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 number 102 non-normal (D4) quartic CM field invariants: 6659 fields

K Quartic invariants Cl(OK) Igusa invariants Kr Reflex invariants Cl(OKr) Igusa invariants
1) [5, 1689, 607329] C102 5537) [67481, 903, 52020] C102
2) [5, 1922, 911021] C102 ---) [911021, 961, 3125] C2 x C102
3) [5, 1589, 630449] C102 ---) [630449, 1223, 216320] C2 x C102
4) [5, 631, 97829] C102 5737) [97829, 427, 21125] C102
5) [5, 664, 107099] C102 ---) [428396, 1328, 12500] C510
6) [5, 3205, 2567645] C102 ---) [2567645, 2425, 828245] C408
7) [5, 327, 22381] C102 4978) [22381, 319, 19845] C102
8) [5, 1142, 312521] C102 6236) [312521, 571, 3380] C102
9) [5, 3125, 2441045] C102 ---) [2441045, 2365, 788045] C408
10) [5, 873, 190081] C102 6054) [190081, 631, 52020] C102
11) [5, 538, 71756] C102 5576) [71756, 376, 17405] C102
12) [5, 323, 24181] C102 5007) [24181, 291, 15125] C102
13) [5, 302, 18301] C102 4886) [18301, 151, 1125] C102
14) [5, 413, 42611] C102 ---) [170444, 826, 125] C3 x C102
15) [5, 839, 175979] C102 6439) [703916, 1678, 5] C102
16) [5, 2209, 1175269] C102 6552) [1175269, 1893, 602045] C102
17) [5, 1425, 493345] C102 ---) [493345, 935, 95220] C3 x C408
18) [5, 2705, 1829045] C102 ---) [1829045, 2045, 588245] C408
19) [5, 1814, 718969] C102 6442) [718969, 907, 25920] C102
20) [5, 2058, 1025221] C102 6525) [1025221, 1029, 8405] C102
21) [5, 2057, 1056101] C102 ---) [1056101, 1589, 367205] C204
22) [5, 496, 59084] C102 5452) [59084, 248, 605] C102
23) [5, 2218, 1227461] C102 ---) [1227461, 1109, 605] C2 x C510
24) [5, 2293, 1303181] C102 6572) [1303181, 1601, 315005] C102
25) [5, 2845, 1913245] C102 ---) [1913245, 2505, 1090445] C408
26) [5, 606, 90964] C102 4983) [22741, 422, 21780] C102
27) [5, 1997, 939221] C102 ---) [939221, 1229, 142805] C3 x C102
28) [5, 2474, 1505669] C102 ---) [1505669, 1237, 6125] C3 x C102
29) [5, 2826, 1653349] C102 ---) [1653349, 1413, 85805] C3 x C102
30) [5, 2449, 1399289] C102 ---) [1399289, 1483, 200000] C2 x C102
31) [5, 328, 24691] C102 ---) [98764, 656, 8820] C3 x C102
32) [5, 2946, 2139309] C102 6153) [237701, 1473, 7605] C102
33) [5, 1694, 701729] C102 4750) [14321, 847, 3920] C102
34) [5, 2005, 918545] C102 ---) [918545, 1175, 115520] C3 x C408
35) [5, 519, 65029] C102 ---) [65029, 443, 32805] C3 x C918
36) [5, 1641, 662869] C102 6427) [662869, 1117, 146205] C102
37) [5, 2722, 1767821] C102 ---) [1767821, 1361, 21125] C3 x C102
38) [5, 2706, 1778589] C102 6085) [197621, 1353, 13005] C102
39) [5, 2354, 1383709] C102 ---) [1383709, 1177, 405] C2 x C102
40) [5, 701, 122819] C102 6367) [491276, 1402, 125] C102
41) [5, 1762, 775981] C102 ---) [775981, 881, 45] C2 x C102
42) [5, 3129, 2440629] C102 6190) [271181, 2253, 658845] C102
43) [5, 646, 103349] C102 5764) [103349, 323, 245] C102
44) [5, 2161, 1154729] C102 6547) [1154729, 1747, 474320] C102
45) [5, 1209, 359809] C102 ---) [359809, 823, 79380] C204
46) [5, 1317, 383121] C102 5283) [42569, 1239, 288000] C102
47) [5, 2210, 1199245] C102 ---) [1199245, 1105, 5445] C408
48) [5, 418, 41036] C102 5264) [41036, 256, 6125] C102
49) [5, 1829, 829649] C102 6479) [829649, 1463, 327680] C102
50) [5, 3441, 2858589] C102 ---) [317621, 2937, 1441845] C714
51) [5, 449, 46619] C102 6050) [186476, 898, 15125] C102
52) [5, 1070, 279745] C102 ---) [279745, 535, 1620] C2856
53) [5, 2014, 951329] C102 6510) [951329, 1007, 15680] C102
54) [5, 352, 26171] C102 5768) [104684, 704, 19220] C102
55) [5, 2689, 1780669] C102 ---) [1780669, 1833, 394805] C1122
56) [5, 358, 31796] C102 4459) [7949, 286, 12500] C102
57) [5, 1713, 620341] C102 ---) [620341, 1661, 534645] C3 x C102
58) [5, 3194, 2545909] C102 6651) [2545909, 1597, 1125] C102
59) [5, 402, 33556] C102 4489) [8389, 394, 30420] C102
60) [5, 397, 39371] C102 ---) [157484, 794, 125] C3 x C102
61) [5, 1198, 345281] C102 ---) [345281, 599, 3380] C204
62) [5, 1113, 284841] C102 5133) [31649, 1011, 184320] C102
63) [5, 1757, 742501] C102 6449) [742501, 1509, 383645] C102
64) [5, 1973, 819181] C102 6475) [819181, 1041, 66125] C102
65) [5, 418, 40556] C102 5259) [40556, 376, 25205] C102
66) [5, 1677, 615301] C102 ---) [615301, 1589, 477405] C2 x C102
67) [5, 2054, 962249] C102 ---) [962249, 1027, 23120] C204
68) [5, 2041, 1040869] C102 6529) [1040869, 1557, 345845] C102
69) [5, 624, 79939] C102 6241) [319756, 1248, 69620] C102
70) [5, 1849, 833249] C102 6482) [833249, 1223, 165620] C102
71) [5, 1137, 274681] C102 6194) [274681, 1099, 233280] C102
72) [5, 1685, 674945] C102 ---) [674945, 1055, 109520] C408
73) [5, 1334, 357769] C102 6276) [357769, 667, 21780] C102
74) [5, 2001, 836289] C102 5716) [92921, 1047, 64980] C102
75) [5, 2117, 1120061] C102 6541) [1120061, 1609, 367205] C102
76) [5, 1405, 464245] C102 ---) [464245, 1245, 271445] C408
77) [5, 411, 40699] C102 5986) [162796, 822, 6125] C102
78) [5, 933, 182761] C102 ---) [182761, 491, 14580] C4998
79) [5, 392, 35771] C102 5937) [143084, 784, 10580] C102
80) [5, 1577, 537881] C102 6392) [537881, 859, 50000] C102
81) [5, 1909, 897809] C102 6495) [897809, 1303, 200000] C102
82) [5, 604, 90484] C102 ---) [22621, 302, 180] C510
83) [5, 384, 32059] C102 5881) [128236, 768, 19220] C102
84) [5, 352, 29996] C102 5111) [29996, 176, 245] C102
85) [5, 1389, 444049] C102 ---) [444049, 823, 58320] C3 x C102
86) [5, 716, 105044] C102 5040) [26261, 358, 5780] C102
87) [5, 2082, 988461] C102 5802) [109829, 1041, 23805] C102
88) [5, 2641, 1669909] C102 ---) [1669909, 1677, 285605] C3 x C510
89) [5, 1581, 608929] C102 ---) [608929, 1327, 288000] C408
90) [5, 566, 80044] C102 5628) [80044, 432, 26645] C102
91) [5, 2001, 935449] C102 ---) [935449, 1787, 564480] C10608
92) [5, 2397, 1393621] C102 ---) [1393621, 2029, 680805] C2 x C102
93) [5, 619, 95339] C102 6293) [381356, 1238, 1805] C102
94) [5, 433, 46091] C102 6045) [184364, 866, 3125] C102
95) [5, 1149, 314649] C102 5185) [34961, 723, 52020] C102
96) [5, 1265, 351545] C102 ---) [351545, 1195, 269120] C408
97) [5, 2426, 1358869] C102 ---) [1358869, 1213, 28125] C3 x C306
98) [5, 479, 51059] C102 6097) [204236, 958, 25205] C102
99) [5, 2125, 1046345] C102 ---) [1046345, 1915, 655220] C408
100) [5, 3809, 3184589] C102 6656) [3184589, 2113, 320045] C102
101) [5, 1317, 395341] C102 ---) [395341, 769, 49005] C204
102) [5, 1321, 380609] C102 ---) [380609, 727, 36980] C510
103) [5, 1309, 389209] C102 ---) [389209, 1203, 264500] C3 x C408
104) [5, 2057, 925781] C102 6504) [925781, 1949, 718205] C102
105) [5, 1857, 862101] C102 5729) [95789, 1389, 266805] C102
106) [5, 427, 42821] C102 5287) [42821, 379, 25205] C102
107) [5, 4021, 3914909] C102 6659) [3914909, 2617, 733445] C102
108) [5, 416, 42859] C102 6011) [171436, 832, 1620] C102
109) [5, 1281, 399889] C102 4469) [8161, 847, 79380] C102
110) [5, 1726, 744049] C102 6450) [744049, 863, 180] C102
111) [5, 2869, 1930589] C102 ---) [1930589, 1753, 285605] C2 x C102
112) [5, 993, 232201] C102 ---) [232201, 611, 35280] C2 x C102
113) [5, 1726, 646769] C102 ---) [646769, 863, 24500] C2 x C102
114) [5, 2541, 1604709] C102 6026) [178301, 1797, 406125] C102
115) [5, 496, 61099] C102 6161) [244396, 992, 1620] C102
116) [5, 1137, 323161] C102 ---) [323161, 859, 103680] C2 x C102
117) [5, 1761, 715329] C102 ---) [79481, 1047, 95220] C3 x C102
118) [5, 1365, 379345] C102 ---) [379345, 695, 25920] C2040
119) [5, 1817, 803261] C102 ---) [803261, 1529, 383645] C3 x C408
120) [5, 1582, 614161] C102 6420) [614161, 791, 2880] C102
121) [5, 798, 158481] C102 ---) [17609, 399, 180] C3 x C102
122) [5, 1577, 617081] C102 6421) [617081, 1259, 242000] C102
123) [5, 2429, 1473109] C102 6597) [1473109, 1773, 417605] C102
124) [5, 851, 181019] C102 ---) [724076, 1702, 125] C3 x C510
125) [5, 754, 141524] C102 5191) [35381, 538, 36980] C102
126) [5, 508, 54836] C102 4727) [13709, 254, 2420] C102
127) [5, 323, 25301] C102 ---) [25301, 211, 4805] C3 x C102
128) [5, 646, 103724] C102 5766) [103724, 512, 39605] C102
129) [5, 1457, 517961] C102 6385) [517961, 1219, 242000] C102
130) [5, 1582, 621761] C102 4682) [12689, 791, 980] C102
131) [5, 1473, 523521] C102 5441) [58169, 951, 95220] C102
132) [5, 416, 39619] C102 5977) [158476, 832, 14580] C102
133) [5, 3057, 2106261] C102 6149) [234029, 2829, 1474245] C102
134) [5, 252, 13876] C102 4077) [3469, 126, 500] C102
135) [5, 2561, 1578629] C102 4548) [9341, 2197, 812045] C102
136) [5, 1745, 750445] C102 ---) [750445, 1425, 320045] C408
137) [5, 2378, 1401221] C102 ---) [1401221, 1189, 3125] C2 x C102
138) [5, 2641, 1741189] C102 ---) [1741189, 2037, 602045] C2 x C102
139) [5, 639, 101419] C102 6312) [405676, 1278, 2645] C102
140) [5, 564, 77524] C102 4906) [19381, 282, 500] C102
141) [5, 1641, 653689] C102 ---) [653689, 1387, 317520] C2 x C102
142) [5, 2609, 1689469] C102 6614) [1689469, 1833, 417605] C102
143) [5, 1317, 422341] C102 ---) [422341, 869, 83205] C204
144) [5, 342, 27796] C102 ---) [6949, 214, 4500] C510
145) [5, 2001, 966969] C102 5781) [107441, 1707, 486720] C102
146) [5, 2681, 1689629] C102 ---) [1689629, 2377, 990125] C204
147) [5, 1889, 818269] C102 6474) [818269, 1113, 105125] C102
148) [5, 629, 91499] C102 6284) [365996, 1258, 29645] C102
149) [5, 586, 81044] C102 4929) [20261, 362, 12500] C102
150) [5, 2209, 1217389] C102 6559) [1217389, 1713, 429245] C102
151) [5, 1246, 329809] C102 6248) [329809, 623, 14580] C102
152) [5, 1017, 221161] C102 ---) [221161, 979, 184320] C2 x C102
153) [5, 368, 32051] C102 5880) [128204, 736, 7220] C102
154) [5, 2377, 1410821] C102 ---) [1410821, 1829, 483605] C408
155) [5, 2981, 2105309] C102 ---) [2105309, 2617, 1185845] C2 x C102
156) [5, 1185, 336745] C102 ---) [336745, 755, 58320] C3 x C408
157) [5, 486, 58549] C102 5447) [58549, 243, 125] C102
158) [5, 307, 22651] C102 5702) [90604, 614, 3645] C102
159) [5, 2109, 1080369] C102 5851) [120041, 1383, 208080] C102
160) [5, 1733, 719221] C102 ---) [719221, 1101, 123245] C2 x C102
161) [5, 1886, 887969] C102 ---) [887969, 943, 320] C2244
162) [5, 2501, 1531349] C102 ---) [1531349, 2077, 695645] C204
163) [5, 1778, 771101] C102 ---) [771101, 889, 4805] C1428
164) [5, 2181, 1013409] C102 ---) [112601, 1167, 87120] C510
165) [5, 1789, 800129] C102 ---) [800129, 1343, 250880] C510
166) [5, 1550, 554545] C102 ---) [554545, 775, 11520] C408
167) [5, 2121, 1090629] C102 5859) [121181, 1797, 534645] C102
168) [5, 1462, 508441] C102 ---) [508441, 731, 6480] C2 x C102
169) [5, 1677, 636381] C102 5560) [70709, 969, 75645] C102
170) [5, 3029, 2268149] C102 4713) [13421, 2093, 528125] C102
171) [5, 1793, 756181] C102 6453) [756181, 1101, 114005] C102
172) [5, 1966, 825169] C102 6477) [825169, 983, 35280] C102
173) [5, 2429, 1474909] C102 6598) [1474909, 1833, 471245] C102
174) [5, 1921, 888529] C102 ---) [888529, 1647, 456020] C2 x C102
175) [5, 3029, 2293429] C102 6647) [2293429, 2253, 695645] C102
176) [5, 378, 33076] C102 4480) [8269, 226, 4500] C102
177) [5, 1937, 799381] C102 6469) [799381, 1869, 673445] C102
178) [5, 649, 102299] C102 6315) [409196, 1298, 12005] C102
179) [5, 1529, 551249] C102 ---) [551249, 943, 84500] C3 x C102
180) [5, 1534, 587569] C102 ---) [587569, 767, 180] C2 x C510
181) [5, 272, 18371] C102 5588) [73484, 544, 500] C102
182) [5, 2593, 1673501] C102 6613) [1673501, 2041, 623045] C102
183) [5, 1442, 518221] C102 6387) [518221, 721, 405] C102
184) [5, 396, 35284] C102 4521) [8821, 198, 980] C102
185) [5, 1329, 372529] C102 ---) [372529, 703, 30420] C2 x C102
186) [5, 1725, 657445] C102 ---) [657445, 965, 68445] C408
187) [5, 1790, 724145] C102 ---) [724145, 895, 19220] C408
188) [5, 464, 46219] C102 6048) [184876, 928, 30420] C102
189) [5, 1521, 478249] C102 6355) [478249, 787, 35280] C102
190) [5, 1678, 636641] C102 ---) [636641, 839, 16820] C6 x C102
191) [5, 1430, 482345] C102 ---) [482345, 715, 7220] C2856
192) [5, 1858, 863021] C102 ---) [863021, 929, 5] C2 x C102
193) [5, 2201, 1192189] C102 6554) [1192189, 1497, 262205] C102
194) [5, 1585, 520745] C102 ---) [520745, 1555, 474320] C3 x C408
195) [5, 456, 43579] C102 6015) [174316, 912, 33620] C102
196) [5, 1038, 257841] C102 5081) [28649, 519, 2880] C102
197) [5, 2405, 1392445] C102 ---) [1392445, 1545, 248645] C408
198) [5, 2301, 1314189] C102 5946) [146021, 1617, 325125] C102
199) [5, 332, 27476] C102 4392) [6869, 166, 20] C102
200) [5, 1613, 579041] C102 6408) [579041, 911, 62720] C102
201) [5, 1510, 560345] C102 ---) [560345, 755, 2420] C2856
202) [5, 1173, 302121] C102 5158) [33569, 651, 30420] C102
203) [5, 2621, 1713629] C102 6616) [1713629, 1897, 471245] C102
204) [5, 2209, 998369] C102 ---) [998369, 2183, 941780] C6 x C102
205) [5, 1389, 427729] C102 6328) [427729, 1303, 317520] C102
206) [5, 1542, 591561] C102 ---) [65729, 771, 720] C714
207) [5, 516, 56884] C102 4747) [14221, 258, 2420] C102
208) [5, 539, 61819] C102 6166) [247276, 1078, 43245] C102
209) [5, 2429, 1471229] C102 6596) [1471229, 1753, 400445] C102
210) [5, 3329, 2769029] C102 ---) [2769029, 2453, 812045] C3 x C102
211) [5, 3586, 2630029] C102 ---) [2630029, 1793, 146205] C2 x C102
212) [5, 1238, 351161] C102 ---) [351161, 619, 8000] C3 x C204
213) [5, 596, 86804] C102 4959) [21701, 298, 500] C102
214) [5, 2434, 1362509] C102 6582) [1362509, 1217, 29645] C102
215) [5, 1333, 357761] C102 6275) [357761, 671, 23120] C102
216) [5, 1209, 364369] C102 6282) [364369, 943, 131220] C102
217) [5, 2565, 1502845] C102 ---) [1502845, 2345, 999045] C408
218) [5, 2290, 1307645] C102 ---) [1307645, 1145, 845] C408
219) [5, 488, 48491] C102 6068) [193964, 976, 44180] C102
220) [5, 418, 42836] C102 4606) [10709, 346, 19220] C102
221) [5, 1305, 361345] C102 ---) [361345, 695, 30420] C408
222) [5, 1654, 580249] C102 6409) [580249, 827, 25920] C102
223) [5, 1033, 226721] C102 6133) [226721, 551, 19220] C102
224) [5, 2129, 1033049] C102 ---) [1033049, 1243, 128000] C3 x C102
225) [5, 1293, 402561] C102 5320) [44729, 831, 72000] C102
226) [5, 1097, 279401] C102 6200) [279401, 659, 38720] C102
227) [5, 1373, 461821] C102 ---) [461821, 921, 96605] C2 x C102
228) [5, 958, 203521] C102 6092) [203521, 479, 6480] C102
229) [5, 1990, 961145] C102 ---) [961145, 995, 7220] C3 x C408
230) [5, 403, 34651] C102 5919) [138604, 806, 23805] C102
231) [5, 2801, 1961389] C102 6633) [1961389, 2097, 609005] C102
232) [5, 706, 124204] C102 5869) [124204, 552, 45125] C102
233) [5, 2834, 2006269] C102 ---) [2006269, 1417, 405] C2 x C102
