ---) [281, 2374, 959369] C251
217) [987929, 1019, 12608] C753 52) [197, 2038, 987929] C753
218) [998537, 2115, 868672] C753 62) [277, 4230, 998537] C753
219) [1161497, 1403, 201728] C753 53) [197, 2806, 1161497] C753
220) [1197353, 1203, 62464] C753 41) [61, 2406, 1197353] C753
221) [1555817, 6239, 7424] C753 31) [29, 4853, 1555817] C753
222) [1904761, 1547, 122112] C753 39) [53, 3094, 1904761] C753
223) [1975921, 1607, 151632] C753 23) [13, 3214, 1975921] C753
224) [2165593, 1595, 94608] C753 43) [73, 3190, 2165593] C753
225) [2643457, 1631, 4176] C753 33) [29, 3262, 2643457] C753
226) [2658913, 2255, 606528] C753 21) [13, 4510, 2658913] C753
227) [2937241, 2971, 1472400] C753 65) [409, 5942, 2937241] C753
228) [3145049, 2107, 323600] C753 80) [809, 4214, 3145049] C753
229) [3271657, 2387, 606528] C753 25) [13, 4774, 3271657] C753
230) [3377009, 2503, 722000] C753 ---) [5, 3709, 3377009] C251
231) [5442089, 2483, 180800] C753 ---) [113, 4966, 5442089] C251
232) [5924617, 2435, 1152] C753 ---) [8, 4870, 5924617] C251
233) [5943089, 2567, 161600] C753 45) [101, 5134, 5943089] C753
234) [7093217, 2703, 53248] C753 26) [13, 5406, 7093217] C753
235) [7358353, 2903, 267264] C753 32) [29, 5806, 7358353] C753
236) [8297017, 3083, 301968] C753 55) [233, 6166, 8297017] C753
237) [8341721, 3195, 466576] C753 56) [241, 6390, 8341721] C753
238) [9516281, 3659, 968000] C753 2) [5, 6577, 9516281] C753
239) [10147561, 3379, 317520] C753 1) [5, 6758, 10147561] C753
240) [11072969, 3491, 278528] C753 ---) [17, 6982, 11072969] C251
241) [12754457, 3675, 187792] C753 44) [97, 7350, 12754457] C753
242) [13206337, 3775, 261072] C753 36) [37, 7550, 13206337] C753
243) [14989913, 3931, 115712] C753 47) [113, 7862, 14989913] C753
244) [15180857, 4107, 421648] C753 42) [73, 8214, 15180857] C753
245) [16065713, 4039, 61952] C753 17) [8, 8078, 16065713] C753
246) [17147833, 4171, 62352] C753 66) [433, 8342, 17147833] C753
247) [17478217, 4195, 29952] C753 20) [13, 8390, 17478217] C753
248) [21004601, 4651, 156800] C753 10) [8, 9302, 21004601] C753
249) [24862001, 4999, 32000] C753 4) [5, 9998, 24862001] C753
250) [26019337, 5123, 56448] C753 15) [8, 10246, 26019337] C753
251) [26783321, 5179, 9680] C753 8) [5, 10358, 26783321] C753
252) [27563209, 5251, 2448] C753 30) [17, 10502, 27563209] C753
253) [33810289, 5863, 141120] C753 3) [5, 11726, 33810289] C753