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Label Polynomial Discriminant Galois group Class group
22.0.529866739430089519756710630129664.1 x22 + 8x20 + 29x18 + 99x16 + 222x14 + 344x12 + 382x10 + 254x8 + 145x6 + 84x4 + 32x2 + 9 \( -\,2^{22}\cdot 1831^{8} \) 22T42 Trivial (GRH)
22.4.529866739430089519756710630129664.1 x22 + 3x20 + 23x18 - 39x16 + 58x14 + 58x12 - 275x10 + 455x8 - 258x6 + 12x4 + 12x2 + 1 \( -\,2^{22}\cdot 1831^{8} \) 22T42 Trivial (GRH)
22.0.529866739430089519756710630129664.2 x22 + 5x20 - 3x18 - 2x16 + 35x14 - 32x12 + 18x10 + 19x8 - 11x6 + 5x4 + 7x2 + 1 \( -\,2^{22}\cdot 1831^{8} \) 22T42 Trivial (GRH)
22.4.529866739430089519756710630129664.2 x22 - 3x20 - x18 + 4x16 + 12x14 - 14x12 - 6x10 + 6x8 - 8x6 + 11x4 - 6x2 + 1 \( -\,2^{22}\cdot 1831^{8} \) 22T42 Trivial (GRH)
22.2.1589600218290268559270131890388992.1 x22 + 9x20 + 36x18 + 79x16 + 99x14 + 68x12 + 24x10 + 3x8 - 9x6 - 15x4 - 11x2 - 3 \( 2^{22}\cdot 3\cdot 1831^{8} \) 22T42 Trivial (GRH)
22.2.1589600218290268559270131890388992.2 x22 + 13x20 + 78x18 + 280x16 + 657x14 + 1027x12 + 1021x10 + 513x8 - 88x6 - 299x4 - 163x2 - 27 \( 2^{22}\cdot 3\cdot 1831^{8} \) 22T42 Trivial (GRH)
22.6.9007734570311521835864080712204288.1 x22 - 9x20 + 38x18 - 104x16 + 209x14 - 331x12 + 429x10 - 453x8 + 376x6 - 227x4 + 89x2 - 17 \( 2^{22}\cdot 17\cdot 1831^{8} \) 22T42 Trivial (GRH)
22.6.970185999896493910674537163767414784.1 x22 + 16x20 + 148x18 + 671x16 + 1205x14 - 5770x12 - 13367x10 - 3297x8 + 124727x6 - 177384x4 + 91550x2 - 16479 \( 2^{22}\cdot 1831^{9} \) 22T42 Trivial (GRH)
22.14.95495132016543203413964761918289025880897.1 x22 - 3x21 - 29x20 + 26x19 + 420x18 + 885x17 - 3122x16 - 19486x15 - 3640x14 + 188637x13 + 243555x12 - 1052571x11 - 1941345x10 + 3343356x9 + 7877194x8 - 4368623x7 - 16343655x6 - 3154416x5 + 10462530x4 + 4628676x3 - 1677053x2 - 994739x - 67717 \( 97\cdot 74843^{8} \) 22T42 Trivial (GRH)
22.6.95495132016543203413964761918289025880897.1 x22 - 9x21 + 19x20 + 110x19 - 682x18 + 489x17 + 6037x16 - 18540x15 + 5911x14 + 76660x13 - 211000x12 + 254168x11 - 7956x10 - 517531x9 + 1351100x8 - 2847860x7 + 4722099x6 - 5902951x5 + 3241118x4 + 3222860x3 - 7591065x2 + 6870510x - 2410857 \( 97\cdot 74843^{8} \) 22T42 Trivial (GRH)
22.18.924610449303392395108565351166810367173677581.1 x22 - 11x21 + 44x20 - 55x19 - 149x18 + 714x17 - 1042x16 - 742x15 + 5168x14 - 5630x13 - 5248x12 + 15888x11 - 6710x10 - 12738x9 + 15541x8 - 1265x7 - 8234x6 + 5083x5 + 294x4 - 1334x3 + 492x2 - 67x + 3 \( 74843^{8}\cdot 939181 \) 22T42 Trivial (GRH)
22.0.4129233136056857981979443884256982828952059904.1 x22 + 53x20 + 963x18 + 8057x16 + 34825x14 + 83894x12 + 119260x10 + 102849x8 + 53662x6 + 16302x4 + 2614x2 + 169 \( -\,2^{22}\cdot 74843^{8} \) 22T42 $[193648]$ (GRH)
22.12.4129233136056857981979443884256982828952059904.1 x22 + x20 - 251x18 + 474x16 + 16151x14 - 58074x12 - 84453x10 + 36512x8 + 41198x6 - 7092x4 - 4293x2 + 729 \( -\,2^{22}\cdot 74843^{8} \) 22T42 Trivial (GRH)
