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Label Polynomial Discriminant Galois group Class group
21.9.2523828389200110188894232441.1 x21 - 9x19 + 3x17 + 66x15 - 75x14 - 90x13 + 198x12 - 21x11 + 63x9 - 177x8 + 54x7 + 45x6 - 51x5 + 18x4 - 8x3 - 3x2 + 3 \( 3^{34}\cdot 73^{6} \) 21T44 Trivial (GRH)
21.9.3326751700248238687839567609.1 x21 - 6x20 + 12x19 - 2x18 - 27x17 + 36x16 - 39x15 + 180x14 - 396x13 + 183x12 + 558x11 - 738x10 - 339x9 + 1035x8 + 27x7 - 936x6 + 27x5 + 621x4 + 99x3 - 189x2 - 81x - 9 \( 3^{36}\cdot 53^{6} \) 21T44 Trivial (GRH)
21.9.18453551447289410297167049873.1 x21 - 2x20 - 2x19 + 12x18 - 25x17 + x16 + 48x15 - 91x14 + 103x13 - 12x12 - 110x11 + 272x10 - 277x9 - 78x8 + 278x7 - 46x6 + 11x5 - 114x4 + 3x3 + 93x2 - 19x - 23 \( 71^{3}\cdot 8623^{3}\cdot 283573^{2} \) 21T139 Trivial (GRH)
21.9.77814973866654515283350056553.1 x21 - 8x20 + 15x19 + 42x18 - 181x17 + 43x16 + 664x15 - 785x14 - 999x13 + 2386x12 - 12x11 - 3337x10 + 2186x9 + 1818x8 - 2845x7 + 445x6 + 1349x5 - 754x4 - 347x3 + 279x2 + 76x + 1 \( 71^{3}\cdot 157^{2}\cdot 3709^{2}\cdot 8623^{3} \) 21T139 Trivial (GRH)
21.9.155640552803090077912213347113.1 x21 - x20 + 3x19 - 8x17 + 11x16 - 38x15 - 57x14 - 99x13 - 54x12 + 84x11 + 86x10 + 362x9 - 80x8 - 244x7 + 140x6 - 71x5 + 3x4 + 9x3 - 7x2 + 2x + 1 \( 7^{14}\cdot 71^{3}\cdot 8623^{3} \) 21T56 Trivial (GRH)
21.9.155896945048377999491545839641.1 x21 - 15x19 - 4x18 + 93x17 + 12x16 - 281x15 + 63x14 + 375x13 - 266x12 - 23x11 + 432x10 - 39x9 - 220x8 - 298x7 + 36x6 + 171x5 + 26x4 - 33x3 - 1 \( 7^{14}\cdot 593^{3}\cdot 1033^{3} \) 21T56 Trivial (GRH)
21.9.426526997774818621923125282529.1 x21 - 12x19 - 6x18 + 3x17 - 129x16 - 144x15 + 111x14 - 273x13 - 611x12 + 93x11 + 426x10 + 1596x9 + 1509x8 - 1977x7 - 1134x6 + 1617x5 + 435x4 - 254x3 - 39x2 + 18x + 3 \( 3^{34}\cdot 13^{2}\cdot 73^{6} \) 21T132 Trivial (GRH)
21.9.1115970269016553289813936756281.1 x21 - 2x20 - 10x19 + 31x18 - 24x17 - 152x16 + 288x15 + 7x14 - 127x13 + 465x12 - 466x11 + 1998x10 + 1430x9 + 2635x8 + 613x7 - 570x6 - 1087x5 - 669x4 + 195x3 + 193x2 + 93x - 53 \( 13^{16}\cdot 109^{6} \) $C_3\times \PSL(2,7)$ (as 21T22) Trivial (GRH)
21.9.1115970269016553289813936756281.2 x21 - x20 - 12x19 + 8x18 + 49x17 - 14x16 - 94x15 + 123x14 - 7x13 - 1078x12 + 1150x11 + 1019x10 - 4414x9 + 6562x8 + 4203x7 - 14456x6 + 3035x5 + 9936x4 - 5649x3 - 1996x2 + 1631x - 79 \( 13^{16}\cdot 109^{6} \) $C_3\times \PSL(2,7)$ (as 21T22) Trivial (GRH)