234) [5, 1417, 501761] C102 4008) [2969, 1079, 165620] C102
235) [5, 2477, 1533821] C102 ---) [1533821, 1849, 471245] C816
236) [5, 3749, 3510749] C102 6658) [3510749, 2873, 1185845] C102
237) [5, 1562, 608341] C102 ---) [608341, 781, 405] C2 x C102
238) [5, 2194, 1037789] C102 ---) [1037789, 1097, 41405] C204
239) [5, 1457, 506561] C102 6372) [506561, 919, 84500] C102
240) [5, 2381, 1165289] C102 6550) [1165289, 2347, 1085780] C102
241) [5, 1562, 557941] C102 ---) [557941, 781, 13005] C204
242) [5, 323, 25931] C102 5765) [103724, 646, 605] C102
243) [5, 2489, 1539749] C102 ---) [1539749, 1973, 588245] C204
244) [5, 2689, 1737469] C102 6618) [1737469, 2313, 903125] C102
245) [5, 1857, 718461] C102 5626) [79829, 969, 55125] C102
246) [5, 3489, 2813229] C102 ---) [312581, 3153, 1782045] C510
247) [5, 1369, 457729] C102 ---) [457729, 1143, 212180] C510
248) [5, 1685, 623345] C102 ---) [623345, 935, 62720] C408
249) [5, 2589, 1526949] C102 6007) [169661, 2373, 1026045] C102
250) [5, 2721, 1850949] C102 6101) [205661, 2037, 574605] C102
251) [5, 1326, 438849] C102 5371) [48761, 663, 180] C102
252) [5, 559, 77069] C102 ---) [77069, 383, 17405] C3 x C102
253) [5, 1617, 613621] C102 ---) [613621, 989, 91125] C6 x C102
254) [5, 1765, 710945] C102 ---) [710945, 1615, 474320] C3 x C1224
255) [5, 1337, 385841] C102 ---) [385841, 1279, 312500] C2 x C102
256) [5, 2001, 881649] C102 5739) [97961, 1887, 669780] C102
257) [5, 419, 42979] C102 ---) [171916, 838, 3645] C3 x C102
258) [5, 599, 80669] C102 5635) [80669, 343, 9245] C102
259) [5, 3649, 3321389] C102 ---) [3321389, 2833, 1176125] C2 x C102
260) [5, 569, 79579] C102 6240) [318316, 1138, 5445] C102
261) [5, 521, 59659] C102 6155) [238636, 1042, 32805] C102
262) [5, 2941, 1955309] C102 6632) [1955309, 1697, 231125] C102
263) [8, 2338, 1332761] C102 ---) [1332761, 1169, 8450] C2 x C102
264) [8, 730, 116663] C102 6351) [466652, 730, 16562] C102
265) [8, 2114, 1101049] C102 ---) [1101049, 1057, 4050] C2 x C102
266) [8, 1514, 349937] C102 6270) [349937, 757, 55778] C102
267) [8, 682, 114599] C102 6346) [458396, 682, 1682] C102
268) [8, 2978, 2200921] C102 ---) [2200921, 1489, 4050] C2 x C714
269) [8, 2758, 1716809] C102 ---) [1716809, 1379, 46208] C204
270) [8, 294, 21559] C102 5680) [86236, 294, 50] C102
271) [8, 2006, 932281] C102 6506) [932281, 1003, 18432] C102
272) [8, 1258, 393593] C102 6298) [393593, 629, 512] C102
273) [8, 3058, 2239273] C102 6644) [2239273, 1529, 24642] C102
274) [8, 2534, 1013417] C102 6524) [1013417, 1267, 147968] C102
275) [8, 1150, 219233] C102 6118) [219233, 575, 27848] C102
276) [8, 1826, 832921] C102 6481) [832921, 913, 162] C102
277) [8, 554, 64871] C102 6183) [259484, 554, 11858] C102
278) [8, 1178, 205409] C102 2987) [569, 589, 35378] C102
279) [8, 2066, 1065737] C102 ---) [1065737, 1033, 338] C2 x C102
280) [8, 1070, 248137] C102 6168) [248137, 535, 9522] C102
281) [8, 1166, 314801] C102 6239) [314801, 583, 6272] C102
282) [8, 942, 220273] C102 6119) [220273, 471, 392] C102
283) [8, 2822, 1969289] C102 6635) [1969289, 1411, 5408] C102
284) [8, 682, 105913] C102 5774) [105913, 341, 2592] C102
285) [8, 750, 113713] C102 ---) [113713, 375, 6728] C204
286) [8, 538, 38039] C102 5961) [152156, 538, 34322] C102
287) [8, 4070, 4133033] C102 ---) [4133033, 2035, 2048] C2 x C102
288) [8, 490, 49943] C102 6090) [199772, 490, 10082] C102
289) [8, 3302, 2713001] C102 ---) [2713001, 1651, 3200] C204
290) [8, 454, 46327] C102 6049) [185308, 454, 5202] C102
291) [8, 2274, 1090521] C102 5858) [121169, 1137, 50562] C102
292) [8, 1294, 226409] C102 6131) [226409, 647, 48050] C102
293) [8, 316, 20914] C102 ---) [83656, 316, 4050] C204
294) [8, 522, 45649] C102 5333) [45649, 261, 5618] C102
295) [8, 2278, 1281833] C102 ---) [1281833, 1139, 3872] C3 x C102
296) [8, 986, 133537] C102 ---) [133537, 493, 27378] C408
297) [8, 298, 21863] C102 5684) [87452, 298, 338] C102
298) [8, 574, 82081] C102 5651) [82081, 287, 72] C102
299) [8, 730, 95137] C102 5725) [95137, 365, 9522] C102
300) [8, 2582, 1648249] C102 6610) [1648249, 1291, 4608] C102
301) [8, 502, 37463] C102 5957) [149852, 502, 25538] C102
302) [8, 3766, 1996889] C102 6638) [1996889, 1883, 387200] C102
303) [8, 524, 67922] C102 ---) [271688, 524, 722] C204
304) [8, 1678, 424169] C102 6324) [424169, 839, 69938] C102
305) [8, 2870, 1911257] C102 ---) [1911257, 1435, 36992] C2 x C510
306) [8, 1086, 159649] C102 5980) [159649, 543, 33800] C102
307) [8, 862, 164129] C102 5992) [164129, 431, 5408] C102
308) [8, 3126, 1815769] C102 ---) [1815769, 1563, 156800] C3 x C204
309) [8, 3142, 2263241] C102 ---) [2263241, 1571, 51200] C2 x C102
310) [8, 2342, 1123433] C102 6543) [1123433, 1171, 61952] C102
311) [8, 412, 42386] C102 ---) [169544, 412, 50] C3 x C204
312) [8, 2742, 1875033] C102 6104) [208337, 1371, 1152] C102
313) [8, 2198, 834553] C102 ---) [834553, 1099, 93312] C408
314) [8, 842, 141863] C102 ---) [567452, 842, 35378] C3 x C510
315) [8, 2614, 1460441] C102 6594) [1460441, 1307, 61952] C102
316) [8, 1402, 364393] C102 6283) [364393, 701, 31752] C102
317) [8, 1542, 433129] C102 ---) [433129, 771, 40328] C408
318) [8, 1718, 610873] C102 ---) [610873, 859, 31752] C2 x C102
319) [8, 344, 21134] C102 5660) [84536, 344, 8450] C102
320) [8, 638, 80953] C102 5639) [80953, 319, 5202] C102
321) [8, 2386, 1210697] C102 6557) [1210697, 1193, 53138] C102
322) [8, 2294, 995609] C102 ---) [995609, 1147, 80000] C2 x C102
323) [8, 2246, 1160777] C102 ---) [1160777, 1123, 25088] C408
324) [8, 910, 206513] C102 ---) [206513, 455, 128] C2 x C102
325) [8, 2422, 1449593] C102 ---) [1449593, 1211, 4232] C3 x C102
326) [8, 1586, 394921] C102 6300) [394921, 793, 58482] C102
327) [8, 1258, 392753] C102 ---) [392753, 629, 722] C204
328) [8, 2658, 1721241] C102 6058) [191249, 1329, 11250] C102
329) [8, 3974, 2956937] C102 ---) [2956937, 1987, 247808] C3 x C102
330) [8, 532, 36434] C102 ---) [145736, 532, 34322] C3 x C408
331) [8, 990, 233473] C102 6147) [233473, 495, 2888] C102
332) [8, 1974, 607801] C102 ---) [607801, 987, 91592] C204
333) [8, 1118, 312281] C102 ---) [312281, 559, 50] C510
334) [8, 3574, 2791961] C102 ---) [2791961, 1787, 100352] C204
335) [8, 2710, 1835897] C102 ---) [1835897, 1355, 32] C3 x C102
336) [8, 2758, 1061833] C102 6531) [1061833, 1379, 209952] C102
337) [8, 368, 33806] C102 ---) [135224, 368, 50] C3 x C102
338) [8, 392, 22574] C102 ---) [90296, 392, 15842] C3 x C102
339) [8, 508, 47954] C102 ---) [191816, 508, 16562] C204
340) [8, 1954, 829529] C102 6478) [829529, 977, 31250] C102
341) [8, 810, 156337] C102 5973) [156337, 405, 1922] C102
342) [8, 2438, 1434761] C102 ---) [1434761, 1219, 12800] C3 x C408
343) [8, 1842, 846441] C102 5720) [94049, 921, 450] C102
344) [8, 2550, 1016217] C102 5815) [112913, 1275, 152352] C102
345) [8, 3014, 1730249] C102 ---) [1730249, 1507, 135200] C816
346) [8, 942, 207729] C102 4985) [23081, 471, 3528] C102
347) [8, 444, 47602] C102 ---) [190408, 444, 1682] C204
348) [8, 2390, 1054777] C102 ---) [1054777, 1195, 93312] C2 x C102
349) [8, 762, 144193] C102 5940) [144193, 381, 242] C102
350) [8, 2886, 1787337] C102 6088) [198593, 1443, 73728] C102
351) [8, 404, 37106] C102 ---) [148424, 404, 3698] C408
352) [8, 2886, 1729449] C102 6061) [192161, 1443, 88200] C102
353) [8, 2450, 980425] C102 5238) [39217, 1225, 130050] C102
354) [8, 1762, 756953] C102 6454) [756953, 881, 4802] C102
355) [8, 2086, 840041] C102 6483) [840041, 1043, 61952] C102
356) [8, 3494, 3045737] C102 ---) [3045737, 1747, 1568] C408
357) [8, 1006, 211537] C102 6111) [211537, 503, 10368] C102
358) [8, 714, 83641] C102 5658) [83641, 357, 10952] C102
359) [8, 2098, 1084201] C102 ---) [1084201, 1049, 4050] C2 x C102
360) [8, 3094, 1970009] C102 ---) [1970009, 1547, 105800] C6 x C102
361) [8, 1718, 696409] C102 ---) [696409, 859, 10368] C3 x C306
362) [8, 2326, 1352281] C102 6580) [1352281, 1163, 72] C102
363) [8, 1290, 243153] C102 5053) [27017, 645, 43218] C102
364) [8, 1634, 521689] C102 ---) [521689, 817, 36450] C1122
365) [8, 2326, 1259257] C102 ---) [1259257, 1163, 23328] C408
366) [8, 3206, 2532617] C102 ---) [2532617, 1603, 9248] C2 x C102
367) [8, 830, 172217] C102 ---) [172217, 415, 2] C3 x C102
368) [8, 2182, 1182089] C102 ---) [1182089, 1091, 2048] C2 x C102
369) [8, 2390, 1341497] C102 ---) [1341497, 1195, 21632] C204
370) [8, 2770, 1917577] C102 6630) [1917577, 1385, 162] C102
371) [8, 698, 121001] C102 5856) [121001, 349, 200] C102
372) [8, 294, 15991] C102 5502) [63964, 294, 5618] C102
373) [8, 452, 43634] C102 ---) [174536, 452, 7442] C408
374) [8, 2134, 1041689] C102 4509) [8609, 1067, 24200] C102
375) [8, 392, 31918] C102 5878) [127672, 392, 6498] C102
376) [8, 4150, 3875033] C102 ---) [3875033, 2075, 107648] C408
377) [8, 336, 27502] C102 ---) [110008, 336, 722] C3 x C102
378) [8, 926, 182617] C102 6041) [182617, 463, 7938] C102
379) [8, 474, 52641] C102 4300) [5849, 237, 882] C102
380) [8, 1654, 668441] C102 6431) [668441, 827, 3872] C102
381) [8, 684, 93202] C102 ---) [372808, 684, 23762] C204
382) [8, 922, 194849] C102 6071) [194849, 461, 4418] C102
383) [8, 2642, 1744073] C102 6619) [1744073, 1321, 242] C102
384) [8, 1170, 342217] C102 6262) [342217, 585, 2] C102
385) [8, 1262, 222929] C102 6124) [222929, 631, 43808] C102
386) [8, 2850, 1154137] C102 6546) [1154137, 1425, 219122] C102
387) [8, 954, 114241] C102 ---) [114241, 477, 28322] C510
388) [8, 1286, 286441] C102 ---) [286441, 643, 31752] C204
389) [8, 1506, 565209] C102 5487) [62801, 753, 450] C102
390) [8, 3186, 1436521] C102 6591) [1436521, 1593, 275282] C102
391) [8, 602, 46199] C102 6047) [184796, 602, 44402] C102
392) [8, 346, 27191] C102 5795) [108764, 346, 2738] C102
393) [8, 746, 119129] C102 ---) [119129, 373, 5000] C3 x C102
394) [8, 2374, 1347017] C102 6578) [1347017, 1187, 15488] C102
395) [8, 3250, 1392425] C102 ---) [55697, 1625, 312050] C17 x C102
396) [8, 326, 17047] C102 5541) [68188, 326, 9522] C102
397) [8, 714, 105817] C102 5773) [105817, 357, 5408] C102
398) [8, 2806, 1763609] C102 ---) [1763609, 1403, 51200] C2244
399) [8, 1746, 721801] C102 ---) [721801, 873, 10082] C816
400) [8, 1970, 968873] C102 6514) [968873, 985, 338] C102
401) [8, 2406, 1152297] C102 5879) [128033, 1203, 73728] C102
402) [8, 2082, 656793] C102 5584) [72977, 1041, 106722] C102
403) [8, 1486, 362321] C102 ---) [362321, 743, 47432] C2 x C510
404) [8, 910, 195473] C102 6076) [195473, 455, 2888] C102
405) [8, 2834, 2002057] C102 ---) [2002057, 1417, 1458] C3 x C102
406) [8, 3126, 1722969] C102 6059) [191441, 1563, 180000] C102
407) [8, 550, 75527] C102 6225) [302108, 550, 98] C102
408) [8, 958, 229433] C102 6134) [229433, 479, 2] C102
409) [8, 2946, 1665721] C102 6612) [1665721, 1473, 126002] C102
410) [8, 1858, 436153] C102 6336) [436153, 929, 106722] C102
411) [8, 2370, 833913] C102 ---) [92657, 1185, 142578] C510
412) [8, 2326, 1301369] C102 6570) [1301369, 1163, 12800] C102
413) [8, 408, 22798] C102 5706) [91192, 408, 18818] C102
414) [8, 3426, 1971097] C102 6636) [1971097, 1713, 240818] C102
415) [8, 616, 49262] C102 6083) [197048, 616, 45602] C102
416) [8, 3814, 3206057] C102 6657) [3206057, 1907, 107648] C102
417) [8, 2838, 1984761] C102 6120) [220529, 1419, 7200] C102
418) [8, 730, 98377] C102 5740) [98377, 365, 8712] C102
419) [8, 970, 216017] C102 ---) [216017, 485, 4802] C2 x C102
420) [8, 358, 19559] C102 5618) [78236, 358, 12482] C102
421) [8, 2226, 1117737] C102 ---) [124193, 1113, 30258] C1326
422) [8, 536, 43502] C102 ---) [174008, 536, 28322] C1326
423) [8, 506, 58601] C102 5449) [58601, 253, 1352] C102
424) [8, 670, 109633] C102 ---) [109633, 335, 648] C2 x C510
425) [8, 2930, 2029097] C102 6639) [2029097, 1465, 29282] C102
426) [8, 474, 38119] C102 5962) [152476, 474, 18050] C102
427) [8, 1554, 553801] C102 6400) [553801, 777, 12482] C102
428) [8, 202, 9319] C102 5215) [37276, 202, 882] C102
429) [8, 986, 173857] C102 ---) [173857, 493, 17298] C3 x C102
430) [8, 2086, 1086697] C102 6535) [1086697, 1043, 288] C102
431) [8, 3862, 2909561] C102 ---) [2909561, 1931, 204800] C204
432) [8, 524, 44882] C102 ---) [179528, 524, 23762] C204
433) [8, 3046, 1282729] C102 6567) [1282729, 1523, 259200] C102
434) [8, 2550, 1590777] C102 6021) [176753, 1275, 8712] C102
435) [8, 2626, 1723897] C102 6617) [1723897, 1313, 18] C102
436) [8, 410, 37607] C102 5959) [150428, 410, 4418] C102
437) [8, 1762, 775769] C102 ---) [775769, 881, 98] C408
438) [8, 428, 40178] C102 ---) [160712, 428, 5618] C3 x C204
439) [8, 2342, 1306441] C102 6573) [1306441, 1171, 16200] C102
440) [8, 4114, 2661257] C102 6652) [2661257, 2057, 392498] C102
441) [8, 2950, 1138825] C102 ---) [45553, 1475, 259200] C510
442) [8, 404, 21202] C102 ---) [84808, 404, 19602] C408
443) [8, 538, 67943] C102 ---) [271772, 538, 4418] C3 x C102
444) [8, 1842, 812329] C102 6473) [812329, 921, 8978] C102
445) [8, 438, 43159] C102 6012) [172636, 438, 4802] C102
446) [8, 874, 180017] C102 6033) [180017, 437, 2738] C102
447) [8, 634, 56681] C102 ---) [56681, 317, 10952] C510
448) [8, 794, 80777] C102 5636) [80777, 397, 19208] C102
449) [8, 298, 18503] C102 5596) [74012, 298, 3698] C102
450) [8, 2390, 1409593] C102 ---) [1409593, 1195, 4608] C816
451) [8, 284, 18482] C102 ---) [73928, 284, 1682] C204
452) [8, 814, 100849] C102 ---) [100849, 407, 16200] C3 x C102
453) [8, 3062, 2322329] C102 ---) [2322329, 1531, 5408] C204
454) [8, 710, 122663] C102 6365) [490652, 710, 3362] C102
455) [8, 794, 126857] C102 ---) [126857, 397, 7688] C3 x C306
456) [8, 606, 86401] C102 5682) [86401, 303, 1352] C102
457) [8, 1150, 195425] C102 ---) [7817, 575, 33800] C510
458) [8, 2338, 1361561] C102 ---) [1361561, 1169, 1250] C2 x C102
459) [8, 2758, 1899593] C102 6628) [1899593, 1379, 512] C102
460) [8, 910, 204137] C102 6096) [204137, 455, 722] C102
461) [8, 472, 39854] C102 5979) [159416, 472, 15842] C102
462) [8, 598, 47351] C102 ---) [189404, 598, 42050] C3 x C102
463) [8, 1654, 560921] C102 ---) [560921, 827, 30752] C2 x C102
464) [8, 1958, 956873] C102 6511) [956873, 979, 392] C102
465) [8, 2146, 1149529] C102 6545) [1149529, 1073, 450] C102
466) [8, 874, 142297] C102 ---) [142297, 437, 12168] C3 x C102
467) [8, 388, 34898] C102 ---) [139592, 388, 2738] C408
468) [8, 3046, 1500329] C102 6602) [1500329, 1523, 204800] C102
469) [8, 894, 197761] C102 ---) [197761, 447, 512] C2 x C102
470) [8, 2386, 1285961] C102 ---) [1285961, 1193, 34322] C2 x C102