22.16.4129233136056857981979443884256982828952059904.1 x22 - 29x20 + 57x18 + 3633x16 - 22667x14 - 43524x12 + 516399x10 - 732335x8 - 444902x6 + 959879x4 - 44962x2 + 441 \( -\,2^{22}\cdot 74843^{8} \) 22T42 Trivial (GRH)
22.20.4129233136056857981979443884256982828952059904.1 x22 - 68x20 + 1749x18 - 21878x16 + 146579x14 - 538577x12 + 1028049x10 - 796919x8 - 100770x6 + 299644x4 - 34200x2 + 729 \( -\,2^{22}\cdot 74843^{8} \) 22T42 Trivial (GRH)
22.4.4129233136056857981979443884256982828952059904.1 x22 + 13x20 - 636x18 - 14672x16 - 99474x14 - 107348x12 + 1163186x10 + 3657772x8 + 4010549x6 + 1905711x4 + 380936x2 + 26569 \( -\,2^{22}\cdot 74843^{8} \) 22T42 $[2]$ (GRH)
22.8.4129233136056857981979443884256982828952059904.1 x22 + 13x20 - 175x18 - 443x16 + 4918x14 + 5154x12 - 30529x10 - 31931x8 - 8640x6 - 37x4 + 149x2 + 9 \( -\,2^{22}\cdot 74843^{8} \) 22T42 Trivial (GRH)
22.0.4129233136056857981979443884256982828952059904.2 x22 + 53x20 + 1109x18 + 11954x16 + 72629x14 + 254808x12 + 505403x10 + 527803x8 + 253819x6 + 49582x4 + 3337x2 + 9 \( -\,2^{22}\cdot 74843^{8} \) 22T42 $[110224]$ (GRH)
22.12.4129233136056857981979443884256982828952059904.2 x22 + 12x20 - 99x18 - 1322x16 + 2041x14 + 33971x12 - 1977x10 - 65346x8 + 6098x6 + 23442x4 - 4147x2 + 9 \( -\,2^{22}\cdot 74843^{8} \) 22T42 Trivial (GRH)
22.16.4129233136056857981979443884256982828952059904.2 x22 - 18x20 - 120x18 + 3945x16 - 21338x14 - 14989x12 + 369623x10 - 648901x8 - 637282x6 + 2623736x4 - 2281873x2 + 588289 \( -\,2^{22}\cdot 74843^{8} \) 22T42 Trivial (GRH)
22.20.4129233136056857981979443884256982828952059904.2 x22 - 48x20 + 773x18 - 5165x16 + 14676x14 - 11976x12 - 15879x10 + 31691x8 - 16674x6 + 3536x4 - 313x2 + 9 \( -\,2^{22}\cdot 74843^{8} \) 22T42 Trivial (GRH)
22.4.4129233136056857981979443884256982828952059904.2 x22 + 36x20 + 304x18 - 824x16 - 20222x14 - 83254x12 - 86677x10 + 173346x8 + 424981x6 + 275162x4 + 53257x2 + 81 \( -\,2^{22}\cdot 74843^{8} \) 22T42 $[2]$ (GRH)
22.8.4129233136056857981979443884256982828952059904.2 x22 - 7x20 - 305x18 + 1628x16 + 16707x14 - 32324x12 - 356150x10 - 370911x8 + 918618x6 + 1408022x4 + 86679x2 + 729 \( -\,2^{22}\cdot 74843^{8} \) 22T42 Trivial (GRH)
22.12.4129233136056857981979443884256982828952059904.3 x22 + 8x20 - 534x18 + 4098x16 + 2927x14 - 114120x12 + 301339x10 - 96731x8 - 150700x6 - 25366x4 + 878x2 + 81 \( -\,2^{22}\cdot 74843^{8} \) 22T42 Trivial (GRH)
22.16.4129233136056857981979443884256982828952059904.3 x22 - 6x20 - 335x18 + 5050x16 - 18019x14 - 101105x12 + 982641x10 - 2621147x8 + 1562236x6 + 2051432x4 - 26350x2 + 9 \( -\,2^{22}\cdot 74843^{8} \) 22T42 Trivial (GRH)
22.8.4129233136056857981979443884256982828952059904.3 x22 - 10x20 - 462x18 + 3723x16 + 44062x14 - 61606x12 - 1444979x10 - 4726237x8 - 6044709x6 - 2432660x4 + 446695x2 + 52441 \( -\,2^{22}\cdot 74843^{8} \) 22T42 Trivial (GRH)