21.9.5249831164096086007511385454857.1 x21 - 12x19 - 12x18 + 63x17 + 63x16 - 167x15 - 18x14 + 249x13 + 133x12 - 180x11 - 1605x10 - 24x9 + 2187x8 + 498x7 + 232x6 - 1215x5 - 1710x4 + 929x3 + 765x2 - 321x - 173 \( 3^{28}\cdot 71^{3}\cdot 8623^{3} \) 21T130 Trivial (GRH)
21.9.13686230803976276974088591656489.1 x21 - 7x20 + 7x19 + 55x18 - 132x17 - 112x16 + 589x15 - 188x14 - 1078x13 + 1042x12 + 579x11 - 1297x10 + 411x9 + 431x8 - 127x7 - 455x6 - 126x5 + 888x4 - 460x3 - 146x2 + 127x - 1 \( 17^{10}\cdot 19^{2}\cdot 61^{2}\cdot 131^{6} \) 21T132 Trivial (GRH)
21.9.16188697197113842243081854457921.1 x21 - 9x20 + 20x19 + 49x18 - 258x17 + 121x16 + 953x15 - 1378x14 - 1194x13 + 3586x12 - 572x11 - 3807x10 + 2407x9 + 1581x8 - 1937x7 + 33x6 + 644x5 - 231x4 - 49x3 + 50x2 - 12x + 1 \( 13^{8}\cdot 109^{6}\cdot 181^{2}\cdot 601^{2} \) 21T115 Trivial (GRH)
21.9.19349000070270070662923174526976.1 x21 - 5x20 + 20x19 - 76x18 + 244x17 - 536x16 + 482x15 + 655x14 - 2970x13 + 3601x12 + 274x11 - 4051x10 + 4053x9 + 428x8 - 4459x7 + 1158x6 + 825x5 + 130x4 + 898x3 - 516x2 - 260x + 73 \( 2^{14}\cdot 79^{8}\cdot 9199^{3} \) 21T74 Trivial (GRH)
21.9.27358425020235623782451595684241.1 x21 - 8x20 + 11x19 + 69x18 - 212x17 - 125x16 + 1107x15 - 639x14 - 2429x13 + 3139x12 + 1803x11 - 4950x10 + 904x9 + 3274x8 - 2054x7 - 553x6 + 924x5 - 224x4 - 88x3 + 61x2 - 13x + 1 \( 13^{6}\cdot 19^{2}\cdot 109^{6}\cdot 96757^{2} \) 21T115 Trivial (GRH)
21.9.101010740538307114619974951370752.1 x21 - 4x20 + 8x19 - 4x18 - 36x17 + 48x16 - 52x15 + 114x14 - 216x12 + 584x11 - 404x10 - 140x9 + 160x8 - 208x7 + 204x6 - 192x5 + 144x4 - 4x3 - 32x2 + 16x - 4 \( 2^{20}\cdot 37^{7}\cdot 317^{6} \) 21T27 Trivial (GRH)
21.9.101010740538307114619974951370752.2 x21 - 2x20 - 2x19 + 16x18 - 8x17 - 68x16 - 150x15 + 164x14 + 240x13 - 62x12 - 256x11 + 30x10 + 512x9 - 436x8 - 114x7 + 216x6 - 44x5 - 44x4 - 2x3 + 20x2 + 4x - 2 \( 2^{20}\cdot 37^{7}\cdot 317^{6} \) 21T27 Trivial (GRH)
21.9.356929309835813972908052362379264.1 x21 - x20 + 4x19 + x18 - 17x17 + 24x16 - 107x15 - 238x14 - 467x13 - 355x12 + 497x11 + 812x10 + 3209x9 - 222x8 - 3450x7 + 1169x6 - 373x5 + 2x4 + 32x3 - 12x2 + 3x + 1 \( 2^{14}\cdot 37^{7}\cdot 71^{3}\cdot 8623^{3} \) 21T74 Trivial (GRH)
21.9.1772300592033793551446534901465088.1 x21 - 2x20 - 10x19 + 18x18 + 68x17 - 28x16 - 376x15 - 352x14 + 648x13 + 856x12 - 848x11 - 912x10 + 1240x9 + 432x8 - 1144x7 + 120x6 + 448x5 - 144x3 - 64x2 + 32x + 16 \( 2^{20}\cdot 7^{6}\cdot 37^{7}\cdot 73^{6} \) 21T57 Trivial (GRH)