471) [8, 622, 61873] C102 ---) [61873, 311, 8712] C510
472) [8, 1438, 280289] C102 6201) [280289, 719, 59168] C102
473) [8, 958, 226553] C102 6132) [226553, 479, 722] C102
474) [8, 1018, 256769] C102 ---) [256769, 509, 578] C2 x C102
475) [8, 2306, 741881] C102 6448) [741881, 1153, 146882] C102
476) [8, 364, 21874] C102 ---) [87496, 364, 11250] C204
477) [8, 2390, 1395257] C102 6587) [1395257, 1195, 8192] C102
478) [8, 1826, 724057] C102 6444) [724057, 913, 27378] C102
479) [8, 1426, 476617] C102 ---) [476617, 713, 7938] C204
480) [8, 730, 109897] C102 5803) [109897, 365, 5832] C102
481) [8, 1322, 406169] C102 6313) [406169, 661, 7688] C102
482) [8, 412, 33458] C102 ---) [133832, 412, 8978] C204
483) [8, 2294, 1308409] C102 ---) [1308409, 1147, 1800] C3 x C102
484) [8, 1130, 284377] C102 ---) [284377, 565, 8712] C3 x C714
485) [8, 814, 160649] C102 5982) [160649, 407, 1250] C102
486) [8, 316, 13714] C102 ---) [54856, 316, 11250] C204
487) [8, 296, 21326] C102 5665) [85304, 296, 578] C102
488) [8, 4418, 4672313] C102 ---) [4672313, 2209, 51842] C3 x C408
489) [8, 1906, 903977] C102 ---) [903977, 953, 1058] C3 x C408
490) [8, 634, 72167] C102 6212) [288668, 634, 28322] C102
491) [8, 3030, 1326393] C102 5949) [147377, 1515, 242208] C102
492) [8, 3730, 3399817] C102 ---) [3399817, 1865, 19602] C2 x C4794
493) [8, 618, 59569] C102 5458) [59569, 309, 8978] C102
494) [8, 1406, 426497] C102 ---) [426497, 703, 16928] C3 x C102
495) [8, 2290, 1310377] C102 ---) [1310377, 1145, 162] C2 x C510
496) [8, 510, 64633] C102 5510) [64633, 255, 98] C102
497) [8, 798, 140769] C102 ---) [15641, 399, 4608] C3 x C102
498) [8, 906, 169297] C102 6006) [169297, 453, 8978] C102
499) [8, 826, 167681] C102 ---) [167681, 413, 722] C2 x C102
500) [8, 3478, 2819321] C102 6654) [2819321, 1739, 51200] C102
501) [8, 1798, 803593] C102 6471) [803593, 899, 1152] C102
502) [8, 826, 170537] C102 ---) [170537, 413, 8] C3 x C306
503) [8, 1622, 415513] C102 6318) [415513, 811, 60552] C102
504) [8, 1414, 471049] C102 ---) [471049, 707, 7200] C204
505) [8, 234, 13591] C102 5419) [54364, 234, 98] C102
506) [8, 2422, 1465721] C102 6595) [1465721, 1211, 200] C102
507) [8, 1734, 571689] C102 5496) [63521, 867, 45000] C102
508) [8, 2774, 1823417] C102 6623) [1823417, 1387, 25088] C102
509) [8, 4054, 2296121] C102 ---) [2296121, 2027, 453152] C204
510) [8, 362, 20903] C102 5656) [83612, 362, 11858] C102
511) [8, 794, 92809] C102 ---) [92809, 397, 16200] C3 x C102
512) [8, 470, 50423] C102 6091) [201692, 470, 4802] C102
513) [8, 1750, 763033] C102 ---) [763033, 875, 648] C2 x C102
514) [8, 2002, 981193] C102 ---) [981193, 1001, 5202] C204
515) [8, 278, 16871] C102 5538) [67484, 278, 2450] C102
516) [8, 2914, 1426649] C102 6590) [1426649, 1457, 174050] C102
517) [8, 2114, 1111417] C102 6539) [1111417, 1057, 1458] C102
518) [8, 2246, 1181129] C102 6553) [1181129, 1123, 20000] C102
519) [8, 512, 45134] C102 ---) [180536, 512, 20402] C510
520) [8, 2326, 1334137] C102 6576) [1334137, 1163, 4608] C102
521) [8, 518, 58631] C102 ---) [234524, 518, 8450] C714
522) [8, 1590, 488377] C102 6362) [488377, 795, 35912] C102
523) [8, 3174, 2223657] C102 ---) [247073, 1587, 73728] C510
524) [8, 3062, 2297753] C102 ---) [2297753, 1531, 11552] C714
525) [8, 4070, 3216425] C102 5883) [128657, 2035, 231200] C102
526) [8, 566, 67607] C102 ---) [270428, 566, 12482] C3 x C102
527) [8, 2226, 1212777] C102 5905) [134753, 1113, 6498] C102
528) [8, 686, 117577] C102 ---) [117577, 343, 18] C3570
529) [8, 442, 45641] C102 ---) [45641, 221, 800] C3 x C102
530) [8, 794, 133409] C102 5901) [133409, 397, 6050] C102
531) [8, 1070, 272777] C102 6191) [272777, 535, 3362] C102
532) [8, 2102, 1042649] C102 ---) [1042649, 1051, 15488] C2 x C102
533) [8, 2662, 1644553] C102 ---) [1644553, 1331, 31752] C2 x C102
534) [8, 1734, 737577] C102 5649) [81953, 867, 3528] C102
535) [8, 378, 34039] C102 5910) [136156, 378, 1682] C102
536) [8, 490, 36263] C102 ---) [145052, 490, 23762] C714
537) [8, 1678, 402833] C102 6309) [402833, 839, 75272] C102
538) [8, 1942, 541433] C102 ---) [541433, 971, 100352] C204
539) [8, 670, 100057] C102 5745) [100057, 335, 3042] C102
540) [8, 3062, 2195993] C102 ---) [2195993, 1531, 36992] C3 x C102
541) [8, 374, 34807] C102 5925) [139228, 374, 162] C102
542) [8, 810, 163993] C102 ---) [163993, 405, 8] C714
543) [8, 2002, 856201] C102 ---) [856201, 1001, 36450] C6 x C1122
544) [8, 364, 30386] C102 ---) [121544, 364, 2738] C1020
545) [8, 534, 54727] C102 6116) [218908, 534, 16562] C102
546) [8, 2918, 1309481] C102 6574) [1309481, 1459, 204800] C102
547) [8, 1718, 730681] C102 6445) [730681, 859, 1800] C102
548) [12, 758, 138349] C102 5916) [138349, 379, 1323] C102
549) [12, 3782, 1336393] C102 ---) [1336393, 1891, 559872] C714
550) [12, 2978, 2044321] C102 6640) [2044321, 1489, 43200] C102
551) [12, 938, 97549] C102 5736) [97549, 469, 30603] C102
552) [12, 614, 88441] C102 5694) [88441, 307, 1452] C102
553) [12, 1426, 231121] C102 6138) [231121, 713, 69312] C102
554) [12, 1398, 368601] C102 6287) [368601, 699, 30000] C102
555) [12, 1046, 86029] C102 5677) [86029, 523, 46875] C102
556) [12, 344, 20509] C102 4936) [20509, 358, 11532] C102
557) [12, 1082, 142153] C102 5934) [142153, 541, 37632] C102
558) [12, 710, 126013] C102 5877) [126013, 355, 3] C102
559) [12, 1790, 797137] C102 6468) [797137, 895, 972] C102
560) [12, 558, 74769] C102 5603) [74769, 279, 768] C102
561) [12, 734, 115489] C102 5826) [115489, 367, 4800] C102
562) [12, 3110, 2380393] C102 6650) [2380393, 1555, 9408] C102
563) [12, 994, 243937] C102 6158) [243937, 497, 768] C102
564) [12, 2762, 1904809] C102 6629) [1904809, 1381, 588] C102
565) [12, 2414, 1376161] C102 6584) [1376161, 1207, 20172] C102
566) [12, 346, 29629] C102 ---) [29629, 173, 75] C3 x C102
567) [12, 562, 78853] C102 ---) [78853, 281, 27] C3 x C306
568) [12, 1666, 174721] C102 6016) [174721, 833, 129792] C102
569) [12, 2498, 1490689] C102 6600) [1490689, 1249, 17328] C102
570) [12, 594, 58209] C102 5444) [58209, 297, 7500] C102
571) [12, 2762, 1809961] C102 ---) [1809961, 1381, 24300] C3 x C306
572) [12, 582, 44313] C102 5315) [44313, 291, 10092] C102
573) [12, 2066, 1054801] C102 ---) [1054801, 1033, 3072] C714
574) [12, 518, 23158] C102 5711) [92632, 310, 867] C102
575) [12, 446, 44182] C102 6020) [176728, 634, 56307] C102
576) [12, 1550, 162853] C102 5988) [162853, 775, 109443] C102
577) [12, 2126, 939457] C102 6507) [939457, 1063, 47628] C102
578) [12, 566, 43126] C102 ---) [172504, 466, 11163] C510
579) [12, 178, 6598] C102 ---) [26392, 230, 6627] C714
580) [12, 830, 156673] C102 5976) [156673, 415, 3888] C102
581) [12, 2306, 1286209] C102 6568) [1286209, 1153, 10800] C102
582) [12, 2006, 943801] C102 6508) [943801, 1003, 15552] C102
583) [12, 2246, 1258057] C102 ---) [1258057, 1123, 768] C3 x C102
584) [12, 1262, 131749] C102 5895) [131749, 631, 66603] C102
585) [12, 1562, 162973] C102 5990) [162973, 781, 111747] C102
586) [12, 392, 37549] C102 5218) [37549, 682, 78732] C102
587) [12, 392, 35533] C102 5196) [35533, 598, 53868] C102
588) [12, 2850, 1511457] C102 6603) [1511457, 1425, 129792] C102
589) [12, 368, 33493] C102 ---) [33493, 670, 78732] C3 x C306
590) [12, 666, 101481] C102 ---) [101481, 333, 2352] C1122
591) [12, 2042, 274333] C102 6193) [274333, 1021, 192027] C102
592) [12, 1070, 110533] C102 5805) [110533, 535, 43923] C102
593) [12, 2018, 878113] C102 6492) [878113, 1009, 34992] C102
594) [12, 678, 84921] C102 5662) [84921, 339, 7500] C102
595) [12, 1286, 225949] C102 6129) [225949, 643, 46875] C102
596) [12, 962, 72661] C102 5581) [72661, 481, 39675] C102
597) [12, 1282, 378433] C102 6292) [378433, 641, 8112] C102
598) [12, 562, 43969] C102 5305) [43969, 281, 8748] C102
599) [12, 2726, 719401] C102 6443) [719401, 1363, 284592] C102
600) [12, 2406, 967209] C102 6513) [967209, 1203, 120000] C102
601) [12, 584, 53437] C102 ---) [53437, 550, 22188] C510
602) [12, 1370, 413737] C102 6316) [413737, 685, 13872] C102
603) [12, 3254, 2127961] C102 ---) [2127961, 1627, 129792] C3 x C102
604) [12, 406, 39181] C102 5237) [39181, 203, 507] C102
605) [12, 2834, 1964689] C102 6634) [1964689, 1417, 10800] C102
606) [12, 866, 148501] C102 5954) [148501, 433, 9747] C102
607) [12, 734, 95701] C102 5728) [95701, 367, 9747] C102
608) [12, 656, 35509] C102 ---) [35509, 382, 972] C510
609) [12, 1034, 236077] C102 ---) [236077, 517, 7803] C510
610) [12, 1714, 310321] C102 6232) [310321, 857, 106032] C102
611) [12, 2438, 1375369] C102 6583) [1375369, 1219, 27648] C102
612) [12, 560, 47797] C102 5363) [47797, 514, 18252] C102
613) [12, 950, 62758] C102 6172) [251032, 502, 243] C102
614) [12, 2378, 1392553] C102 6586) [1392553, 1189, 5292] C102
615) [12, 1722, 735513] C102 6446) [735513, 861, 1452] C102
616) [12, 2738, 1873969] C102 6625) [1873969, 1369, 48] C102
617) [12, 3338, 2712553] C102 6653) [2712553, 1669, 18252] C102
618) [12, 2230, 481177] C102 ---) [481177, 1115, 190512] C3 x C102
619) [12, 334, 26437] C102 5046) [26437, 167, 363] C102
620) [12, 1778, 343333] C102 6264) [343333, 889, 111747] C102
621) [12, 1142, 193741] C102 6066) [193741, 571, 33075] C102
622) [12, 986, 233641] C102 6148) [233641, 493, 2352] C102
623) [12, 416, 35461] C102 5195) [35461, 526, 33708] C102
624) [12, 2042, 310333] C102 6233) [310333, 1021, 183027] C102
625) [12, 638, 76918] C102 6230) [307672, 730, 56307] C102
626) [12, 344, 27997] C102 5076) [27997, 550, 47628] C102
627) [12, 1742, 613441] C102 6419) [613441, 871, 36300] C102
628) [12, 1910, 299113] C102 6222) [299113, 955, 153228] C102
629) [12, 1518, 517281] C102 6384) [517281, 759, 14700] C102
630) [12, 2150, 1106473] C102 6538) [1106473, 1075, 12288] C102
631) [12, 1022, 118549] C102 5844) [118549, 511, 35643] C102
632) [12, 742, 73693] C102 5593) [73693, 371, 15987] C102
633) [12, 962, 108949] C102 5796) [108949, 481, 30603] C102
634) [12, 1970, 868657] C102 ---) [868657, 985, 25392] C3 x C102
635) [12, 286, 12022] C102 5365) [48088, 254, 4107] C102
636) [12, 1742, 193573] C102 6065) [193573, 871, 141267] C102
637) [12, 2102, 882649] C102 ---) [882649, 1051, 55488] C3 x C510
638) [12, 2774, 1750969] C102 6620) [1750969, 1387, 43200] C102
639) [12, 878, 113989] C102 ---) [113989, 439, 19683] C3 x C102
640) [12, 1570, 486433] C102 6358) [486433, 785, 32448] C102
641) [12, 1782, 692313] C102 6436) [692313, 891, 25392] C102
642) [12, 430, 11878] C102 5353) [47512, 218, 3] C102
643) [12, 3122, 2159473] C102 6642) [2159473, 1561, 69312] C102
644) [12, 1962, 916233] C102 6501) [916233, 981, 11532] C102
645) [12, 1346, 179317] C102 6031) [179317, 673, 68403] C102
646) [12, 2586, 518649] C102 6388) [518649, 1293, 288300] C102
647) [12, 1222, 330121] C102 6250) [330121, 611, 10800] C102
648) [12, 304, 17029] C102 4850) [17029, 338, 11532] C102
649) [12, 2290, 343153] C102 6263) [343153, 1145, 241968] C102
650) [12, 1578, 622473] C102 ---) [622473, 789, 12] C3 x C102
651) [12, 2318, 1313281] C102 6575) [1313281, 1159, 7500] C102
652) [12, 1970, 244033] C102 6159) [244033, 985, 181548] C102
653) [12, 1090, 284737] C102 6206) [284737, 545, 3072] C102
654) [12, 250, 11062] C102 ---) [44248, 266, 6627] C3 x C102
655) [12, 5306, 2030617] C102 ---) [2030617, 2653, 1251948] C510
656) [12, 394, 25741] C102 ---) [25741, 197, 3267] C3 x C510
657) [12, 2210, 1136353] C102 ---) [1136353, 1105, 21168] C3 x C102
658) [12, 1466, 284989] C102 6208) [284989, 733, 63075] C102
659) [12, 2150, 1025833] C102 ---) [1025833, 1075, 32448] C3 x C3570
660) [12, 3446, 2157529] C102 6641) [2157529, 1723, 202800] C102
661) [12, 262, 17053] C102 ---) [17053, 131, 27] C3 x C102
662) [12, 2570, 430093] C102 6330) [430093, 1285, 305283] C102
663) [12, 1766, 747241] C102 6452) [747241, 883, 8112] C102
664) [12, 1170, 332817] C102 6256) [332817, 585, 2352] C102
665) [12, 2126, 1071169] C102 6534) [1071169, 1063, 14700] C102
666) [12, 1434, 508281] C102 6374) [508281, 717, 1452] C102
667) [12, 822, 155049] C102 ---) [155049, 411, 3468] C3 x C102
668) [12, 902, 173401] C102 6013) [173401, 451, 7500] C102
669) [12, 1958, 619753] C102 6423) [619753, 979, 84672] C102
670) [12, 1442, 301141] C102 6223) [301141, 721, 54675] C102
671) [12, 538, 72169] C102 ---) [72169, 269, 48] C3 x C102
672) [12, 1714, 345649] C102 6265) [345649, 857, 97200] C102
673) [12, 2174, 1180369] C102 ---) [1180369, 1087, 300] C3 x C102
674) [12, 274, 18742] C102 5604) [74968, 530, 51483] C102
675) [12, 2234, 1247641] C102 6562) [1247641, 1117, 12] C102
676) [12, 1674, 594537] C102 ---) [594537, 837, 26508] C3 x C102
677) [12, 2742, 1399641] C102 6588) [1399641, 1371, 120000] C102
678) [12, 830, 138517] C102 5918) [138517, 415, 8427] C102
679) [12, 1214, 174901] C102 6018) [174901, 607, 48387] C102
680) [12, 1510, 542377] C102 6394) [542377, 755, 6912] C102
681) [12, 1010, 120193] C102 5852) [120193, 505, 33708] C102
682) [12, 280, 12973] C102 4692) [12973, 278, 6348] C102
683) [12, 962, 136309] C102 5911) [136309, 481, 23763] C102
684) [12, 1722, 740121] C102 6447) [740121, 861, 300] C102
685) [12, 734, 67189] C102 5533) [67189, 367, 16875] C102
686) [12, 422, 34774] C102 5922) [139096, 502, 28227] C102
687) [12, 1318, 406633] C102 ---) [406633, 659, 6912] C3 x C102
688) [12, 398, 34054] C102 ---) [136216, 538, 38307] C3 x C102
689) [12, 814, 43237] C102 5295) [43237, 407, 30603] C102
690) [12, 2454, 694329] C102 ---) [694329, 1227, 202800] C510
691) [12, 256, 14197] C102 ---) [14197, 350, 16428] C3 x C102
692) [12, 2342, 1358953] C102 6581) [1358953, 1171, 3072] C102
693) [12, 2454, 986361] C102 6518) [986361, 1227, 129792] C102
694) [12, 1662, 545361] C102 6396) [545361, 831, 36300] C102
695) [12, 830, 165877] C102 ---) [165877, 415, 1587] C3 x C510
696) [12, 1998, 363201] C102 6280) [363201, 999, 158700] C102
697) [12, 2390, 908857] C102 6498) [908857, 1195, 129792] C102
698) [12, 1262, 225361] C102 6128) [225361, 631, 43200] C102
699) [12, 658, 35233] C102 5190) [35233, 329, 18252] C102
700) [12, 800, 76333] C102 5610) [76333, 598, 13068] C102
701) [12, 2366, 397237] C102 6302) [397237, 1183, 250563] C102
702) [12, 1974, 954969] C102 ---) [954969, 987, 4800] C3 x C102
703) [12, 1106, 303781] C102 6228) [303781, 553, 507] C102
704) [12, 2070, 1070457] C102 6533) [1070457, 1035, 192] C102
705) [12, 382, 33013] C102 5152) [33013, 191, 867] C102
706) [12, 614, 81181] C102 5640) [81181, 307, 3267] C102