22.12.4129233136056857981979443884256982828952059904.4 x22 + 38x20 + 282x18 - 2354x16 - 17471x14 + 65238x12 + 151346x10 - 589814x8 + 397693x6 - 55679x4 + 266x2 + 81 \( -\,2^{22}\cdot 74843^{8} \) 22T42 Trivial (GRH)
22.16.4129233136056857981979443884256982828952059904.4 x22 - 20x20 - 141x18 + 6373x16 - 58122x14 + 200198x12 - 37877x10 - 1451515x8 + 3467174x6 - 2913736x4 + 806773x2 + 3969 \( -\,2^{22}\cdot 74843^{8} \) 22T42 Trivial (GRH)
22.8.4129233136056857981979443884256982828952059904.4 x22 + 53x20 + 1013x18 + 7634x16 + 4909x14 - 175743x12 - 326231x10 + 1362553x8 + 1192125x6 - 2661192x4 - 168308x2 + 109561 \( -\,2^{22}\cdot 74843^{8} \) 22T42 Trivial (GRH)
22.12.4129233136056857981979443884256982828952059904.5 x22 - 20x20 - 127x18 + 3357x16 + 85x14 - 98678x12 + 5024x10 + 688029x8 + 52810x6 - 963192x4 + 62257x2 + 178929 \( -\,2^{22}\cdot 74843^{8} \) 22T42 Trivial (GRH)
22.8.4129233136056857981979443884256982828952059904.5 x22 + 10x20 - 224x18 - 1796x16 + 5190x14 + 71141x12 + 187010x10 + 147260x8 + 4176x6 - 5361x4 - 167x2 + 1 \( -\,2^{22}\cdot 74843^{8} \) 22T42 Trivial (GRH)
22.12.4129233136056857981979443884256982828952059904.6 x22 - 25x20 + 103x18 + 744x16 - 2021x14 - 11803x12 - 14257x10 - 905x8 + 6312x6 + 1126x4 - 951x2 + 49 \( -\,2^{22}\cdot 74843^{8} \) 22T42 Trivial (GRH)
22.8.4129233136056857981979443884256982828952059904.6 x22 + 13x20 - 136x18 - 1229x16 + 6421x14 + 15324x12 - 43922x10 - 84593x8 - 33311x6 - 3209x4 + 35x2 + 9 \( -\,2^{22}\cdot 74843^{8} \) 22T42 Trivial (GRH)
22.10.12387699408170573945938331652770948486856179712.1 x22 + 11x20 + 16x18 - 230x16 - 1143x14 - 1795x12 - 203x10 + 1583x8 + 484x6 - 425x4 + 67x2 - 3 \( 2^{22}\cdot 3\cdot 74843^{8} \) 22T42 Trivial (GRH)
22.22.532671074551334679675348261069150784934815727616.1 x22 - 33x20 + 475x18 - 3915x16 + 20393x14 - 69905x12 + 159170x10 - 237054x8 + 220759x6 - 116733x4 + 27922x2 - 1161 \( 2^{22}\cdot 3\cdot 43\cdot 74843^{8} \) 22T42 Trivial (GRH)
22.10.730874265082063862810361567513485960724514603008.1 x22 - 20x18 + 143x14 + 4x12 - 463x10 - 54x8 + 691x6 + 186x4 - 392x2 - 177 \( 2^{22}\cdot 3\cdot 59\cdot 74843^{8} \) 22T42 Trivial (GRH)
22.14.1308966904130023980287483711309463556777802989568.1 x22 - 11x20 + 16x18 + 142x16 - 439x14 - 129x12 + 1485x10 - 559x8 - 1724x6 + 871x4 + 583x2 - 317 \( 2^{22}\cdot 317\cdot 74843^{8} \) 22T42 Trivial (GRH)
22.14.8454115376424649903675045731962308211426203045057.1 x22 - 6x21 - 84x20 + 446x19 + 3054x18 - 13258x17 - 47156x16 + 87393x15 + 214333x14 + 4592960x13 - 8169779x12 - 97523140x11 + 286905876x10 + 443480439x9 - 2833653296x8 + 2392585056x7 + 7429384462x6 - 17535751907x5 + 7148761681x4 + 16729868412x3 - 21211987463x2 + 6184844508x + 940596021 \( 97^{5}\cdot 74843^{8} \) 22T42 Trivial (GRH)