21.9.2103209751169770458112224890011648.1 x21 - 27x17 - 36x16 - 39x15 - 54x14 + 45x13 + 208x12 + 945x11 + 2526x10 + 3985x9 + 5076x8 + 3393x7 - 5790x6 - 18252x5 - 22104x4 - 15056x3 - 6048x2 - 1344x - 128 \( 2^{14}\cdot 3^{21}\cdot 107^{3}\cdot 21557^{3} \) 21T152 Trivial (GRH)
21.9.2279162600361785110437461456142336.1 x21 - 3x19 - 2x18 - 45x17 + 6x16 + 57x15 - 18x14 + 384x13 - 82x12 - 369x11 - 114x10 - 235x9 + 1422x8 + 3867x7 + 1160x6 - 3312x5 - 1512x4 + 112x3 + 288x2 + 384x - 128 \( 2^{14}\cdot 3^{21}\cdot 23^{3}\cdot 239^{3}\cdot 431^{3} \) 21T152 Trivial (GRH)
21.9.3911025283603050524395497857313561.1 x21 - 6x20 + 12x19 + 5x18 - 66x17 + 108x16 + 4x15 - 261x14 + 351x13 - 15x12 - 459x11 + 486x10 - 27x9 - 342x8 + 279x7 - 17x6 - 108x5 + 69x4 - 6x3 - 12x2 + 6x - 1 \( 3^{18}\cdot 7^{14}\cdot 13^{2}\cdot 296773^{2} \) 21T153 Trivial (GRH)
21.9.5581771880796940582540826805350057.1 x21 - 2x20 - 29x19 + 68x18 + 307x17 - 748x16 - 1496x15 + 3371x14 + 3691x13 - 7180x12 - 6204x11 + 7336x10 + 7843x9 - 91x8 - 4359x7 - 3432x6 + 52x5 + 951x4 + 433x3 + 29x2 - 27x - 5 \( 11^{13}\cdot 29^{6}\cdot 43^{7} \) 21T57 Trivial (GRH)
21.9.13025357904654475011765942398926848.1 x21 - 30x19 - 34x18 + 387x17 + 954x16 - 2237x15 - 10944x14 - 525x13 + 63996x12 + 83790x11 - 181800x10 - 495124x9 + 82314x8 + 1330701x7 + 810842x6 - 1778580x5 - 1822800x4 + 1114720x3 + 1473696x2 - 332928x - 341632 \( 2^{14}\cdot 3^{21}\cdot 17^{2}\cdot 59^{3}\cdot 10859^{3} \) 21T152 Trivial (GRH)
21.9.43077770085674387148520635740838321.1 x21 - 6x20 + 12x19 + 4x18 - 63x17 + 108x16 - 9x15 - 243x14 + 360x13 - 57x12 - 432x11 + 513x10 - 69x9 - 333x8 + 297x7 - 30x6 - 108x5 + 72x4 - 7x3 - 12x2 + 6x - 1 \( 3^{44}\cdot 181^{2}\cdot 36541^{2} \) 21T153 Trivial (GRH)
21.9.45589180307529253293163107814735872.1 x21 - 18x19 - 24x18 + 90x17 + 252x16 - 256x15 - 1368x14 - 102x13 + 4096x12 + 2556x11 - 6780x10 - 3112x9 + 12384x8 + 6666x7 - 11436x6 - 8712x5 + 6192x4 + 4576x3 - 2880x2 - 384x + 256 \( 2^{32}\cdot 3^{21}\cdot 317^{6} \) 21T147 Trivial (GRH)
21.9.135583376967496347676843148218885073.1 x21 - 21x19 + 189x17 - 952x15 - 7x14 + 2940x13 + 98x12 - 5733x11 - 539x10 + 7007x9 + 1470x8 - 5131x7 - 2058x6 + 1960x5 + 1372x4 - 147x3 - 343x2 - 98x - 7 \( 7^{35}\cdot 71^{3} \) 21T45 Trivial (GRH)