707) [12, 806, 68422] C102 ---) [273688, 550, 7203] C3 x C102
708) [12, 386, 33574] C102 5902) [134296, 562, 45387] C102
709) [12, 2822, 910921] C102 6500) [910921, 1411, 270000] C102
710) [12, 310, 21997] C102 4968) [21997, 155, 507] C102
711) [12, 1214, 248449] C102 6170) [248449, 607, 30000] C102
712) [12, 3206, 2459017] C102 ---) [2459017, 1603, 27648] C3 x C102
713) [12, 622, 41233] C102 5268) [41233, 311, 13872] C102
714) [12, 3590, 3082057] C102 6655) [3082057, 1795, 34992] C102
715) [12, 398, 38278] C102 5964) [153112, 670, 73947] C102
716) [12, 1926, 858057] C102 6488) [858057, 963, 17328] C102
717) [12, 650, 92557] C102 ---) [92557, 325, 3267] C3 x C102
718) [12, 2514, 1487121] C102 6599) [1487121, 1257, 23232] C102
719) [12, 446, 49222] C102 6081) [196888, 814, 116427] C102
720) [12, 2550, 1464153] C102 ---) [1464153, 1275, 40368] C510
721) [12, 458, 45238] C102 6036) [180952, 622, 51483] C102
722) [12, 890, 191677] C102 6060) [191677, 445, 1587] C102
723) [12, 1074, 182337] C102 6039) [182337, 537, 26508] C102
724) [12, 866, 167317] C102 6001) [167317, 433, 5043] C102
725) [12, 794, 137437] C102 5914) [137437, 397, 5043] C102
726) [12, 706, 67477] C102 5536) [67477, 353, 14283] C102
727) [12, 1802, 204301] C102 6098) [204301, 901, 151875] C102
728) [12, 2038, 746329] C102 6451) [746329, 1019, 73008] C102
729) [12, 464, 49261] C102 5380) [49261, 694, 71148] C102
730) [12, 574, 37717] C102 5221) [37717, 287, 11163] C102
731) [12, 344, 26317] C102 ---) [26317, 490, 33708] C714
732) [12, 322, 25621] C102 ---) [25621, 161, 75] C510
733) [12, 560, 40093] C102 ---) [40093, 442, 8748] C3 x C102
734) [12, 922, 82729] C102 5653) [82729, 461, 32448] C102
735) [12, 1190, 353917] C102 ---) [353917, 595, 27] C3 x C102
736) [12, 2094, 1082337] C102 ---) [1082337, 1047, 3468] C714
737) [12, 782, 85381] C102 ---) [85381, 391, 16875] C2550
738) [12, 1530, 178953] C102 6030) [178953, 765, 101568] C102
739) [12, 982, 238009] C102 6154) [238009, 491, 768] C102
740) [12, 714, 108249] C102 5789) [108249, 357, 4800] C102
741) [12, 2262, 1276089] C102 6565) [1276089, 1131, 768] C102
742) [12, 1618, 419281] C102 6322) [419281, 809, 58800] C102
743) [12, 1090, 290113] C102 6215) [290113, 545, 1728] C102
744) [12, 2462, 1456561] C102 ---) [1456561, 1231, 14700] C1122
745) [12, 2802, 1074993] C102 ---) [1074993, 1401, 221952] C510
746) [12, 2082, 963681] C102 6512) [963681, 1041, 30000] C102
747) [12, 2798, 1953313] C102 6631) [1953313, 1399, 972] C102
748) [12, 3050, 2321737] C102 6648) [2321737, 1525, 972] C102
749) [12, 2822, 1619209] C102 6608) [1619209, 1411, 92928] C102
750) [12, 184, 7789] C102 4448) [7789, 278, 11532] C102
751) [12, 806, 142237] C102 5935) [142237, 403, 5043] C102
752) [12, 1346, 210961] C102 6110) [210961, 673, 60492] C102
753) [12, 2102, 1035289] C102 6527) [1035289, 1051, 17328] C102
754) [12, 728, 34213] C102 5173) [34213, 370, 12] C102
755) [12, 2822, 1986121] C102 6637) [1986121, 1411, 1200] C102
756) [12, 1470, 168513] C102 6004) [168513, 735, 92928] C102
757) [12, 2046, 1045329] C102 6530) [1045329, 1023, 300] C102
758) [12, 1766, 583081] C102 6412) [583081, 883, 49152] C102
759) [12, 914, 207877] C102 ---) [207877, 457, 243] C510
760) [12, 488, 33589] C102 5159) [33589, 418, 10092] C102
761) [12, 714, 58137] C102 5440) [58137, 357, 17328] C102
762) [12, 986, 205417] C102 6100) [205417, 493, 9408] C102
763) [12, 758, 117133] C102 5836) [117133, 379, 6627] C102
764) [12, 1310, 232417] C102 6145) [232417, 655, 49152] C102
765) [12, 1494, 465081] C102 6350) [465081, 747, 23232] C102
766) [12, 2054, 1011529] C102 6523) [1011529, 1027, 10800] C102
767) [12, 914, 194977] C102 6072) [194977, 457, 3468] C102
768) [12, 286, 19861] C102 4915) [19861, 143, 147] C102
769) [12, 704, 40237] C102 5255) [40237, 406, 972] C102
770) [12, 352, 8269] C102 4479) [8269, 182, 12] C102
771) [12, 2438, 1335433] C102 6577) [1335433, 1219, 37632] C102
772) [12, 2046, 613329] C102 6418) [613329, 1023, 108300] C102
773) [12, 2642, 1121233] C102 6542) [1121233, 1321, 155952] C102
774) [12, 2018, 925153] C102 6503) [925153, 1009, 23232] C102
775) [12, 854, 141961] C102 5933) [141961, 427, 10092] C102
776) [12, 434, 41014] C102 5991) [164056, 598, 48387] C102
777) [12, 2186, 924649] C102 6502) [924649, 1093, 67500] C102
778) [12, 1878, 880953] C102 6493) [880953, 939, 192] C102
779) [12, 386, 22966] C102 5708) [91864, 358, 9075] C102
780) [12, 566, 74281] C102 5600) [74281, 283, 1452] C102
781) [12, 674, 107761] C102 5784) [107761, 337, 1452] C102
782) [12, 1878, 761721] C102 6455) [761721, 939, 30000] C102
783) [12, 446, 45622] C102 6040) [182488, 670, 66603] C102
784) [12, 1898, 260269] C102 6184) [260269, 949, 160083] C102
785) [12, 1410, 496833] C102 6370) [496833, 705, 48] C102
786) [12, 1510, 321193] C102 ---) [321193, 755, 62208] C510
787) [12, 656, 46237] C102 5341) [46237, 454, 5292] C102
788) [12, 1350, 124953] C102 5874) [124953, 675, 82668] C102
789) [12, 2438, 1436809] C102 6592) [1436809, 1219, 12288] C102
790) [12, 1190, 122173] C102 5863) [122173, 595, 57963] C102
791) [12, 470, 23398] C102 ---) [93592, 322, 2523] C714
792) [12, 2162, 1091761] C102 6536) [1091761, 1081, 19200] C102
793) [12, 304, 6229] C102 4328) [6229, 158, 12] C102
794) [12, 1490, 243973] C102 ---) [243973, 745, 77763] C714
795) [12, 1246, 358129] C102 6278) [358129, 623, 7500] C102
796) [12, 1250, 333493] C102 6257) [333493, 625, 14283] C102
797) [12, 674, 62869] C102 5489) [62869, 337, 12675] C102
798) [12, 674, 105457] C102 5771) [105457, 337, 2028] C102
799) [12, 2502, 426633] C102 6327) [426633, 1251, 284592] C102
800) [12, 758, 96013] C102 5731) [96013, 379, 11907] C102
801) [12, 1130, 248077] C102 6167) [248077, 565, 17787] C102
802) [12, 2058, 356073] C102 ---) [356073, 1029, 175692] C3 x C102
803) [12, 386, 37174] C102 ---) [148696, 742, 100467] C3 x C102
804) [12, 466, 33121] C102 5155) [33121, 233, 5292] C102
805) [12, 608, 56773] C102 5433) [56773, 562, 22188] C102
806) [12, 842, 149593] C102 5955) [149593, 421, 6912] C102
807) [12, 1590, 435417] C102 6334) [435417, 795, 49152] C102
808) [12, 494, 60241] C102 5463) [60241, 247, 192] C102
809) [12, 2126, 974017] C102 ---) [974017, 1063, 38988] C3 x C102
810) [12, 654, 97521] C102 ---) [97521, 327, 2352] C3 x C102
811) [12, 1886, 329377] C102 6246) [329377, 943, 139968] C102
812) [12, 594, 85857] C102 5673) [85857, 297, 588] C102
813) [12, 2330, 1351417] C102 6579) [1351417, 1165, 1452] C102
814) [12, 1554, 510801] C102 ---) [510801, 777, 23232] C3 x C918
815) [12, 1390, 479137] C102 6356) [479137, 695, 972] C102
816) [12, 2310, 1301577] C102 6571) [1301577, 1155, 8112] C102
817) [12, 1890, 791457] C102 6467) [791457, 945, 25392] C102
818) [12, 584, 65581] C102 5516) [65581, 682, 50700] C102
819) [12, 440, 47533] C102 5354) [47533, 778, 103788] C102
820) [12, 1662, 665169] C102 6428) [665169, 831, 6348] C102
821) [12, 410, 26902] C102 5783) [107608, 394, 11907] C102
822) [12, 2474, 1495177] C102 6601) [1495177, 1237, 8748] C102
823) [12, 1262, 179461] C102 6032) [179461, 631, 54675] C102
824) [12, 998, 149629] C102 5956) [149629, 499, 24843] C102
825) [12, 974, 231877] C102 6143) [231877, 487, 1323] C102
826) [12, 654, 69297] C102 5545) [69297, 327, 9408] C102
827) [12, 938, 162829] C102 5987) [162829, 469, 14283] C102
828) [12, 1398, 395673] C102 ---) [395673, 699, 23232] C3 x C102
829) [12, 208, 8293] C102 4481) [8293, 242, 6348] C102
830) [12, 1286, 125149] C102 ---) [125149, 643, 72075] C1326
831) [12, 1638, 658473] C102 ---) [658473, 819, 3072] C3 x C510
832) [12, 392, 28669] C102 ---) [28669, 442, 20172] C3 x C102
833) [12, 1518, 460833] C102 6349) [460833, 759, 28812] C102
834) [12, 766, 146641] C102 5948) [146641, 383, 12] C102
835) [12, 782, 54598] C102 6114) [218392, 478, 2523] C102
836) [12, 1702, 432169] C102 6332) [432169, 851, 73008] C102
837) [12, 1950, 950577] C102 ---) [950577, 975, 12] C3 x C102
838) [12, 1970, 932593] C102 ---) [932593, 985, 9408] C1122
839) [12, 794, 95401] C102 5726) [95401, 397, 15552] C102
840) [12, 1990, 387913] C102 6296) [387913, 995, 150528] C102
841) [12, 1330, 429937] C102 6329) [429937, 665, 3072] C102
842) [12, 3002, 2249113] C102 6645) [2249113, 1501, 972] C102
843) [12, 5222, 1778473] C102 ---) [1778473, 2611, 1259712] C3 x C102
844) [12, 914, 156577] C102 5975) [156577, 457, 13068] C102
845) [12, 3170, 2372257] C102 6649) [2372257, 1585, 34992] C102
846) [12, 2450, 1438417] C102 6593) [1438417, 1225, 15552] C102
847) [12, 1670, 183037] C102 6043) [183037, 835, 128547] C102
848) [12, 1550, 194353] C102 6070) [194353, 775, 101568] C102
849) [12, 2282, 1291081] C102 6569) [1291081, 1141, 2700] C102
850) [12, 2342, 1064041] C102 6532) [1064041, 1171, 76800] C102
851) [12, 3194, 2280409] C102 6646) [2280409, 1597, 67500] C102
852) [12, 926, 212917] C102 ---) [212917, 463, 363] C3 x C102
853) [12, 2438, 1250761] C102 ---) [1250761, 1219, 58800] C3 x C102
854) [12, 190, 7702] C102 5123) [30808, 254, 8427] C102
855) [12, 794, 152809] C102 ---) [152809, 397, 1200] C17 x C102
856) [12, 962, 222613] C102 6123) [222613, 481, 2187] C102
857) [12, 368, 33349] C102 5156) [33349, 658, 74892] C102
858) [12, 2550, 487257] C102 6360) [487257, 1275, 284592] C102
859) [12, 914, 206821] C102 6103) [206821, 457, 507] C102
860) [12, 1166, 121189] C102 ---) [121189, 583, 54675] C3 x C102
861) [13, 557, 50649] C102 5392) [50649, 679, 1300] C102
862) [13, 761, 45249] C102 5328) [45249, 763, 43732] C102
863) [13, 1082, 291381] C102 6216) [291381, 541, 325] C102
864) [13, 657, 102449] C102 ---) [102449, 1283, 181012] C408
865) [13, 755, 72277] C102 5580) [72277, 643, 85293] C102
866) [13, 560, 44587] C102 6027) [178348, 1120, 135252] C102
867) [13, 608, 40819] C102 ---) [163276, 1216, 206388] C3 x C306
868) [13, 1574, 499561] C102 6371) [499561, 787, 29952] C102
869) [13, 1537, 276249] C102 6195) [276249, 1679, 83200] C102
870) [13, 1374, 231521] C102 6141) [231521, 687, 60112] C102
871) [13, 1025, 178413] C102 6028) [178413, 1249, 345397] C102
872) [13, 1218, 368333] C102 4434) [7517, 609, 637] C102
873) [13, 1266, 398141] C102 ---) [398141, 633, 637] C2 x C510
874) [13, 614, 67924] C102 4849) [16981, 782, 52] C102
875) [13, 1429, 454737] C102 6342) [454737, 2075, 53248] C102
876) [13, 374, 29236] C102 4413) [7309, 518, 1300] C102
877) [13, 216, 9467] C102 ---) [37868, 432, 8788] C3 x C102
878) [13, 2378, 1357093] C102 ---) [1357093, 1189, 14157] C2 x C102
879) [13, 527, 56533] C102 5430) [56533, 835, 160173] C102
880) [13, 297, 10739] C102 ---) [42956, 594, 45253] C510
881) [13, 151, 3331] C102 4707) [13324, 302, 9477] C102
882) [13, 288, 18539] C102 5597) [74156, 576, 8788] C102
883) [13, 506, 44236] C102 5311) [44236, 632, 325] C102
884) [13, 2453, 764833] C102 ---) [764833, 2095, 906048] C204
885) [13, 2006, 639097] C102 ---) [639097, 1003, 91728] C408
886) [13, 653, 82003] C102 6245) [328012, 1306, 98397] C102
887) [13, 686, 64401] C102 5507) [64401, 343, 13312] C102
888) [13, 2378, 1278469] C102 6566) [1278469, 1189, 33813] C102
889) [13, 1837, 487569] C102 6361) [487569, 2139, 46800] C102
890) [13, 1654, 334281] C102 6258) [334281, 827, 87412] C102
891) [13, 426, 21332] C102 ---) [5333, 466, 6292] C3 x C102
892) [13, 608, 82939] C102 6254) [331756, 1216, 37908] C102
893) [13, 2546, 1616317] C102 ---) [1616317, 1273, 1053] C2 x C102
894) [13, 773, 140253] C102 5929) [140253, 1525, 265837] C102
895) [13, 1022, 100948] C102 5022) [25237, 646, 79092] C102
896) [13, 702, 122993] C102 ---) [122993, 351, 52] C408
897) [13, 506, 62956] C102 5491) [62956, 944, 81133] C102
898) [13, 1474, 524397] C102 ---) [524397, 737, 4693] C3 x C102
899) [13, 503, 47779] C102 6057) [191116, 1006, 61893] C102
900) [13, 1718, 370969] C102 6289) [370969, 859, 91728] C102
901) [13, 741, 86489] C102 ---) [86489, 819, 146068] C408
902) [13, 1550, 508897] C102 6376) [508897, 775, 22932] C102
903) [13, 890, 154293] C102 ---) [154293, 445, 10933] C3 x C102
904) [13, 420, 18932] C102 4205) [4733, 210, 6292] C102
905) [13, 517, 66793] C102 ---) [66793, 895, 49972] C204
906) [13, 2557, 514713] C102 6383) [514713, 2567, 489268] C102
907) [13, 709, 124237] C102 5870) [124237, 1309, 148837] C102
908) [13, 127, 3301] C102 4045) [3301, 203, 9477] C102
909) [13, 822, 163721] C102 ---) [163721, 411, 1300] C204
910) [13, 608, 88204] C102 5692) [88204, 304, 1053] C102
911) [13, 1681, 392097] C102 6297) [392097, 1931, 49972] C102
912) [13, 497, 55171] C102 6121) [220684, 994, 26325] C102
913) [13, 1425, 507653] C102 ---) [507653, 2497, 416533] C2 x C102
914) [13, 637, 94861] C102 ---) [94861, 1261, 184093] C408
915) [13, 450, 21908] C102 ---) [5477, 482, 8788] C3 x C102
916) [13, 527, 29389] C102 5099) [29389, 367, 26325] C102
917) [13, 1802, 807589] C102 6472) [807589, 901, 1053] C102
918) [13, 2093, 562081] C102 ---) [562081, 1807, 675792] C408
919) [13, 1074, 217181] C102 ---) [217181, 537, 17797] C408
920) [13, 602, 70828] C102 5565) [70828, 800, 637] C102
921) [13, 524, 66772] C102 4838) [16693, 262, 468] C102
922) [13, 2186, 1171717] C102 6551) [1171717, 1093, 5733] C102
923) [13, 2594, 1670509] C102 ---) [1670509, 1297, 2925] C204
924) [13, 3017, 872713] C102 6490) [872713, 1891, 675792] C102
925) [13, 348, 20084] C102 4232) [5021, 174, 2548] C102
926) [13, 441, 15467] C102 5479) [61868, 882, 132613] C102
927) [13, 701, 85641] C102 5669) [85641, 879, 468] C102
928) [13, 669, 111809] C102 ---) [111809, 1187, 100672] C204
929) [13, 1897, 852069] C102 6485) [852069, 3713, 1529437] C102
930) [13, 2414, 977617] C102 ---) [977617, 1207, 119808] C3 x C102
931) [13, 1574, 611881] C102 ---) [611881, 787, 1872] C408
932) [13, 255, 16253] C102 4825) [16253, 443, 12493] C102
933) [13, 339, 25997] C102 5032) [25997, 499, 3757] C102
934) [13, 1897, 788421] C102 6464) [788421, 3413, 2715037] C102
935) [13, 536, 71707] C102 6210) [286828, 1072, 468] C102
936) [13, 716, 81364] C102 ---) [20341, 358, 11700] C3 x C102
937) [13, 1273, 405129] C102 6311) [405129, 2231, 332800] C102
938) [13, 291, 17189] C102 4857) [17189, 459, 48373] C102
939) [13, 256, 6907] C102 5064) [27628, 512, 37908] C102
940) [13, 992, 110764] C102 5807) [110764, 496, 33813] C102
941) [13, 2030, 803713] C102 ---) [803713, 1015, 56628] C17 x C102
942) [13, 794, 156309] C102 5972) [156309, 397, 325] C102
943) [13, 1174, 323769] C102 6243) [323769, 587, 5200] C102