22.10.309044195601903421945287518629445365867259019395072.1 x22 - 45x20 - 1917x18 - 19x16 + 630240x14 + 8584323x12 + 43408091x10 + 57022357x8 - 144688750x6 - 213344603x4 + 32631548x2 - 673587 \( 2^{22}\cdot 74843^{9} \) 22T42 Trivial (GRH)
22.14.309044195601903421945287518629445365867259019395072.1 x22 - 66x20 + 764x18 + 18746x16 - 358167x14 - 833741x12 + 40130611x10 - 82628849x8 - 1347063832x6 + 5030088709x4 - 605479870x2 - 113836203 \( 2^{22}\cdot 74843^{9} \) 22T42 Trivial (GRH)
22.18.309044195601903421945287518629445365867259019395072.1 x22 - 152x20 + 8733x18 - 236350x16 + 3051787x14 - 17399125x12 + 47374033x10 - 62687488x8 + 35737999x6 - 4125223x4 - 1571703x2 - 74843 \( 2^{22}\cdot 74843^{9} \) 22T42 Trivial (GRH)
22.2.309044195601903421945287518629445365867259019395072.1 x22 + 101x20 + 4176x18 + 91407x16 + 1138432x14 + 8015565x12 + 29342566x10 + 41164011x8 - 37023993x6 - 171064312x4 - 170043296x2 - 54560547 \( 2^{22}\cdot 74843^{9} \) 22T42 $[90]$ (GRH)
22.22.309044195601903421945287518629445365867259019395072.1 x22 - 164x20 + 11177x18 - 414569x16 + 9220027x14 - 127930459x12 + 1118415018x10 - 6092366081x8 + 20037463337x6 - 37248632179x4 + 34131252034x2 - 11209161267 \( 2^{22}\cdot 74843^{9} \) 22T42 Trivial (GRH)
22.6.309044195601903421945287518629445365867259019395072.1 x22 + 162x20 + 8365x18 + 150901x16 + 603205x14 - 6625362x12 - 32932697x10 + 128155464x8 + 204536177x6 - 619108447x4 - 27916439x2 - 74843 \( 2^{22}\cdot 74843^{9} \) 22T42 Trivial (GRH)
22.10.309044195601903421945287518629445365867259019395072.2 x22 - 40x20 - 4187x18 - 86459x16 - 419737x14 + 4565971x12 + 45230383x10 + 7236576x8 - 744630181x6 - 580648009x4 + 3448765440x2 - 54560547 \( 2^{22}\cdot 74843^{9} \) 22T42 Trivial (GRH)
22.14.309044195601903421945287518629445365867259019395072.2 x22 + 37x20 - 1608x18 - 1511x16 + 343041x14 - 1379182x12 - 18048818x10 + 125311851x8 - 182985604x6 - 215226104x4 + 568433909x2 - 260528483 \( 2^{22}\cdot 74843^{9} \) 22T42 Trivial (GRH)
22.2.309044195601903421945287518629445365867259019395072.2 x22 + 142x20 + 8137x18 + 240973x16 + 3891662x14 + 32293812x12 + 96833387x10 - 243780245x8 - 1499852584x6 - 510354432x4 - 18785593x2 - 74843 \( 2^{22}\cdot 74843^{9} \) 22T42 n/a
22.6.309044195601903421945287518629445365867259019395072.2 x22 + 2x20 - 3444x18 - 122572x16 - 1108565x14 + 16645328x12 + 450015451x10 + 3964896234x8 + 16436635093x6 + 31054897710x4 + 18216187456x2 - 5496544763 \( 2^{22}\cdot 74843^{9} \) 22T42 $[3]$ (GRH)
22.10.309044195601903421945287518629445365867259019395072.3 x22 + 43x20 - 666x18 - 30595x16 + 66169x14 + 1320239x12 - 1993079x10 - 13734822x8 + 23182188x6 - 308103x4 - 4415737x2 - 673587 \( 2^{22}\cdot 74843^{9} \) 22T42 Trivial (GRH)
22.14.309044195601903421945287518629445365867259019395072.3 x22 - 111x20 + 2578x18 - 9394x16 - 239002x14 + 1799474x12 + 3562740x10 - 42068353x8 + 14604187x6 + 177860434x4 - 161361508x2 - 673587 \( 2^{22}\cdot 74843^{9} \) 22T42 Trivial (GRH)
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