21.9.285466780749329275197427204099492453.1 x21 - 21x19 + 189x17 - 952x15 - 8x14 + 2940x13 + 112x12 - 5733x11 - 616x10 + 7007x9 + 1680x8 - 5126x7 - 2352x6 + 1925x5 + 1568x4 - 77x3 - 392x2 - 133x - 13 \( 7^{38}\cdot 13^{3} \) 21T45 Trivial (GRH)
21.9.797643132581855967205868099633068949.1 x21 - 21x19 + 189x17 - 952x15 - 6x14 + 2940x13 + 84x12 - 5733x11 - 462x10 + 7007x9 + 1260x8 - 5137x7 - 1764x6 + 2002x5 + 1176x4 - 231x3 - 294x2 - 56x + 1 \( 7^{17}\cdot 47^{3}\cdot 229^{7} \) 21T87 Trivial (GRH)
21.9.971025506391531716410052192808517632.1 x21 - 42x19 - 28x18 + 756x17 + 1008x16 - 7305x15 - 15282x14 + 37035x13 + 123664x12 - 52677x11 - 539382x10 - 405392x9 + 987120x8 + 2007441x7 + 620538x6 - 2081484x5 - 3261240x4 - 2340560x3 - 949536x2 - 211008x - 20096 \( 2^{14}\cdot 3^{21}\cdot 157^{2}\cdot 593^{3}\cdot 1033^{3} \) 21T144 Trivial (GRH)
21.9.1694979698129534781799432120291745277.1 x21 - 21x19 + 189x17 - 952x15 - 6x14 + 2940x13 + 84x12 - 5733x11 - 462x10 + 7007x9 + 1260x8 - 5136x7 - 1764x6 + 1995x5 + 1176x4 - 217x3 - 294x2 - 63x - 1 \( 3^{31}\cdot 7^{21}\cdot 17^{3} \) 21T70 Trivial (GRH)
21.9.1750980878682272844435550706829410304.1 x21 - 15x19 - 22x18 + 27x17 + 168x16 + 105x15 - 54x14 - 1014x13 + 1890x12 + 13563x11 - 25146x10 + 13781x9 + 77688x8 - 265965x7 - 246390x6 + 126756x5 - 76728x4 - 22336x3 + 60768x2 - 40512x + 27008 \( 2^{14}\cdot 3^{21}\cdot 71^{3}\cdot 211^{2}\cdot 8623^{3} \) 21T152 Trivial (GRH)
21.9.3467468392769548076725889974344351744.1 x21 - x20 - 27x19 + 39x18 + 380x17 - 662x16 - 3120x15 + 3546x14 + 9982x13 + 3246x12 - 10664x11 - 20884x10 - 15180x9 - 7396x8 - 7696x7 - 3296x6 + 1440x5 + 520x4 + 136x3 + 656x2 + 312x + 24 \( 2^{26}\cdot 3^{9}\cdot 47^{7}\cdot 2276293^{2} \) 21T146 Trivial (GRH)
21.9.3467468392769548076725889974344351744.2 x21 - 6x20 + 13x19 - 25x18 + 29x17 + 34x16 + 10x15 + 77x14 - 179x13 - 279x12 - 692x11 - 1196x10 - 1314x9 - 2334x8 - 3096x7 - 3644x6 - 4884x5 - 4772x4 - 3472x3 - 2304x2 - 1080x - 216 \( 2^{26}\cdot 3^{9}\cdot 47^{7}\cdot 2276293^{2} \) 21T146 Trivial (GRH)
21.9.5296120176371912060661478404374557149.1 x21 - 21x19 + 189x17 - 952x15 - 2x14 + 2940x13 + 28x12 - 5733x11 - 154x10 + 7007x9 + 420x8 - 5150x7 - 588x6 + 2093x5 + 392x4 - 413x3 - 98x2 + 35x + 9 \( 3^{10}\cdot 7^{21}\cdot 107^{7} \) 21T87 Trivial (GRH)