944) [13, 2618, 1713013] C102 ---) [1713013, 1309, 117] C2040
945) [13, 742, 45913] C102 3282) [937, 371, 22932] C102
946) [13, 282, 13004] C102 ---) [13004, 344, 325] C510
947) [13, 1790, 784177] C102 6462) [784177, 895, 4212] C102
948) [13, 1930, 928677] C102 6505) [928677, 965, 637] C102
949) [13, 385, 32113] C102 ---) [32113, 547, 2548] C204
950) [13, 719, 64627] C102 6182) [258508, 1438, 258453] C102
951) [13, 467, 54493] C102 5420) [54493, 827, 48373] C102
952) [13, 1358, 273841] C102 6192) [273841, 679, 46800] C102
953) [13, 701, 46771] C102 6052) [187084, 1402, 304317] C102
954) [13, 1718, 730393] C102 ---) [730393, 859, 1872] C204
955) [13, 1985, 876217] C102 ---) [876217, 2879, 100672] C408
956) [13, 861, 127841] C102 3921) [2609, 1071, 254800] C102
957) [13, 846, 118817] C102 5846) [118817, 423, 15028] C102
958) [13, 741, 114881] C102 ---) [114881, 1027, 5200] C408
959) [13, 1654, 470937] C102 6352) [470937, 827, 53248] C102
960) [13, 1454, 341329] C102 ---) [341329, 727, 46800] C2 x C102
961) [13, 2297, 753913] C102 ---) [753913, 2251, 1078272] C204
962) [13, 1533, 568253] C102 4640) [11597, 2933, 872053] C102
963) [13, 697, 62221] C102 5481) [62221, 781, 12493] C102
964) [13, 2086, 363801] C102 6281) [363801, 1043, 181012] C102
965) [13, 1858, 830541] C102 6480) [830541, 929, 8125] C102
966) [13, 1509, 491189] C102 6366) [491189, 2137, 36517] C102
967) [13, 800, 61603] C102 6164) [246412, 1600, 393588] C102
968) [13, 1558, 366393] C102 6285) [366393, 779, 60112] C102
969) [13, 2154, 608261] C102 ---) [608261, 1077, 137917] C408
970) [13, 2473, 1527213] C102 6604) [1527213, 4253, 1085773] C102
971) [13, 2006, 976057] C102 6516) [976057, 1003, 7488] C102
972) [13, 518, 66964] C102 ---) [16741, 926, 63700] C510
973) [13, 1670, 650425] C102 5034) [26017, 835, 11700] C102
974) [13, 303, 15773] C102 ---) [15773, 375, 31213] C3 x C102
975) [13, 1482, 499109] C102 ---) [499109, 741, 12493] C408
976) [13, 1862, 849913] C102 ---) [849913, 931, 4212] C816
977) [13, 2057, 918553] C102 ---) [918553, 2927, 75088] C408
978) [13, 527, 62851] C102 6173) [251404, 1054, 26325] C102
979) [13, 1641, 580397] C102 ---) [580397, 2865, 1906957] C2 x C102
980) [13, 656, 55987] C102 6125) [223948, 1312, 206388] C102
981) [17, 1910, 910937] C102 ---) [910937, 955, 272] C2 x C102
982) [17, 213, 11338] C102 ---) [45352, 426, 17] C2 x C102
983) [17, 617, 22238] C102 5696) [88952, 1234, 291737] C102
984) [17, 1259, 391064] C102 ---) [391064, 2518, 20825] C510
985) [17, 962, 201373] C102 ---) [201373, 481, 7497] C3 x C816
986) [17, 538, 57061] C102 5435) [57061, 269, 3825] C102
987) [17, 1034, 259061] C102 3792) [2141, 517, 2057] C102
988) [17, 724, 127219] C102 6375) [508876, 1448, 15300] C102
989) [17, 642, 87741] C102 ---) [9749, 321, 3825] C3 x C102
990) [17, 772, 130483] C102 6389) [521932, 1544, 74052] C102
991) [17, 464, 13007] C102 5403) [52028, 928, 163268] C102
992) [17, 1211, 364756] C102 3690) [1861, 917, 187425] C102
993) [17, 978, 165069] C102 4888) [18341, 489, 18513] C102
994) [17, 5350, 1515433] C102 ---) [1515433, 2675, 1410048] C2 x C102
995) [17, 729, 132754] C102 ---) [531016, 1458, 425] C204
996) [17, 2710, 1557497] C102 ---) [1557497, 1355, 69632] C2 x C102
997) [17, 769, 97346] C102 ---) [389384, 1538, 201977] C2856
998) [17, 1154, 182717] C102 ---) [182717, 577, 37553] C2 x C102
999) [17, 732, 113131] C102 6340) [452524, 1464, 83300] C102
1000) [17, 764, 139787] C102 6401) [559148, 1528, 24548] C102
1001) [17, 761, 138962] C102 ---) [555848, 1522, 23273] C204
1002) [17, 353, 7246] C102 5089) [28984, 706, 95625] C102
1003) [17, 3126, 1463769] C102 5985) [162641, 1563, 244800] C102
1004) [17, 197, 8746] C102 ---) [34984, 394, 3825] C2 x C102
1005) [17, 701, 121622] C102 6359) [486488, 1402, 4913] C102
1006) [17, 634, 85189] C102 ---) [85189, 317, 3825] C204
1007) [17, 448, 21599] C102 5681) [86396, 896, 114308] C102
1008) [17, 794, 142309] C102 ---) [142309, 397, 3825] C3 x C204
1009) [17, 2870, 1579417] C102 5140) [32233, 1435, 119952] C102
1010) [17, 1035, 267700] C102 ---) [2677, 825, 153425] C3 x C102
1011) [17, 618, 92149] C102 5709) [92149, 309, 833] C102
1012) [17, 5254, 1870217] C102 ---) [1870217, 2627, 1257728] C6 x C102
1013) [17, 3014, 1695497] C102 6615) [1695497, 1507, 143888] C102
1014) [17, 230, 10777] C102 ---) [10777, 115, 612] C408
1015) [17, 2566, 1537289] C102 ---) [1537289, 1283, 27200] C2 x C102
1016) [17, 464, 25247] C102 5751) [100988, 928, 114308] C102
1017) [17, 3558, 1245609] C102 5917) [138401, 1779, 479808] C102
1018) [17, 3238, 1507049] C102 ---) [1507049, 1619, 278528] C408
1019) [17, 5078, 1990073] C102 ---) [1990073, 2539, 1114112] C6 x C102
1020) [17, 660, 108883] C102 6335) [435532, 1320, 68] C102
1021) [17, 2582, 1039993] C102 6528) [1039993, 1291, 156672] C102
1022) [17, 577, 82514] C102 ---) [330056, 1154, 2873] C204
1023) [17, 4310, 1232057] C102 6560) [1232057, 2155, 852992] C102
1024) [17, 2870, 1902553] C102 ---) [1902553, 1435, 39168] C204
1025) [17, 301, 8842] C102 ---) [35368, 602, 55233] C2 x C102
1026) [17, 4070, 1634473] C102 ---) [1634473, 2035, 626688] C714
1027) [17, 596, 87427] C102 6269) [349708, 1192, 5508] C102
1028) [17, 1106, 84877] C102 ---) [84877, 553, 55233] C204
1029) [17, 700, 78283] C102 6238) [313132, 1400, 176868] C102
1030) [17, 780, 75787] C102 6226) [303148, 1560, 305252] C102
1031) [17, 874, 154997] C102 2608) [293, 437, 8993] C102
1032) [17, 5638, 1662473] C102 ---) [1662473, 2819, 1571072] C2 x C102
1033) [17, 2462, 1417169] C102 ---) [1417169, 1231, 24548] C2 x C102
1034) [17, 684, 85531] C102 6261) [342124, 1368, 125732] C102
1035) [17, 890, 196325] C102 4453) [7853, 445, 425] C102
1036) [17, 658, 95848] C102 ---) [95848, 1316, 49572] C2 x C102
1037) [17, 708, 114691] C102 6347) [458764, 1416, 42500] C102
1038) [17, 668, 104059] C102 6320) [416236, 1336, 29988] C102
1039) [17, 970, 185653] C102 ---) [185653, 485, 12393] C6 x C102
1040) [17, 970, 235157] C102 ---) [235157, 485, 17] C2 x C102
1041) [17, 305, 17438] C102 5549) [69752, 610, 23273] C102
1042) [17, 1878, 636921] C102 5564) [70769, 939, 61200] C102
1043) [17, 320, 16607] C102 5521) [66428, 640, 35972] C102
1044) [17, 4694, 2096441] C102 ---) [2096441, 2347, 852992] C3 x C102
1045) [17, 665, 90322] C102 ---) [361288, 1330, 80937] C3 x C204
1046) [17, 681, 115426] C102 ---) [461704, 1362, 2057] C204
1047) [17, 2302, 1322353] C102 ---) [1322353, 1151, 612] C408
1048) [17, 455, 51752] C102 ---) [51752, 910, 17] C2 x C102
1049) [17, 2950, 1196425] C102 ---) [47857, 1475, 244800] C510
1050) [17, 3526, 1775369] C102 6621) [1775369, 1763, 333200] C102
1051) [17, 585, 73618] C102 ---) [294472, 1170, 47753] C3 x C408
1052) [17, 3446, 2233241] C102 6643) [2233241, 1723, 183872] C102
1053) [17, 745, 126818] C102 ---) [507272, 1490, 47753] C816
1054) [17, 645, 103798] C102 ---) [415192, 1290, 833] C714
1055) [17, 4342, 1540633] C102 6605) [1540633, 2171, 793152] C102
1056) [17, 453, 51196] C102 5399) [51196, 906, 425] C102
1057) [17, 709, 125564] C102 ---) [125564, 1418, 425] C714
1058) [17, 794, 115109] C102 5823) [115109, 397, 10625] C102
1059) [17, 2518, 1401209] C102 6589) [1401209, 1259, 45968] C102
1060) [17, 669, 110662] C102 6338) [442648, 1338, 4913] C102
1061) [17, 1522, 132973] C102 5899) [132973, 761, 111537] C102
1062) [17, 4534, 1848089] C102 6624) [1848089, 2267, 822800] C102
1063) [17, 269, 11626] C102 ---) [46504, 538, 25857] C2 x C102
1064) [17, 1614, 648801] C102 5578) [72089, 807, 612] C102
1065) [17, 3286, 780217] C102 6459) [780217, 1643, 479808] C102
1066) [17, 4150, 1014425] C102 5260) [40577, 2075, 822800] C102
1067) [17, 770, 144893] C102 4006) [2957, 385, 833] C102
1068) [17, 569, 77842] C102 ---) [311368, 1138, 12393] C5304
1069) [17, 429, 12346] C102 ---) [49384, 858, 134657] C2 x C102
1070) [17, 192, 9199] C102 5209) [36796, 384, 68] C102
1071) [17, 788, 100003] C102 6305) [400012, 1576, 220932] C102
1072) [17, 2174, 1159537] C102 6548) [1159537, 1087, 5508] C102
1073) [17, 769, 118562] C102 ---) [474248, 1538, 117113] C408
1074) [21, 1430, 508201] C102 ---) [508201, 715, 756] C408
1075) [21, 421, 44305] C102 ---) [44305, 842, 21] C204
1076) [21, 1066, 192613] C102 ---) [192613, 533, 22869] C3 x C102
1077) [21, 1334, 296713] C102 ---) [296713, 667, 37044] C3 x C306
1078) [21, 601, 66733] C102 5524) [66733, 1202, 94269] C102
1079) [21, 1349, 108193] C102 5788) [108193, 1011, 12096] C102
1080) [21, 1490, 517981] C102 ---) [517981, 745, 9261] C3 x C510
1081) [21, 1982, 207937] C102 ---) [207937, 991, 193536] C10608
1082) [21, 673, 82105] C102 ---) [82105, 1311, 244944] C3 x C204
1083) [21, 1034, 253093] C102 ---) [253093, 517, 3549] C408
1084) [21, 1129, 192529] C102 6062) [192529, 2258, 504525] C102
1085) [21, 1733, 525865] C102 ---) [525865, 3466, 899829] C204
1086) [21, 857, 173905] C102 ---) [173905, 1714, 38829] C204
1087) [21, 661, 21865] C102 ---) [21865, 447, 756] C3 x C612
1088) [21, 493, 38581] C102 ---) [38581, 825, 83349] C3 x C408
1089) [21, 1238, 138217] C102 ---) [138217, 619, 61236] C3 x C204
1090) [21, 545, 50689] C102 ---) [50689, 1090, 94269] C204
1091) [21, 1769, 150193] C102 ---) [150193, 1063, 244944] C3 x C714
1092) [21, 1382, 111577] C102 5812) [111577, 691, 91476] C102
1093) [21, 725, 82009] C102 5650) [82009, 1191, 170100] C102
1094) [21, 1430, 494761] C102 ---) [494761, 715, 4116] C3 x C102
1095) [21, 709, 58633] C102 ---) [58633, 879, 61236] C408
1096) [21, 598, 77305] C102 ---) [77305, 299, 3024] C204
1097) [21, 2438, 432265] C102 ---) [432265, 1219, 263424] C204
1098) [21, 761, 137593] C102 5915) [137593, 1522, 28749] C102
1099) [21, 694, 112009] C102 ---) [112009, 347, 2100] C204
1100) [21, 1373, 471277] C102 6353) [471277, 2746, 21] C102
1101) [21, 694, 79753] C102 ---) [79753, 347, 10164] C204
1102) [21, 1013, 256117] C102 6176) [256117, 2026, 1701] C102
1103) [21, 397, 30577] C102 5122) [30577, 794, 35301] C102
1104) [21, 2018, 903085] C102 ---) [903085, 1009, 28749] C204
1105) [21, 782, 147505] C102 ---) [147505, 391, 1344] C204
1106) [21, 1138, 195997] C102 6079) [195997, 569, 31941] C102
1107) [21, 1070, 284881] C102 6207) [284881, 535, 336] C102
1108) [21, 1838, 251857] C102 6174) [251857, 919, 148176] C102
1109) [21, 1646, 601729] C102 ---) [601729, 823, 18900] C204
1110) [21, 1334, 217753] C102 ---) [217753, 667, 56784] C3 x C204
1111) [21, 610, 78829] C102 ---) [78829, 305, 3549] C408
1112) [21, 661, 106453] C102 5778) [106453, 1322, 11109] C102
1113) [21, 905, 204709] C102 ---) [204709, 1810, 189] C204
1114) [21, 493, 57985] C102 ---) [57985, 986, 11109] C3 x C204
1115) [21, 1394, 448765] C102 ---) [448765, 697, 9261] C3 x C204
1116) [21, 629, 87313] C102 5683) [87313, 1258, 46389] C102
1117) [21, 629, 93193] C102 ---) [93193, 1258, 22869] C1632
1118) [21, 757, 135277] C102 ---) [135277, 1514, 31941] C2346
1119) [21, 1138, 323005] C102 ---) [323005, 569, 189] C3 x C816
1120) [21, 718, 101665] C102 ---) [101665, 359, 6804] C204
1121) [21, 2594, 1629709] C102 ---) [1629709, 1297, 13125] C204
1122) [21, 421, 42793] C102 5286) [42793, 842, 6069] C102
1123) [21, 370, 30109] C102 5114) [30109, 185, 1029] C102
1124) [21, 754, 80893] C102 ---) [80893, 377, 15309] C408
1125) [21, 793, 147505] C102 ---) [147505, 1586, 38829] C204
1126) [21, 2258, 1273885] C102 ---) [1273885, 1129, 189] C204
1127) [21, 814, 90049] C102 ---) [90049, 407, 18900] C204
1128) [21, 709, 76273] C102 ---) [76273, 1131, 148176] C1020
1129) [21, 1549, 142969] C102 ---) [142969, 1163, 302400] C3 x C102
1130) [21, 1802, 811045] C102 ---) [811045, 901, 189] C204
1131) [21, 689, 114265] C102 ---) [114265, 1378, 17661] C204
1132) [21, 986, 206005] C102 ---) [206005, 493, 9261] C408
1133) [24, 322, 6427] C102 ---) [25708, 242, 8214] C3 x C102
1134) [24, 788, 116836] C102 5095) [29209, 394, 9600] C102
1135) [24, 410, 38851] C102 5969) [155404, 820, 12696] C102
1136) [24, 232, 2362] C102 ---) [9448, 128, 1734] C1020
1137) [24, 884, 165964] C102 6000) [165964, 442, 7350] C102
1138) [24, 890, 196849] C102 ---) [196849, 445, 294] C204
1139) [24, 4292, 3566980] C102 ---) [891745, 2146, 259584] C3 x C204
1140) [24, 644, 70828] C102 5566) [70828, 322, 8214] C102
1141) [24, 436, 46924] C102 5348) [46924, 218, 150] C102
1142) [24, 634, 98545] C102 ---) [98545, 317, 486] C204
1143) [24, 380, 35884] C102 5200) [35884, 190, 54] C102
1144) [24, 668, 88492] C102 5695) [88492, 334, 5766] C102
1145) [24, 1844, 696484] C102 6014) [174121, 922, 38400] C102
1146) [24, 266, 11923] C102 5360) [47692, 532, 23064] C102
1147) [24, 694, 114265] C102 ---) [114265, 347, 1536] C204
1148) [24, 226, 9865] C102 ---) [9865, 113, 726] C204
1149) [24, 296, 16138] C102 ---) [64552, 592, 23064] C204
1150) [24, 344, 19498] C102 ---) [77992, 688, 40344] C3 x C204
1151) [24, 2486, 1391449] C102 ---) [1391449, 1243, 38400] C204
1152) [24, 1018, 259057] C102 ---) [259057, 509, 6] C408
1153) [24, 190, 7489] C102 4431) [7489, 95, 384] C102
1154) [24, 2060, 883396] C102 ---) [220849, 1030, 44376] C2040
1155) [24, 1526, 489913] C102 6364) [489913, 763, 23064] C102
1156) [24, 1268, 377380] C102 ---) [94345, 634, 6144] C3 x C204
1157) [24, 184, 5818] C102 ---) [23272, 368, 10584] C204
1158) [24, 542, 16987] C102 ---) [67948, 382, 19494] C3 x C510
1159) [24, 874, 190753] C102 ---) [190753, 437, 54] C3 x C102
1160) [24, 440, 45226] C102 ---) [180904, 880, 12696] C204
1161) [24, 550, 56809] C102 5434) [56809, 275, 4704] C102
1162) [24, 1622, 582457] C102 6411) [582457, 811, 18816] C102
1163) [24, 380, 32044] C102 5137) [32044, 190, 1014] C102
1164) [24, 172, 6796] C102 4381) [6796, 86, 150] C102
1165) [24, 1994, 698305] C102 ---) [698305, 997, 73926] C408
1166) [24, 686, 47665] C102 ---) [47665, 343, 17496] C204
1167) [24, 800, 159976] C102 ---) [159976, 400, 6] C204
1168) [24, 1292, 409540] C102 ---) [102385, 646, 1944] C204
1169) [24, 482, 58057] C102 5439) [58057, 241, 6] C102
1170) [24, 4166, 1881289] C102 6626) [1881289, 2083, 614400] C102
1171) [24, 902, 181801] C102 ---) [181801, 451, 5400] C3 x C408
1172) [24, 1292, 374980] C102 ---) [93745, 646, 10584] C204
1173) [24, 974, 91153] C102 5705) [91153, 487, 36504] C102
1174) [24, 686, 116113] C102 5828) [116113, 343, 384] C102
1175) [24, 482, 37897] C102 5226) [37897, 241, 5046] C102
1176) [24, 608, 69352] C102 ---) [69352, 304, 5766] C204
1177) [24, 3590, 1649161] C102 ---) [1649161, 1795, 393216] C510
1178) [24, 436, 47140] C102 ---) [11785, 218, 96] C204
1179) [24, 656, 41434] C102 ---) [165736, 760, 102966] C204
1180) [24, 860, 164716] C102 5996) [164716, 430, 5046] C102
1181) [24, 1940, 771556] C102 6064) [192889, 970, 42336] C102
1182) [24, 1574, 619273] C102 6422) [619273, 787, 24] C102
1183) [24, 782, 77617] C102 ---) [77617, 391, 18816] C3 x C102
1184) [24, 238, 3067] C102 4665) [12268, 158, 3174] C102
1185) [24, 232, 5242] C102 ---) [20968, 272, 13254] C204
1186) [24, 200, 9274] C102 ---) [37096, 400, 2904] C204
1187) [24, 656, 81448] C102 ---) [81448, 328, 6534] C204
1188) [24, 494, 48859] C102 6075) [195436, 988, 48600] C102
1189) [24, 2186, 556993] C102 ---) [556993, 1093, 159414] C3 x C408
1190) [24, 2378, 895105] C102 ---) [895105, 1189, 129654] C204
1191) [24, 812, 104836] C102 5038) [26209, 406, 15000] C102
1192) [24, 1558, 326905] C102 ---) [326905, 779, 69984] C408
1193) [24, 518, 15187] C102 5466) [60748, 358, 16854] C102
1194) [24, 532, 64612] C102 ---) [16153, 266, 1536] C408
1195) [24, 2714, 1836049] C102 ---) [1836049, 1357, 1350] C3 x C816
1196) [24, 4502, 1071865] C102 ---) [1071865, 2251, 998784] C204
1197) [24, 682, 67681] C102 ---) [67681, 341, 12150] C204
1198) [24, 314, 19603] C102 5619) [78412, 628, 20184] C102
1199) [24, 2906, 785809] C102 6463) [785809, 1453, 331350] C102
1200) [24, 326, 21523] C102 5679) [86092, 652, 20184] C102
1201) [24, 512, 63592] C102 ---) [63592, 256, 486] C204
1202) [24, 266, 17683] C102 5561) [70732, 532, 24] C102
1203) [24, 370, 31321] C102 ---) [31321, 185, 726] C714
1204) [24, 2054, 943753] C102 ---) [943753, 1027, 27744] C204
1205) [24, 490, 53089] C102 5411) [53089, 245, 1734] C102
1206) [24, 484, 53164] C102 5412) [53164, 242, 1350] C102
1207) [24, 1574, 577033] C102 6407) [577033, 787, 10584] C102
1208) [24, 922, 128977] C102 ---) [128977, 461, 20886] C3 x C204
1209) [24, 382, 24865] C102 ---) [24865, 191, 2904] C204
1210) [24, 644, 77548] C102 5617) [77548, 322, 6534] C102
1211) [24, 274, 6619] C102 5048) [26476, 290, 14406] C102
1212) [24, 1514, 415585] C102 ---) [415585, 757, 39366] C204
1213) [24, 884, 194980] C102 ---) [48745, 442, 96] C408
1214) [24, 316, 24364] C102 5011) [24364, 158, 150] C102
1215) [24, 1162, 180097] C102 6035) [180097, 581, 39366] C102
1216) [24, 1706, 649633] C102 6425) [649633, 853, 19494] C102
1217) [24, 982, 198745] C102 ---) [198745, 491, 10584] C204
1218) [24, 1126, 295369] C102 ---) [295369, 563, 5400] C204
1219) [24, 374, 33619] C102 5904) [134476, 748, 5400] C102
1220) [24, 886, 126265] C102 ---) [126265, 443, 17496] C204
1221) [24, 1574, 538633] C102 ---) [538633, 787, 20184] C204
1222) [24, 1222, 369865] C102 ---) [369865, 611, 864] C4692
1223) [24, 542, 67297] C102 ---) [67297, 271, 1536] C2652
1224) [24, 1658, 629617] C102 6424) [629617, 829, 14406] C102
1225) [24, 1036, 208324] C102 ---) [52081, 518, 15000] C3 x C102
1226) [24, 884, 189220] C102 ---) [47305, 442, 1536] C2244
1227) [24, 1010, 246361] C102 6163) [246361, 505, 2166] C102
1228) [24, 1606, 147145] C102 ---) [147145, 803, 124416] C204
1229) [24, 742, 123817] C102 ---) [123817, 371, 3456] C3 x C102
1230) [24, 3062, 771097] C102 ---) [771097, 1531, 393216] C204
1231) [24, 1286, 315145] C102 ---) [315145, 643, 24576] C204
1232) [24, 440, 9034] C102 ---) [36136, 256, 7350] C3 x C204
1233) [24, 460, 50956] C102 5396) [50956, 230, 486] C102
1234) [24, 1306, 377809] C102 6291) [377809, 653, 12150] C102
1235) [24, 752, 104872] C102 ---) [104872, 376, 9126] C204
1236) [24, 338, 17467] C102 5552) [69868, 658, 90774] C102
1237) [24, 608, 92392] C102 ---) [92392, 304, 6] C204
1238) [24, 1622, 611257] C102 6417) [611257, 811, 11616] C102
1239) [24, 590, 80491] C102 ---) [321964, 1180, 26136] C3 x C102
1240) [24, 118, 2131] C102 4503) [8524, 230, 11094] C102
1241) [24, 866, 114889] C102 ---) [114889, 433, 18150] C3 x C3 x C102
1242) [24, 1574, 615913] C102 ---) [615913, 787, 864] C204
1243) [24, 3044, 2302660] C102 ---) [575665, 1522, 3456] C204
1244) [24, 2042, 1041265] C102 ---) [1041265, 1021, 294] C204
1245) [24, 1988, 901636] C102 ---) [225409, 994, 21600] C3 x C204
1246) [24, 616, 15514] C102 ---) [62056, 320, 10086] C204
1247) [24, 656, 53434] C102 ---) [213736, 1000, 196566] C204
1248) [24, 596, 88588] C102 ---) [88588, 298, 54] C3 x C102
1249) [24, 1196, 315268] C102 ---) [78817, 598, 10584] C204
1250) [24, 730, 65809] C102 5518) [65809, 365, 16854] C102
1251) [24, 574, 27073] C102 5054) [27073, 287, 13824] C102
1252) [24, 578, 83305] C102 ---) [83305, 289, 54] C408
1253) [24, 1706, 701473] C102 6438) [701473, 853, 6534] C102
1254) [24, 230, 11059] C102 5312) [44236, 460, 8664] C102
1255) [24, 1094, 294505] C102 ---) [294505, 547, 1176] C408
1256) [24, 1010, 253081] C102 ---) [253081, 505, 486] C3 x C102
1257) [24, 1828, 804292] C102 ---) [201073, 914, 7776] C510
1258) [24, 548, 52012] C102 ---) [52012, 274, 5766] C714
1259) [24, 3068, 2348452] C102 ---) [587113, 1534, 1176] C3 x C204
1260) [24, 1010, 165721] C102 ---) [165721, 505, 22326] C510
1261) [28, 1086, 281297] C102 6202) [281297, 543, 3388] C102
1262) [28, 3856, 2170884] C102 ---) [542721, 1928, 386575] C3 x C102
1263) [28, 2374, 1192137] C102 ---) [1192137, 1187, 54208] C3 x C102
1264) [28, 1776, 556676] C102 5923) [139169, 888, 57967] C102
1265) [28, 2304, 1319012] C102 6247) [329753, 1152, 2023] C102
1266) [28, 734, 70177] C102 ---) [70177, 367, 16128] C510
1267) [28, 1958, 857641] C102 6487) [857641, 979, 25200] C102
1268) [28, 1654, 683481] C102 6433) [683481, 827, 112] C102
1269) [28, 1198, 78801] C102 5623) [78801, 599, 70000] C102
1270) [28, 354, 29537] C102 5103) [29537, 177, 448] C102
1271) [28, 370, 33217] C102 ---) [33217, 185, 252] C3 x C102
1272) [28, 2614, 303321] C102 6227) [303321, 1307, 351232] C102
1273) [28, 2160, 1128068] C102 6203) [282017, 1080, 9583] C102
1274) [28, 1616, 320196] C102 ---) [80049, 808, 83167] C3 x C102
1275) [28, 2496, 919076] C102 6135) [229769, 1248, 159607] C102
1276) [28, 912, 190436] C102 5358) [47609, 456, 4375] C102
1277) [28, 206, 8817] C102 4519) [8817, 103, 448] C102
1278) [28, 3350, 1640377] C102 6609) [1640377, 1675, 291312] C102
1279) [28, 304, 20836] C102 4245) [5209, 152, 567] C102
1280) [28, 928, 211908] C102 5409) [52977, 464, 847] C102
1281) [28, 1088, 294564] C102 5592) [73641, 544, 343] C102
1282) [28, 960, 151748] C102 5227) [37937, 480, 19663] C102
1283) [28, 1280, 397252] C102 5743) [99313, 640, 3087] C102
1284) [28, 1094, 217561] C102 ---) [217561, 547, 20412] C3 x C102
1285) [28, 1366, 459321] C102 6348) [459321, 683, 1792] C102
1286) [28, 842, 152041] C102 5960) [152041, 421, 6300] C102
1287) [28, 1574, 101481] C102 ---) [101481, 787, 129472] C1122
1288) [28, 366, 26321] C102 5043) [26321, 183, 1792] C102
1289) [28, 2256, 1271684] C102 ---) [317921, 1128, 175] C510
1290) [28, 358, 6841] C102 4388) [6841, 179, 6300] C102
1291) [28, 1894, 874857] C102 6491) [874857, 947, 5488] C102
1292) [28, 2144, 725572] C102 6037) [181393, 1072, 105903] C102
1293) [28, 5744, 4558852] C102 6544) [1139713, 2872, 922383] C102
1294) [28, 458, 12009] C102 4656) [12009, 229, 10108] C102
1295) [28, 1990, 914313] C102 ---) [914313, 995, 18928] C714
1296) [28, 7088, 6660868] C102 6611) [1665217, 3544, 1474767] C102
1297) [28, 1094, 277257] C102 6196) [277257, 547, 5488] C102
1298) [28, 402, 18449] C102 ---) [18449, 201, 5488] C510
1299) [28, 1696, 386436] C102 5733) [96609, 848, 83167] C102
1300) [28, 622, 89553] C102 5697) [89553, 311, 1792] C102
1301) [28, 1264, 379012] C102 5722) [94753, 632, 5103] C102
1302) [28, 4880, 5529988] C102 6585) [1382497, 2440, 105903] C102
1303) [28, 3952, 3160644] C102 6465) [790161, 1976, 185983] C102
1304) [28, 2186, 1093849] C102 6537) [1093849, 1093, 25200] C102
1305) [28, 2566, 570441] C102 6405) [570441, 1283, 268912] C102
1306) [28, 1910, 847513] C102 6484) [847513, 955, 16128] C102
1307) [28, 886, 102057] C102 ---) [102057, 443, 23548] C3 x C102
1308) [28, 3058, 356673] C102 6274) [356673, 1529, 495292] C102
1309) [28, 730, 73977] C102 5595) [73977, 365, 14812] C102
1310) [28, 1258, 395193] C102 6301) [395193, 629, 112] C102
1311) [28, 3370, 451833] C102 6339) [451833, 1685, 596848] C102
1312) [28, 1446, 434921] C102 6333) [434921, 723, 21952] C102
1313) [28, 880, 193348] C102 5367) [48337, 440, 63] C102
1314) [28, 912, 146084] C102 5207) [36521, 456, 15463] C102
1315) [28, 1570, 610737] C102 6416) [610737, 785, 1372] C102
1316) [28, 1786, 775497] C102 6458) [775497, 893, 5488] C102
1317) [28, 7856, 7534276] C102 6627) [1883569, 3928, 1973727] C102
1318) [28, 1392, 474308] C102 5845) [118577, 696, 2527] C102
1319) [28, 1168, 293988] C102 5589) [73497, 584, 11767] C102
1320) [28, 768, 137348] C102 5174) [34337, 384, 2527] C102
1321) [28, 1858, 615633] C102 ---) [615633, 929, 61852] C3 x C714
1322) [28, 418, 42673] C102 ---) [42673, 209, 252] C3 x C102
1323) [28, 710, 118857] C102 5847) [118857, 355, 1792] C102
1324) [28, 5296, 3640452] C102 ---) [910113, 2648, 842863] C6222
1325) [28, 702, 35393] C102 ---) [35393, 351, 21952] C3 x C102
1326) [28, 1774, 679137] C102 6432) [679137, 887, 26908] C102
1327) [28, 4688, 3123268] C102 6460) [780817, 2344, 592767] C102
1328) [28, 890, 188953] C102 ---) [188953, 445, 2268] C714
1329) [28, 2038, 984153] C102 ---) [984153, 1019, 13552] C714
1330) [28, 3686, 1263721] C102 6563) [1263721, 1843, 533232] C102
1331) [28, 1018, 70809] C102 ---) [70809, 509, 47068] C510
1332) [28, 782, 88369] C102 5693) [88369, 391, 16128] C102
1333) [28, 302, 22353] C102 4975) [22353, 151, 112] C102
1334) [28, 1874, 852769] C102 6486) [852769, 937, 6300] C102
1335) [28, 1072, 287044] C102 5577) [71761, 536, 63] C102
1336) [28, 1856, 464676] C102 5830) [116169, 928, 99127] C102
1337) [28, 1870, 667137] C102 6430) [667137, 935, 51772] C102
1338) [28, 1530, 509513] C102 6377) [509513, 765, 18928] C102
1339) [28, 3760, 3436932] C102 6489) [859233, 1880, 24367] C102
1340) [28, 862, 110049] C102 ---) [110049, 431, 18928] C3 x C102
1341) [28, 3568, 1936068] C102 6357) [484017, 1784, 311647] C102
1342) [28, 706, 42961] C102 5292) [42961, 353, 20412] C102
1343) [28, 3106, 489777] C102 6363) [489777, 1553, 480508] C102
1344) [28, 4226, 714001] C102 6440) [714001, 2113, 937692] C102
1345) [28, 2062, 1030593] C102 6526) [1030593, 1031, 8092] C102
1346) [28, 2678, 1728409] C102 ---) [1728409, 1339, 16128] C3 x C102
1347) [28, 2150, 1151593] C102 ---) [1151593, 1075, 1008] C3 x C102
1348) [28, 1530, 531017] C102 6391) [531017, 765, 13552] C102
1349) [28, 726, 131321] C102 5893) [131321, 363, 112] C102
1350) [28, 710, 116953] C102 5835) [116953, 355, 2268] C102
1351) [28, 430, 45777] C102 5336) [45777, 215, 112] C102
1352) [28, 816, 119396] C102 5109) [29849, 408, 11767] C102
1353) [28, 3184, 2408772] C102 ---) [602193, 1592, 31423] C714
1354) [28, 1072, 285924] C102 ---) [71481, 536, 343] C3 x C102
1355) [28, 2992, 2159364] C102 6393) [539841, 1496, 19663] C102
1356) [28, 2886, 360137] C102 6279) [360137, 1443, 430528] C102
1357) [28, 4118, 1078393] C102 ---) [1078393, 2059, 790272] C3 x C102
1358) [28, 3168, 1466084] C102 6286) [366521, 1584, 260743] C102
1359) [28, 626, 79041] C102 5624) [79041, 313, 4732] C102
1360) [28, 1058, 179041] C102 ---) [179041, 529, 25200] C510
1361) [28, 2224, 1226436] C102 ---) [306609, 1112, 2527] C3 x C102
1362) [29, 541, 58489] C102 5446) [58489, 1082, 58725] C102
1363) [29, 1790, 199681] C102 ---) [199681, 895, 150336] C2 x C102
1364) [29, 1462, 88457] C102 ---) [88457, 731, 111476] C2 x C102
1365) [29, 395, 15451] C102 ---) [61804, 790, 94221] C3 x C102
1366) [29, 1121, 313805] C102 ---) [313805, 2242, 1421] C204
1367) [29, 498, 59101] C102 5454) [59101, 249, 725] C102
1368) [29, 721, 122993] C102 ---) [122993, 1442, 27869] C408
1369) [29, 793, 120665] C102 ---) [120665, 1586, 146189] C6 x C102
1370) [29, 1389, 177649] C102 6023) [177649, 2139, 33524] C102
1371) [29, 733, 81941] C102 5648) [81941, 1466, 209525] C102
1372) [29, 584, 26539] C102 5775) [106156, 1168, 234900] C102
1373) [29, 776, 28019] C102 5813) [112076, 1552, 490100] C102
1374) [29, 1370, 384661] C102 ---) [384661, 685, 21141] C6 x C102
1375) [29, 280, 4259] C102 4854) [17036, 560, 61364] C102
1376) [29, 2489, 239249] C102 6156) [239249, 2579, 167504] C102
1377) [29, 650, 91589] C102 5707) [91589, 325, 3509] C102
1378) [29, 729, 125893] C102 5876) [125893, 1458, 27869] C102
1379) [29, 734, 62189] C102 ---) [62189, 367, 18125] C714
1380) [29, 886, 91849] C102 ---) [91849, 443, 26100] C3 x C408
1381) [29, 1298, 294877] C102 3871) [2437, 649, 31581] C102
1382) [29, 2041, 256673] C102 6177) [256673, 2539, 7424] C102
1383) [29, 877, 186997] C102 6051) [186997, 1754, 21141] C102
1384) [29, 137, 3467] C102 4730) [13868, 274, 4901] C102
1385) [29, 370, 23756] C102 4997) [23756, 740, 41876] C102
1386) [29, 769, 100273] C102 ---) [100273, 1538, 190269] C2 x C102
1387) [29, 187, 7517] C102 4435) [7517, 374, 4901] C102
1388) [29, 1750, 164281] C102 ---) [164281, 875, 150336] C204
1389) [29, 638, 94337] C102 ---) [94337, 319, 1856] C408
1390) [29, 337, 26761] C102 ---) [26761, 674, 6525] C3 x C102
1391) [29, 645, 94081] C102 ---) [94081, 1290, 39701] C408
1392) [29, 757, 134381] C102 ---) [134381, 1514, 35525] C2 x C102
1393) [29, 789, 154405] C102 ---) [154405, 1578, 4901] C204
1394) [29, 1097, 93785] C102 ---) [93785, 1535, 2900] C2 x C102
1395) [29, 662, 79865] C102 ---) [79865, 331, 7424] C2 x C102
1396) [29, 833, 56537] C102 ---) [56537, 1019, 245456] C2 x C102
1397) [29, 265, 17491] C102 5556) [69964, 530, 261] C102
1398) [29, 2269, 321209] C102 6242) [321209, 2839, 7424] C102
1399) [29, 427, 6947] C102 5068) [27788, 854, 154541] C102
1400) [29, 574, 81905] C102 ---) [81905, 287, 116] C816
1401) [29, 1445, 268481] C102 3279) [929, 2890, 1014101] C102
1402) [29, 226, 12044] C102 4657) [12044, 452, 2900] C102
1403) [29, 513, 43861] C102 5302) [43861, 1026, 87725] C102
1404) [29, 929, 32473] C102 5144) [32473, 507, 56144] C102
1405) [29, 208, 8467] C102 5169) [33868, 416, 9396] C102
1406) [29, 794, 131509] C102 5894) [131509, 397, 6525] C102
1407) [29, 666, 110773] C102 ---) [110773, 333, 29] C6 x C102
1408) [29, 1054, 92129] C102 ---) [92129, 527, 46400] C204
1409) [29, 797, 118021] C102 5841) [118021, 1594, 163125] C102
1410) [29, 569, 68753] C102 ---) [68753, 1138, 48749] C2 x C102