21.9.7998462377958923195533222171657420800.1 x21 - 21x19 - 14x18 + 171x17 + 228x16 - 707x15 - 1566x14 + 1629x13 + 6896x12 + 81x11 - 20322x10 - 19128x9 + 25776x8 + 59865x7 + 17162x6 - 67500x5 - 104184x4 - 74576x3 - 30240x2 - 6720x - 640 \( 2^{14}\cdot 3^{21}\cdot 5^{2}\cdot 11^{12}\cdot 29^{6} \) 21T151 Trivial (GRH)
21.9.8192746627386983812513327588008542208.1 x21 + 15x19 - 10x18 + 36x17 - 48x16 - 281x15 + 594x14 - 1368x13 + 2680x12 - 1134x11 - 3708x10 + 9933x9 - 18900x8 + 23553x7 - 11586x6 - 9612x5 + 19800x4 - 14800x3 + 6048x2 - 1344x + 128 \( 2^{14}\cdot 3^{25}\cdot 8388019^{3} \) 21T149 Trivial (GRH)
21.9.9792192720950242959717104638564712448.1 x21 + 18x19 - 12x18 + 81x17 - 108x16 - 99x15 + 270x14 - 1557x13 + 3712x12 - 4887x11 + 5682x10 - 3485x9 - 5148x8 + 15567x7 - 23006x6 + 26892x5 - 24408x4 + 15312x3 - 6048x2 + 1344x - 128 \( 2^{14}\cdot 3^{21}\cdot 7\cdot 71^{3}\cdot 283583^{3} \) 21T152 Trivial (GRH)
21.9.17475230337747878140135688009187415737.1 x21 - 21x19 + 189x17 - 952x15 - 9x14 + 2940x13 + 126x12 - 5733x11 - 693x10 + 7007x9 + 1890x8 - 5121x7 - 2646x6 + 1890x5 + 1764x4 - 7x3 - 441x2 - 168x - 19 \( 3^{31}\cdot 7^{21}\cdot 37^{3} \) 21T70 Trivial (GRH)
21.9.17715045692982380498771082020003561472.1 x21 - 45x19 - 30x18 + 837x17 + 1116x16 - 7971x15 - 16686x14 + 37152x13 + 126264x12 - 34803x11 - 487914x10 - 411853x9 + 737244x8 + 1627689x7 + 635266x6 - 1401516x5 - 2321496x4 - 1681744x3 - 683424x2 - 151872x - 14464 \( 2^{14}\cdot 3^{21}\cdot 13^{6}\cdot 109^{6}\cdot 113^{2} \) 21T147 Trivial (GRH)
21.9.23171591614509185999699336548662164736.1 x21 - 6x20 + 12x19 + 4x18 - 63x17 + 108x16 - 10x15 - 243x14 + 363x13 - 59x12 - 435x11 + 519x10 - 66x9 - 336x8 + 297x7 - 29x6 - 108x5 + 72x4 - 7x3 - 12x2 + 6x - 1 \( 2^{8}\cdot 3^{18}\cdot 229^{7}\cdot 241^{2}\cdot 349^{2} \) 21T156 Trivial (GRH)
21.9.29357028753446882924668961925905914281.1 x21 - 63x19 - 4x18 + 1683x17 + 216x16 - 24877x15 - 5346x14 + 221076x13 + 76086x12 - 1185372x11 - 647136x10 + 3493272x9 + 3080592x8 - 3545727x7 - 6328004x6 - 4869576x5 - 126336x4 + 2790672x3 + 1272384x2 - 282752 \( 3^{28}\cdot 47^{4}\cdot 59^{3}\cdot 10859^{3} \) 21T130 Trivial (GRH)
21.9.34851637680834718765274831719128907776.1 x21 - 18x19 - 2x18 + 45x17 + 174x16 - 214x15 - 1116x14 + 9906x13 - 15026x12 - 34911x11 + 106704x10 - 73813x9 - 33354x8 + 29901x7 + 53194x6 - 62604x5 + 14064x4 + 5872x3 - 1440x2 - 576x + 128 \( 2^{14}\cdot 3^{21}\cdot 17^{6}\cdot 131^{6}\cdot 1667 \) 21T151 Trivial (GRH)