1411) [29, 1438, 292385] C102 ---) [292385, 719, 56144] C2 x C102
1412) [29, 784, 31139] C102 ---) [124556, 1568, 490100] C3 x C102
1413) [29, 173, 5851] C102 4990) [23404, 346, 6525] C102
1414) [29, 321, 25579] C102 5756) [102316, 642, 725] C102
1415) [29, 509, 17203] C102 5543) [68812, 1018, 190269] C102
1416) [29, 938, 135397] C102 5907) [135397, 469, 21141] C102
1417) [29, 231, 6373] C102 4344) [6373, 423, 4901] C102
1418) [29, 829, 170933] C102 6010) [170933, 1658, 3509] C102
1419) [29, 777, 127377] C102 4740) [14153, 1554, 94221] C102
1420) [33, 692, 102259] C102 ---) [409036, 1384, 69828] C714
1421) [33, 799, 154444] C102 5966) [154444, 1598, 20625] C102
1422) [33, 656, 103591] C102 6317) [414364, 1312, 15972] C102
1423) [33, 2198, 903673] C102 6497) [903673, 1099, 76032] C102
1424) [33, 827, 90124] C102 5700) [90124, 1654, 323433] C102
1425) [33, 466, 31981] C102 5136) [31981, 233, 5577] C102
1426) [33, 3830, 1504537] C102 ---) [1504537, 1915, 540672] C1326
1427) [33, 2078, 1074769] C102 ---) [1074769, 1039, 1188] C408
1428) [33, 800, 132247] C102 6390) [528988, 1600, 111012] C102
1429) [33, 2102, 969433] C102 6515) [969433, 1051, 33792] C102
1430) [33, 788, 119299] C102 ---) [477196, 1576, 143748] C3 x C102
1431) [33, 751, 99412] C102 ---) [24853, 629, 92697] C204
1432) [33, 490, 44053] C102 5309) [44053, 245, 3993] C102
1433) [33, 283, 19948] C102 4919) [19948, 566, 297] C102
1434) [33, 706, 123784] C102 ---) [123784, 1412, 3300] C3 x C204
1435) [33, 775, 131932] C102 5897) [131932, 1550, 72897] C102
1436) [33, 2102, 893401] C102 ---) [893401, 1051, 52800] C204
1437) [33, 746, 91477] C102 ---) [91477, 373, 11913] C204
1438) [33, 608, 13183] C102 5408) [52732, 1216, 316932] C102
1439) [33, 976, 42487] C102 ---) [169948, 1952, 782628] C3 x C102
1440) [33, 391, 25672] C102 ---) [25672, 782, 50193] C408
1441) [33, 1150, 330097] C102 6249) [330097, 575, 132] C102
1442) [33, 794, 156421] C102 5974) [156421, 397, 297] C102
1443) [33, 5063, 3661828] C102 ---) [915457, 3075, 304128] C204
1444) [33, 632, 92431] C102 6288) [369724, 1264, 29700] C102
1445) [33, 943, 105484] C102 5772) [105484, 1886, 467313] C102
1446) [33, 778, 24469] C102 5013) [24469, 389, 31713] C102
1447) [33, 751, 136636] C102 5913) [136636, 1502, 17457] C102
1448) [33, 6335, 6558148] C102 ---) [1639537, 4299, 931392] C816
1449) [33, 1058, 136093] C102 5909) [136093, 529, 35937] C102
1450) [33, 631, 66796] C102 5527) [66796, 1262, 130977] C102
1451) [33, 448, 46183] C102 6046) [184732, 896, 15972] C102
1452) [33, 481, 34666] C102 ---) [138664, 962, 92697] C204
1453) [33, 3782, 988681] C102 6519) [988681, 1891, 646800] C102
1454) [33, 2078, 1078993] C102 ---) [1078993, 1039, 132] C5406
1455) [33, 584, 82591] C102 6252) [330364, 1168, 10692] C102
1456) [33, 350, 11617] C102 4641) [11617, 175, 4752] C102
1457) [33, 680, 113983] C102 6344) [455932, 1360, 6468] C102
1458) [33, 578, 79528] C102 ---) [79528, 1156, 15972] C17 x C204
1459) [33, 1271, 402004] C102 5746) [100501, 1761, 549153] C102
1460) [33, 2342, 1236073] C102 ---) [1236073, 1171, 33792] C1326
1461) [33, 272, 15823] C102 5493) [63292, 544, 10692] C102
1462) [33, 775, 141172] C102 ---) [35293, 813, 85833] C408
1463) [33, 2998, 346201] C102 6266) [346201, 1499, 475200] C102
1464) [33, 620, 95803] C102 6295) [383212, 1240, 1188] C102
1465) [33, 1574, 515881] C102 ---) [515881, 787, 25872] C204
1466) [33, 2598, 1668393] C102 ---) [185377, 1299, 4752] C204
1467) [33, 752, 137383] C102 6398) [549532, 1504, 15972] C102
1468) [33, 344, 15031] C102 5462) [60124, 688, 58212] C102
1469) [33, 274, 18472] C102 ---) [18472, 548, 1188] C204
1470) [33, 514, 65917] C102 ---) [65917, 257, 33] C204
1471) [33, 928, 29671] C102 ---) [118684, 1856, 742500] C3 x C102
1472) [33, 340, 28867] C102 5825) [115468, 680, 132] C102
1473) [33, 1130, 118453] C102 ---) [118453, 565, 50193] C3 x C306
1474) [33, 2582, 1658233] C102 ---) [1658233, 1291, 2112] C714
1475) [33, 703, 111004] C102 5809) [111004, 1406, 50193] C102
1476) [33, 3350, 1783417] C102 ---) [1783417, 1675, 255552] C204
1477) [33, 668, 107563] C102 6331) [430252, 1336, 15972] C102
1478) [33, 1063, 249748] C102 ---) [62437, 1277, 392073] C816
1479) [33, 1934, 909217] C102 6499) [909217, 967, 6468] C102
1480) [33, 753, 138114] C102 ---) [61384, 1506, 14553] C408
1481) [33, 721, 45802] C102 ---) [183208, 1442, 336633] C1020
1482) [33, 706, 100552] C102 ---) [100552, 1412, 96228] C204
1483) [33, 659, 48964] C102 4663) [12241, 339, 1188] C102
1484) [33, 904, 28447] C102 5819) [113788, 1808, 703428] C102
1485) [33, 3110, 1201513] C102 6556) [1201513, 1555, 304128] C102
1486) [33, 890, 197893] C102 6087) [197893, 445, 33] C102
1487) [33, 2054, 951241] C102 ---) [951241, 1027, 25872] C204
1488) [33, 419, 42892] C102 5290) [42892, 838, 3993] C102
1489) [33, 752, 74551] C102 6221) [298204, 1504, 267300] C102
1490) [33, 4502, 790201] C102 6466) [790201, 2251, 1069200] C102
1491) [33, 746, 116821] C102 ---) [116821, 373, 5577] C204
1492) [33, 3878, 1597033] C102 6607) [1597033, 1939, 540672] C102
1493) [33, 764, 100747] C102 6310) [402988, 1528, 180708] C102
1494) [33, 1934, 782497] C102 6461) [782497, 967, 38148] C102
1495) [33, 5207, 4181764] C102 ---) [1045441, 3363, 475200] C408
1496) [33, 1250, 209917] C102 6106) [209917, 625, 45177] C102
1497) [33, 505, 33058] C102 ---) [132232, 1010, 122793] C204
1498) [33, 2918, 1197289] C102 6555) [1197289, 1459, 232848] C102
1499) [33, 5111, 4221892] C102 ---) [1055473, 3435, 574992] C204
1500) [37, 737, 33811] C102 ---) [135244, 1474, 407925] C3 x C102
1501) [37, 3061, 1914849] C102 ---) [212761, 1531, 532800] C2 x C102
1502) [37, 769, 136509] C102 5912) [136509, 1538, 45325] C102
1503) [37, 4006, 3952809] C102 6337) [439201, 2003, 14800] C102
1504) [37, 522, 50213] C102 ---) [50213, 261, 4477] C204
1505) [37, 929, 214641] C102 5000) [23849, 479, 3700] C102
1506) [37, 147, 4283] C102 ---) [17132, 294, 4477] C3 x C102
1507) [37, 1142, 278089] C102 6198) [278089, 571, 11988] C102
1508) [37, 997, 150369] C102 5958) [150369, 1994, 392533] C102
1509) [37, 290, 18028] C102 4876) [18028, 580, 11988] C102
1510) [37, 797, 136593] C102 4780) [15177, 471, 21312] C102
1511) [37, 729, 100661] C102 ---) [100661, 1458, 128797] C3 x C102
1512) [37, 537, 17249] C102 4858) [17249, 787, 116032] C102
1513) [37, 751, 139437] C102 4797) [15493, 383, 1813] C102
1514) [37, 557, 55353] C102 5425) [55353, 1114, 88837] C102
1515) [37, 1091, 27091] C102 ---) [108364, 2182, 1081917] C3 x C102
1516) [37, 466, 20989] C102 4950) [20989, 233, 8325] C102
1517) [37, 662, 44293] C102 5314) [44293, 331, 16317] C102
1518) [37, 709, 117891] C102 ---) [52396, 1418, 31117] C3 x C102
1519) [37, 622, 67713] C102 5539) [67713, 311, 7252] C102
1520) [37, 1122, 172493] C102 ---) [172493, 561, 35557] C204
1521) [37, 854, 177001] C102 ---) [177001, 427, 1332] C3 x C102
1522) [37, 1325, 402193] C102 6307) [402193, 2650, 146853] C102
1523) [37, 447, 8429] C102 4493) [8429, 467, 35557] C102
1524) [37, 153, 5843] C102 4989) [23372, 306, 37] C102
1525) [37, 2638, 1701873] C102 ---) [189097, 1319, 9472] C510
1526) [37, 1274, 393781] C102 6299) [393781, 637, 2997] C102
1527) [37, 637, 31429] C102 ---) [31429, 913, 137677] C204
1528) [37, 2582, 302713] C102 ---) [302713, 1291, 340992] C3 x C102
1529) [37, 332, 22228] C102 4268) [5557, 166, 1332] C102
1530) [37, 2521, 1577529] C102 6019) [175281, 1991, 947200] C102
1531) [37, 198, 7988] C102 3739) [1997, 396, 7252] C102
1532) [37, 758, 122329] C102 ---) [122329, 379, 5328] C408
1533) [37, 689, 16699] C102 5526) [66796, 1378, 407925] C102
1534) [37, 677, 67953] C102 5540) [67953, 1354, 186517] C102
1535) [37, 952, 226539] C102 5750) [100684, 1904, 148] C102
1536) [37, 227, 8803] C102 ---) [35212, 454, 16317] C510
1537) [37, 1102, 132513] C102 5898) [132513, 551, 42772] C102
1538) [37, 533, 65241] C102 ---) [7249, 307, 7252] C3 x C102
1539) [37, 2089, 161457] C102 5983) [161457, 1931, 568912] C102
1540) [37, 1265, 399973] C102 6304) [399973, 2530, 333] C102
1541) [37, 3625, 353193] C102 6273) [353193, 2055, 261072] C102
1542) [37, 314, 21652] C102 4260) [5413, 628, 11988] C102
1543) [37, 355, 26613] C102 4007) [2957, 211, 4477] C102
1544) [37, 1157, 332581] C102 6255) [332581, 2314, 8325] C102
1545) [37, 829, 171357] C102 ---) [171357, 1658, 1813] C3 x C102
1546) [37, 1410, 354797] C102 ---) [354797, 705, 35557] C408
1547) [37, 741, 116837] C102 ---) [116837, 1482, 81733] C3 x C102
1548) [37, 657, 90809] C102 5703) [90809, 1314, 68413] C102
1549) [37, 2342, 326953] C102 ---) [326953, 1171, 261072] C1122
1550) [37, 470, 14932] C102 4099) [3733, 590, 53428] C102
1551) [37, 560, 67707] C102 5113) [30092, 1120, 42772] C102
1552) [37, 216, 7187] C102 5085) [28748, 432, 17908] C102
1553) [37, 1169, 322909] C102 ---) [322909, 2338, 74925] C3 x C408
1554) [41, 432, 34807] C102 5924) [139228, 864, 47396] C102
1555) [41, 3206, 512393] C102 ---) [10457, 1603, 514304] C3 x C102
1556) [41, 1766, 401833] C102 6306) [401833, 883, 94464] C102
1557) [41, 536, 66863] C102 6186) [267452, 1072, 19844] C102
1558) [41, 1518, 570177] C102 5494) [63353, 759, 1476] C102
1559) [41, 881, 193948] C102 6067) [193948, 1762, 369] C102
1560) [41, 929, 80204] C102 5631) [80204, 1858, 542225] C102
1561) [41, 1798, 797705] C102 ---) [797705, 899, 2624] C204
1562) [41, 1306, 64133] C102 5503) [64133, 653, 90569] C102
1563) [41, 889, 190108] C102 6055) [190108, 1778, 29889] C102
1564) [41, 629, 70118] C102 ---) [280472, 1258, 115169] C3 x C102
1565) [41, 432, 44647] C102 6029) [178588, 864, 8036] C102
1566) [41, 554, 49013] C102 5378) [49013, 277, 6929] C102
1567) [41, 711, 125140] C102 ---) [31285, 905, 9225] C2 x C102
1568) [41, 3478, 966905] C102 ---) [966905, 1739, 514304] C816
1569) [41, 331, 17540] C102 ---) [4385, 355, 4100] C2 x C102
1570) [41, 2270, 1256081] C102 ---) [1256081, 1135, 8036] C408
1571) [41, 768, 23431] C102 5719) [93724, 1536, 496100] C102
1572) [41, 1127, 298580] C102 ---) [74645, 1369, 2009] C204
1573) [41, 1102, 297697] C102 ---) [297697, 551, 1476] C204
1574) [41, 590, 65336] C102 5514) [65336, 1180, 86756] C102
1575) [41, 1942, 625337] C102 ---) [625337, 971, 79376] C2 x C102
1576) [41, 2422, 616345] C102 ---) [616345, 1211, 212544] C408
1577) [41, 547, 69380] C102 ---) [17345, 659, 164] C408
1578) [41, 1122, 65277] C102 4411) [7253, 561, 62361] C102
1579) [41, 345, 26794] C102 ---) [107176, 690, 11849] C2 x C102
1580) [41, 1115, 309976] C102 6231) [309976, 2230, 3321] C102
1581) [41, 506, 62984] C102 ---) [62984, 1012, 4100] C204
1582) [41, 568, 30431] C102 5861) [121724, 1136, 200900] C102
1583) [41, 2030, 998081] C102 ---) [20369, 1015, 8036] C1122
1584) [41, 3239, 2593988] C102 ---) [648497, 4387, 758336] C204
1585) [41, 2726, 1792169] C102 ---) [1792169, 1363, 16400] C204
1586) [41, 769, 146108] C102 5947) [146108, 1538, 6929] C102
1587) [41, 85, 1714] C102 ---) [6856, 170, 369] C3 x C408
1588) [41, 1175, 340636] C102 6260) [340636, 2350, 18081] C102
1589) [41, 1382, 383017] C102 6294) [383017, 691, 23616] C102
1590) [41, 673, 61562] C102 ---) [246248, 1346, 206681] C2 x C102
1591) [41, 696, 70879] C102 ---) [283516, 1392, 200900] C3 x C102
1592) [41, 895, 139484] C102 5926) [139484, 1790, 243089] C102
1593) [41, 1734, 728073] C102 5637) [80897, 867, 5904] C102
1594) [41, 212, 2011] C102 4462) [8044, 424, 36900] C102
1595) [41, 544, 73943] C102 6218) [295772, 1088, 164] C102
1596) [41, 2150, 1061161] C102 ---) [1061161, 1075, 23616] C510
1597) [41, 1167, 164572] C102 5995) [164572, 2334, 703601] C102
1598) [41, 722, 102605] C102 ---) [102605, 361, 6929] C204
1599) [41, 706, 87709] C102 5687) [87709, 353, 9225] C102
1600) [41, 575, 80924] C102 5638) [80924, 1150, 6929] C102
1601) [41, 1967, 831716] C102 ---) [207929, 2287, 8036] C2 x C510
1602) [41, 713, 69436] C102 5547) [69436, 1426, 230625] C102
1603) [41, 823, 168092] C102 ---) [168092, 1646, 4961] C3 x C510
1604) [41, 399, 39544] C102 ---) [39544, 798, 1025] C3 x C510
1605) [41, 514, 64573] C102 5509) [64573, 257, 369] C102
1606) [41, 408, 34687] C102 ---) [138748, 816, 27716] C3 x C102
1607) [41, 958, 213041] C102 6112) [213041, 479, 4100] C102
1608) [41, 93, 1906] C102 ---) [7624, 186, 1025] C408
1609) [44, 430, 34961] C102 5184) [34961, 215, 2816] C102
1610) [44, 744, 136228] C102 5171) [34057, 372, 539] C102
1611) [44, 556, 55988] C102 4735) [13997, 278, 5324] C102
1612) [44, 746, 138953] C102 5920) [138953, 373, 44] C102
1613) [44, 3158, 285497] C102 6209) [285497, 1579, 551936] C102
1614) [44, 288, 19636] C102 4221) [4909, 144, 275] C102
1615) [44, 1544, 514628] C102 5884) [128657, 772, 20339] C102
1616) [44, 898, 43201] C102 5294) [43201, 449, 39600] C102
1617) [44, 2174, 965969] C102 ---) [965969, 1087, 53900] C510
1618) [44, 496, 6053] C102 ---) [6053, 274, 12716] C3 x C102
1619) [44, 1894, 826409] C102 ---) [826409, 947, 17600] C510
1620) [44, 542, 16417] C102 4832) [16417, 271, 14256] C102
1621) [44, 944, 195284] C102 5374) [48821, 472, 6875] C102
1622) [44, 1138, 69617] C102 ---) [69617, 569, 63536] C1122
1623) [44, 560, 30484] C102 4440) [7621, 280, 11979] C102
1624) [44, 1718, 483737] C102 ---) [483737, 859, 63536] C3 x C102
1625) [44, 1526, 511769] C102 6380) [511769, 763, 17600] C102
1626) [44, 536, 39748] C102 ---) [9937, 268, 8019] C3 x C102
1627) [44, 1130, 109741] C102 5800) [109741, 565, 52371] C102
1628) [44, 596, 84404] C102 ---) [21101, 298, 1100] C3 x C102
1629) [44, 250, 12809] C102 4687) [12809, 125, 704] C102
1630) [44, 976, 184244] C102 5339) [46061, 488, 13475] C102
1631) [44, 446, 39829] C102 5248) [39829, 223, 2475] C102
1632) [44, 362, 32717] C102 5150) [32717, 181, 11] C102
1633) [44, 1088, 132212] C102 5154) [33053, 544, 40931] C102
1634) [44, 590, 50021] C102 5387) [50021, 295, 9251] C102
1635) [44, 524, 64244] C102 4818) [16061, 262, 1100] C102
1636) [44, 266, 17414] C102 5548) [69656, 532, 1100] C102
1637) [44, 450, 50581] C102 5391) [50581, 225, 11] C102
1638) [44, 486, 37753] C102 5223) [37753, 243, 5324] C102
1639) [44, 602, 20201] C102 4926) [20201, 301, 17600] C102
1640) [44, 716, 74264] C102 5599) [74264, 358, 13475] C102
1641) [44, 280, 7621] C102 4439) [7621, 560, 47916] C102
1642) [44, 1294, 38053] C102 ---) [38053, 647, 95139] C3 x C102
1643) [44, 832, 169492] C102 5280) [42373, 416, 891] C102
1644) [44, 1592, 623716] C102 ---) [155929, 796, 2475] C1326