21.9.51760737730687241530618054097890443264.1 x21 - 3x20 + 15x19 - 42x18 + 18x17 - 279x16 - 292x15 - 894x14 + 1677x13 + 5757x12 + 30555x11 + 59316x10 + 103482x9 + 110757x8 - 119745x7 - 505489x6 - 1236021x5 - 1853052x4 - 1402417x3 - 526482x2 - 91392x - 5491 \( 2^{18}\cdot 3^{30}\cdot 17^{2}\cdot 57605311^{2} \) 21T143 Trivial (GRH)
21.9.51760737730687241530618054097890443264.2 x21 - 6x20 + 6x19 + 10x18 + 15x17 - 36x16 - 58x15 + 15x14 + 27x13 - 21x12 - 204x11 - 144x10 + 82x9 - 114x8 - 588x7 - 776x6 + 72x5 + 576x4 - 784x3 - 1800x2 - 1080x - 216 \( 2^{18}\cdot 3^{30}\cdot 17^{2}\cdot 57605311^{2} \) 21T143 Trivial (GRH)
21.9.67280341499835771733588410840758263041.1 x21 - 21x19 + 189x17 - 952x15 - 7x14 + 2940x13 + 98x12 - 5733x11 - 539x10 + 7007x9 + 1470x8 - 5133x7 - 2058x6 + 1974x5 + 1372x4 - 175x3 - 343x2 - 84x - 3 \( 3^{7}\cdot 7^{24}\cdot 107^{7} \) 21T69 Trivial (GRH)
21.9.117718325734535571649220304350791680000.1 x21 - 6x20 + 12x19 + 5x18 - 66x17 + 108x16 + 3x15 - 261x14 + 354x13 - 17x12 - 462x11 + 492x10 - 24x9 - 345x8 + 279x7 - 16x6 - 108x5 + 69x4 - 6x3 - 12x2 + 6x - 1 \( 2^{14}\cdot 3^{18}\cdot 5^{4}\cdot 37^{7}\cdot 559081^{2} \) 21T156 Trivial (GRH)
21.9.144085121465410717835837396824595054592.1 x21 - 21x19 - 20x18 + 189x17 + 360x16 - 809x15 - 2700x14 + 795x13 + 10496x12 + 7137x11 - 20652x10 - 32065x9 + 12744x8 + 56925x7 + 21196x6 - 45144x5 - 42288x4 + 8320x3 + 26496x2 + 11328x + 896 \( 2^{14}\cdot 3^{21}\cdot 71^{3}\cdot 103\cdot 283583^{3} \) 21T152 Trivial (GRH)
21.9.153074684743590248122351624505448626521.1 x21 - 21x19 + 189x17 - 952x15 - x14 + 2940x13 + 14x12 - 5733x11 - 77x10 + 7007x9 + 210x8 - 5151x7 - 294x6 + 2100x5 + 196x4 - 427x3 - 49x2 + 42x + 7 \( 7^{24}\cdot 19^{14} \) 21T53 Trivial (GRH)
21.9.733074759778749309047228720717711720448.1 x21 - 69x19 - 46x18 + 2043x17 + 2724x16 - 32707x15 - 67230x14 + 286632x13 + 873912x12 - 1070820x11 - 6122808x10 - 2253504x9 + 19682496x8 + 31706229x7 - 3678686x6 - 63451836x5 - 86436504x4 - 60419856x3 - 24391584x2 - 5420352x - 516224 \( 2^{14}\cdot 3^{21}\cdot 37^{2}\cdot 59^{3}\cdot 109^{2}\cdot 10859^{3} \) 21T144 Trivial (GRH)
21.9.956231088932859942934630515607791320989.1 x21 - 21x19 + 189x17 - 952x15 - 2x14 + 2940x13 + 28x12 - 5733x11 - 154x10 + 7007x9 + 420x8 - 5151x7 - 588x6 + 2100x5 + 392x4 - 427x3 - 98x2 + 42x + 11 \( 7^{31}\cdot 67^{7} \) 21T69 Trivial (GRH)
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