1645) [44, 426, 7078] C102 5078) [28312, 366, 26411] C102
1646) [44, 632, 80452] C102 4924) [20113, 316, 4851] C102
1647) [44, 422, 25117] C102 5019) [25117, 211, 4851] C102
1648) [44, 1238, 245177] C102 6162) [245177, 619, 34496] C102
1649) [44, 266, 8438] C102 ---) [33752, 532, 37004] C3 x C102
1650) [44, 1414, 341449] C102 ---) [341449, 707, 39600] C3 x C102
1651) [44, 398, 12101] C102 ---) [12101, 199, 6875] C510
1652) [44, 1960, 456644] C102 5820) [114161, 980, 125939] C102
1653) [44, 1606, 92873] C102 5714) [92873, 803, 137984] C102
1654) [44, 580, 41816] C102 5270) [41816, 290, 10571] C102
1655) [44, 1026, 47569] C102 5356) [47569, 513, 53900] C102
1656) [44, 902, 178057] C102 6025) [178057, 451, 6336] C102
1657) [44, 1216, 280564] C102 5558) [70141, 608, 22275] C102
1658) [44, 842, 71597] C102 5573) [71597, 421, 26411] C102
1659) [44, 128, 1621] C102 3607) [1621, 256, 9900] C102
1660) [44, 1262, 157217] C102 ---) [157217, 631, 60236] C3 x C510
1661) [44, 688, 76052] C102 4903) [19013, 344, 10571] C102
1662) [44, 864, 185524] C102 5344) [46381, 432, 275] C102
1663) [44, 1786, 142553] C102 5936) [142553, 893, 163724] C102
1664) [44, 682, 76681] C102 5611) [76681, 341, 9900] C102
1665) [44, 1088, 295892] C102 5594) [73973, 544, 11] C102
1666) [44, 616, 71588] C102 4872) [17897, 308, 5819] C102
1667) [44, 566, 32173] C102 5139) [32173, 283, 11979] C102
1668) [44, 616, 82148] C102 4939) [20537, 308, 3179] C102
1669) [44, 462, 48961] C102 5377) [48961, 231, 1100] C102
1670) [44, 394, 28909] C102 5087) [28909, 197, 2475] C102
1671) [44, 306, 4918] C102 4913) [19672, 354, 26411] C102
1672) [44, 2870, 696281] C102 6437) [696281, 1435, 340736] C102
1673) [44, 728, 95492] C102 5003) [23873, 364, 9251] C102
1674) [53, 634, 100277] C102 ---) [100277, 317, 53] C2 x C102
1675) [53, 985, 61177] C102 ---) [61177, 1707, 713168] C3 x C102
1676) [53, 590, 65825] C102 3932) [2633, 295, 5300] C102
1677) [53, 1146, 326421] C102 5203) [36269, 573, 477] C102
1678) [53, 601, 63469] C102 5495) [63469, 1202, 107325] C102
1679) [53, 325, 23425] C102 3288) [937, 650, 11925] C102
1680) [53, 1010, 219197] C102 6117) [219197, 505, 8957] C102
1681) [53, 481, 57721] C102 ---) [57721, 962, 477] C204
1682) [53, 617, 92933] C102 5717) [92933, 1234, 8957] C102
1683) [53, 1310, 122897] C102 5864) [122897, 655, 76532] C102
1684) [53, 111, 3067] C102 4666) [12268, 222, 53] C102
1685) [53, 219, 3709] C102 4097) [3709, 438, 33125] C102
1686) [53, 272, 6571] C102 ---) [26284, 544, 47700] C3 x C102
1687) [53, 611, 14771] C102 5453) [59084, 1222, 314237] C102
1688) [53, 151, 3461] C102 4072) [3461, 302, 8957] C102
1689) [53, 565, 47993] C102 ---) [47993, 1130, 127253] C3 x C102
1690) [53, 266, 11276] C102 4629) [11276, 532, 25652] C102
1691) [53, 381, 28009] C102 ---) [28009, 762, 33125] C2 x C102
1692) [53, 510, 34497] C102 4114) [3833, 255, 7632] C102
1693) [53, 505, 39257] C102 ---) [39257, 1010, 97997] C204
1694) [53, 348, 9076] C102 3821) [2269, 174, 5300] C102
1695) [53, 363, 8443] C102 5167) [33772, 726, 97997] C102
1696) [53, 525, 28825] C102 3411) [1153, 1050, 160325] C102
1697) [53, 1226, 172037] C102 ---) [172037, 613, 50933] C408
1698) [53, 734, 49889] C102 5385) [49889, 367, 21200] C102
1699) [53, 470, 51833] C102 ---) [51833, 235, 848] C2 x C102
1700) [53, 513, 16489] C102 4833) [16489, 883, 190800] C102
1701) [53, 195, 4723] C102 4898) [18892, 390, 19133] C102
1702) [53, 1709, 106241] C102 5777) [106241, 1663, 664832] C102
1703) [53, 525, 68893] C102 5544) [68893, 1050, 53] C102
1704) [53, 549, 71521] C102 ---) [71521, 1098, 15317] C204
1705) [53, 1202, 182909] C102 ---) [182909, 601, 44573] C204
1706) [53, 214, 8852] C102 ---) [2213, 428, 10388] C3 x C102
1707) [53, 318, 24433] C102 ---) [24433, 159, 212] C3 x C408
1708) [53, 143, 2131] C102 4504) [8524, 286, 11925] C102
1709) [53, 1150, 85553] C102 ---) [85553, 575, 61268] C3 x C408
1710) [56, 1210, 289361] C102 6213) [289361, 605, 19166] C102
1711) [56, 494, 38609] C102 ---) [38609, 247, 5600] C3 x C102
1712) [56, 5210, 426161] C102 6326) [426161, 2605, 1589966] C102
1713) [56, 754, 73529] C102 5591) [73529, 377, 17150] C102
1714) [56, 838, 137705] C102 ---) [137705, 419, 9464] C408
1715) [56, 1558, 562937] C102 ---) [562937, 779, 10976] C1428
1716) [56, 466, 29593] C102 ---) [29593, 233, 6174] C204
1717) [56, 594, 19609] C102 4911) [19609, 297, 17150] C102
1718) [56, 1276, 100388] C102 ---) [25097, 638, 76664] C510
1719) [56, 2182, 92681] C102 5712) [92681, 1091, 274400] C102
1720) [56, 2038, 432665] C102 ---) [432665, 1019, 151424] C204
1721) [56, 1306, 425009] C102 ---) [425009, 653, 350] C204
1722) [56, 982, 197177] C102 ---) [197177, 491, 10976] C204
1723) [56, 906, 101665] C102 ---) [101665, 453, 25886] C204
1724) [56, 940, 218884] C102 5422) [54721, 470, 504] C102
1725) [56, 1882, 170417] C102 ---) [170417, 941, 178766] C204
1726) [56, 972, 209092] C102 ---) [52273, 486, 6776] C408
1727) [56, 732, 53092] C102 ---) [13273, 366, 20216] C3 x C204
1728) [56, 508, 46372] C102 4639) [11593, 254, 4536] C102
1729) [56, 590, 59921] C102 5460) [59921, 295, 6776] C102
1730) [56, 1642, 189697] C102 6053) [189697, 821, 121086] C102
1731) [56, 4108, 1046852] C102 ---) [261713, 2054, 793016] C510
1732) [56, 1366, 416089] C102 6319) [416089, 683, 12600] C102
1733) [56, 1082, 289937] C102 6214) [289937, 541, 686] C102
1734) [56, 286, 19553] C102 4910) [19553, 143, 224] C102
1735) [56, 1046, 155033] C102 ---) [155033, 523, 29624] C204
1736) [56, 2252, 773060] C102 ---) [193265, 1126, 123704] C204
1737) [56, 1094, 261353] C102 6185) [261353, 547, 9464] C102
1738) [56, 2566, 548489] C102 6397) [548489, 1283, 274400] C102
1739) [56, 1236, 273508] C102 ---) [68377, 618, 27104] C3 x C204
1740) [56, 582, 62281] C102 ---) [62281, 291, 5600] C3 x C408
1741) [56, 982, 218681] C102 6115) [218681, 491, 5600] C102
1742) [56, 2188, 1078340] C102 ---) [269585, 1094, 29624] C1428
1743) [56, 986, 230449] C102 6136) [230449, 493, 3150] C102
1744) [56, 1558, 391577] C102 ---) [391577, 779, 53816] C204
1745) [56, 222, 8737] C102 4515) [8737, 111, 896] C102
1746) [56, 2188, 1169732] C102 ---) [292433, 1094, 6776] C816
1747) [56, 1034, 109985] C102 ---) [109985, 517, 39326] C204
1748) [56, 590, 83441] C102 ---) [83441, 295, 896] C204
1749) [56, 1250, 58601] C102 5448) [58601, 625, 83006] C102
1750) [56, 986, 236273] C102 ---) [236273, 493, 1694] C204
1751) [56, 2188, 1196612] C102 ---) [299153, 1094, 56] C204
1752) [56, 902, 189065] C102 ---) [189065, 451, 3584] C204
1753) [56, 886, 152345] C102 ---) [152345, 443, 10976] C408
1754) [56, 610, 63401] C102 ---) [63401, 305, 7406] C204
1755) [56, 258, 9865] C102 ---) [9865, 129, 1694] C204
1756) [56, 334, 16913] C102 ---) [16913, 167, 2744] C3 x C408
1757) [56, 982, 237497] C102 ---) [237497, 491, 896] C204
1758) [57, 316, 20347] C102 5643) [81388, 632, 18468] C102
1759) [57, 1526, 549337] C102 ---) [549337, 763, 8208] C204
1760) [57, 814, 164737] C102 ---) [164737, 407, 228] C204
1761) [57, 871, 66412] C102 5520) [66412, 1742, 492993] C102
1762) [57, 1535, 582772] C102 ---) [145693, 2857, 255873] C1428
1763) [57, 1910, 897433] C102 6494) [897433, 955, 3648] C102
1764) [57, 2198, 591289] C102 6413) [591289, 1099, 154128] C102
1765) [57, 1622, 599353] C102 6415) [599353, 811, 14592] C102
1766) [57, 429, 45882] C102 ---) [20392, 858, 513] C3 x C612
1767) [57, 1087, 293668] C102 5586) [73417, 1931, 32832] C102
1768) [57, 941, 164812] C102 5997) [164812, 1882, 226233] C102
1769) [57, 3062, 1162009] C102 6549) [1162009, 1531, 295488] C102
1770) [57, 269, 15682] C102 ---) [62728, 538, 9633] C816
1771) [57, 235, 6268] C102 ---) [6268, 470, 30153] C3 x C102
1772) [57, 404, 5179] C102 4945) [20716, 808, 142500] C102
1773) [57, 388, 37123] C102 5953) [148492, 776, 2052] C102
1774) [57, 479, 54952] C102 ---) [54952, 958, 9633] C204
1775) [57, 3542, 1035193] C102 ---) [1035193, 1771, 525312] C204
1776) [57, 6774, 10946457] C102 6558) [1216273, 3387, 131328] C102
1777) [57, 212, 6619] C102 5047) [26476, 424, 18468] C102
1778) [57, 88, 1879] C102 4433) [7516, 176, 228] C102
1779) [57, 564, 66699] C102 5106) [29644, 1128, 51300] C102
1780) [57, 596, 40867] C102 ---) [163468, 1192, 191748] C510
1781) [57, 1554, 552429] C102 5471) [61381, 777, 12825] C102
1782) [57, 368, 8719] C102 5181) [34876, 736, 100548] C102
1783) [57, 679, 62236] C102 5482) [62236, 1358, 212097] C102
1784) [57, 1024, 35911] C102 5939) [143644, 2048, 904932] C102
1785) [57, 472, 14143] C102 5432) [56572, 944, 166212] C102
1786) [57, 193, 9298] C102 ---) [37192, 386, 57] C408
1787) [57, 404, 10651] C102 5284) [42604, 808, 120612] C102
1788) [57, 536, 62191] C102 ---) [248764, 1072, 38532] C3 x C306
1789) [61, 441, 40553] C102 5258) [40553, 882, 32269] C102
1790) [61, 917, 179341] C102 ---) [179341, 1834, 123525] C510
1791) [61, 1222, 348921] C102 5233) [38769, 611, 6100] C102
1792) [61, 686, 108865] C102 ---) [108865, 343, 2196] C2 x C102
1793) [61, 598, 85497] C102 5667) [85497, 299, 976] C102
1794) [61, 477, 54305] C102 ---) [54305, 954, 10309] C204
1795) [61, 1514, 518149] C102 6386) [518149, 757, 13725] C102
1796) [61, 1466, 482389] C102 ---) [482389, 733, 13725] C2 x C102
1797) [61, 653, 6547] C102 5036) [26188, 1306, 400221] C102
1798) [61, 491, 10723] C102 5291) [42892, 982, 198189] C102
1799) [61, 1070, 277441] C102 6197) [277441, 535, 2196] C102
1800) [61, 1153, 267921] C102 5108) [29769, 1103, 118096] C102
1801) [61, 1442, 517645] C102 ---) [517645, 721, 549] C408
1802) [61, 619, 93213] C102 ---) [10357, 511, 549] C714
1803) [61, 1634, 296365] C102 ---) [296365, 817, 92781] C2 x C102
1804) [61, 262, 11061] C102 ---) [1229, 131, 1525] C3 x C102
1805) [61, 718, 31281] C102 5129) [31281, 359, 24400] C102
1806) [61, 566, 25189] C102 5021) [25189, 283, 13725] C102
1807) [61, 2254, 1172529] C102 5890) [130281, 1127, 24400] C102
1808) [61, 407, 10531] C102 5276) [42124, 814, 123525] C102
1809) [61, 545, 59601] C102 5459) [59601, 1090, 58621] C102
1810) [61, 485, 47689] C102 5359) [47689, 970, 44469] C102
1811) [61, 311, 20749] C102 ---) [20749, 622, 13725] C3 x C102
1812) [61, 235, 13059] C102 4293) [5804, 470, 2989] C102
1813) [61, 1037, 262117] C102 ---) [262117, 2074, 26901] C408
1814) [61, 5089, 3848049] C102 ---) [427561, 3679, 711504] C2 x C510
1815) [61, 573, 61205] C102 ---) [61205, 1146, 83509] C204
1816) [61, 934, 120489] C102 5853) [120489, 467, 24400] C102
1817) [69, 653, 33721] C102 5163) [33721, 1306, 291525] C102
1818) [69, 1005, 233721] C102 5031) [25969, 899, 39744] C102
1819) [69, 1698, 599085] C102 ---) [66565, 849, 30429] C2244
1820) [69, 349, 29053] C102 ---) [29053, 698, 5589] C408
1821) [69, 446, 45313] C102 ---) [45313, 223, 1104] C3 x C612
1822) [69, 1121, 164965] C102 ---) [164965, 2242, 596781] C204
1823) [69, 614, 89833] C102 5698) [89833, 307, 1104] C102
1824) [69, 442, 26485] C102 ---) [26485, 221, 5589] C204
1825) [69, 454, 23929] C102 5004) [23929, 227, 6900] C102
1826) [69, 3278, 142705] C102 ---) [142705, 1639, 635904] C2652
1827) [69, 421, 27733] C102 5066) [27733, 842, 66309] C102
1828) [69, 677, 109597] C102 5798) [109597, 1354, 19941] C102
1829) [69, 3009, 1793889] C102 6089) [199321, 2311, 89424] C102
1830) [69, 485, 32569] C102 ---) [32569, 970, 104949] C3 x C102
1831) [69, 1266, 398205] C102 ---) [44245, 633, 621] C408
1832) [69, 1382, 35881] C102 ---) [35881, 691, 110400] C1428
1833) [69, 1313, 97705] C102 ---) [97705, 2626, 1333149] C3 x C408
1834) [69, 770, 48589] C102 5368) [48589, 385, 24909] C102
1835) [69, 1757, 142465] C102 ---) [142465, 3291, 2387124] C204
1836) [69, 857, 176005] C102 ---) [176005, 1714, 30429] C204
1837) [69, 710, 124921] C102 ---) [124921, 355, 276] C204
1838) [73, 1196, 234891] C102 5767) [104396, 2392, 490852] C102
1839) [73, 780, 29387] C102 5839) [117548, 1560, 490852] C102
1840) [73, 1838, 749953] C102 ---) [749953, 919, 23652] C3 x C408
1841) [73, 1415, 487252] C102 ---) [121813, 2830, 53217] C2 x C102
1842) [73, 687, 111404] C102 5811) [111404, 1374, 26353] C102
1843) [73, 1311, 116492] C102 ---) [116492, 2622, 1252753] C3 x C102
1844) [73, 441, 31082] C102 ---) [124328, 882, 70153] C2 x C102
1845) [73, 1355, 457528] C102 ---) [457528, 2710, 5913] C3 x C714
1846) [73, 2102, 936409] C102 ---) [936409, 1051, 42048] C408
1847) [73, 248, 9463] C102 5225) [37852, 496, 23652] C102
1848) [73, 1005, 107948] C102 5785) [107948, 2010, 578233] C102
1849) [73, 2374, 493257] C102 6368) [493257, 1187, 228928] C102
1850) [73, 1275, 396752] C102 ---) [24797, 845, 122713] C408
1851) [73, 2982, 1171881] C102 5889) [130209, 1491, 262800] C102
1852) [73, 372, 25763] C102 5762) [103052, 744, 35332] C102
1853) [73, 1134, 264257] C102 4254) [5393, 567, 14308] C102
1854) [73, 1005, 58892] C102 5451) [58892, 2010, 774457] C102
1855) [73, 4566, 3151737] C102 6272) [350193, 2283, 515088] C102
1856) [73, 455, 51592] C102 ---) [51592, 910, 657] C408
1857) [73, 144, 3359] C102 4714) [13436, 288, 7300] C102
1858) [73, 468, 28403] C102 5818) [113612, 936, 105412] C102
1859) [73, 3574, 3076569] C102 ---) [341841, 1787, 29200] C510
1860) [73, 316, 8539] C102 ---) [34156, 632, 65700] C510
1861) [73, 650, 102997] C102 5760) [102997, 325, 657] C102
1862) [73, 3046, 2090601] C102 6144) [232289, 1523, 57232] C102
1863) [76, 1366, 393453] C102 ---) [43717, 683, 18259] C3 x C102
1864) [76, 944, 189268] C102 5351) [47317, 472, 8379] C102
1865) [76, 2822, 666697] C102 6429) [666697, 1411, 331056] C102
1866) [76, 596, 71704] C102 ---) [71704, 298, 4275] C3 x C102
1867) [76, 386, 34513] C102 5178) [34513, 193, 684] C102
1868) [76, 2774, 347833] C102 6268) [347833, 1387, 393984] C102
1869) [76, 794, 69753] C102 5550) [69753, 397, 21964] C102
1870) [76, 4666, 2217753] C102 6165) [246417, 2333, 806284] C102
1871) [76, 1194, 353673] C102 5240) [39297, 597, 684] C102
1872) [76, 1690, 421881] C102 6323) [421881, 845, 73036] C102
1873) [76, 1286, 369673] C102 ---) [369673, 643, 10944] C510
1874) [76, 326, 18969] C102 4900) [18969, 163, 1900] C102
1875) [76, 822, 91097] C102 5704) [91097, 411, 19456] C102
1876) [76, 504, 6029] C102 4316) [6029, 638, 47500] C102
1877) [76, 990, 39521] C102 5244) [39521, 495, 51376] C102
1878) [76, 118, 2797] C102 3981) [2797, 59, 171] C102
1879) [76, 1944, 942884] C102 6151) [235721, 972, 475] C102
1880) [76, 470, 40329] C102 ---) [4481, 235, 3724] C3 x C102