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Label Polynomial Discriminant Galois group Class group
20.2.1744047395068446282612736.1 x20 - 4x19 + 13x18 - 28x17 + 48x16 - 66x15 + 74x14 - 74x13 + 72x12 - 68x11 + 50x10 - 28x9 - 13x8 + 34x7 - 50x6 + 50x5 - 51x4 + 40x3 - 31x2 + 16x - 5 \( -\,2^{32}\cdot 67^{8} \) 20T693 Trivial
20.0.5004686909648354265792512.1 x20 - 2x18 + 4x16 + 6x14 - 17x12 + 4x10 + 39x8 - 6x6 - 8x4 + 8x2 + 2 \( 2^{33}\cdot 17^{12} \) 20T693 Trivial
20.2.29212793867396475233763328.1 x20 - 2x19 - 4x18 + 10x17 + 18x16 - 30x15 - 58x14 + 26x13 + 57x12 - 140x11 - 292x10 - 140x9 + 57x8 + 26x7 - 58x6 - 30x5 + 18x4 + 10x3 - 4x2 - 2x + 1 \( -\,2^{30}\cdot 67^{9} \) 20T693 Trivial (GRH)
20.0.116851175469585900935053312.1 x20 - 6x18 + 24x16 - 64x14 + 80x12 + 44x10 - 243x8 + 110x6 + 133x4 + 67 \( 2^{32}\cdot 67^{9} \) 20T693 Trivial (GRH)
20.4.233702350939171801870106624.1 x20 - 4x19 + x18 + 32x17 - 91x16 + 64x15 + 196x14 - 590x13 + 715x12 - 362x11 - 156x10 + 444x9 - 457x8 + 312x7 - 34x6 - 212x5 + 180x4 - 12x3 - 40x2 + 16x - 2 \( 2^{33}\cdot 67^{9} \) 20T693 Trivial (GRH)
20.4.320299962217494673010720768.2 x20 - 12x18 + 51x16 - 80x14 - 26x12 + 208x10 - 153x8 - 102x6 + 122x4 - 28x2 + 2 \( 2^{39}\cdot 17^{12} \) 20T693 Trivial (GRH)
20.10.17527637043047950664019640604179.1 x20 - 13x18 - 16x17 + 58x16 + 143x15 - 16x14 - 557x13 - 608x12 + 1173x11 + 1844x10 - 885x9 - 3604x8 + 1846x7 + 1418x6 - 1040x5 + 244x4 + 306x3 - 179x2 - 103x - 11 \( -\,19^{9}\cdot 293^{8} \) 20T693 Trivial (GRH)
20.10.17527637043047950664019640604179.2 x20 - 4x19 + 16x18 - 26x17 - 32x16 + 64x15 - 151x14 + 68x13 + 450x12 - 1335x11 - 79x10 + 3966x9 - 979x8 - 4820x7 + 1269x6 + 2851x5 - 678x4 - 848x3 + 157x2 + 110x - 7 \( -\,19^{9}\cdot 293^{8} \) 20T693 Trivial (GRH)
20.16.270294613348055239187250247211813.1 x20 - 5x19 - 17x18 + 135x17 - 55x16 - 1090x15 + 2060x14 + 2325x13 - 10630x12 + 5091x11 + 20552x10 - 25659x9 - 16814x8 + 35240x7 + 10446x6 - 21367x5 - 11712x4 + 3875x3 + 6531x2 + 1995x + 167 \( 19^{8}\cdot 293^{9} \) 20T693 Trivial (GRH)
20.4.270294613348055239187250247211813.1 x20 - 2x19 - 20x18 + 26x17 + 137x16 - 61x15 - 168x14 - 653x13 - 1575x12 + 4080x11 + 3744x10 - 8765x9 + 7934x8 + 909x7 - 17947x6 + 26997x5 - 27032x4 + 19516x3 - 9704x2 + 3536x - 736 \( 19^{8}\cdot 293^{9} \) 20T693 Trivial (GRH)
20.12.270294613348055239187250247211813.3 x20 - 2x19 - 18x18 + 43x17 + 165x16 - 289x15 - 1200x14 + 752x13 + 5503x12 - 80x11 - 13888x10 - 4107x9 + 20683x8 + 10594x7 - 20943x6 - 11019x5 + 14058x4 + 3795x3 - 4379x2 + 301x + 49 \( 19^{8}\cdot 293^{9} \) 20T693 Trivial (GRH)
20.8.270294613348055239187250247211813.3 x20 - 3x19 - 6x18 + 37x17 + 68x16 - 311x15 + 54x14 + 833x13 - 1010x12 + 3497x11 + 446x10 - 8547x9 + 5632x8 - 8219x7 - 1262x6 + 1140x5 - 11817x4 + 15645x3 + 9678x2 - 4306x - 1741 \( 19^{8}\cdot 293^{9} \) 20T693 Trivial (GRH)
20.12.270294613348055239187250247211813.4 x20 - 10x19 + 30x18 + 15x17 - 358x16 + 1232x15 - 2040x14 + 370x13 + 7119x12 - 21082x11 + 35938x10 - 42295x9 + 35562x8 - 20872x7 + 7729x6 - 1125x5 - 407x4 + 223x3 - 25x2 - 5x + 1 \( 19^{8}\cdot 293^{9} \) 20T693 Trivial (GRH)
20.8.270294613348055239187250247211813.4 x20 - 6x19 - 3x18 + 44x17 - 28x16 + 91x15 + 310x14 - 1212x13 - 1403x12 + 3661x11 - 1549x10 + 811x9 + 10045x8 - 16810x7 - 8012x6 + 41456x5 - 39932x4 + 7401x3 + 2080x2 + 15x - 7 \( 19^{8}\cdot 293^{9} \) 20T693 Trivial (GRH)
20.12.270294613348055239187250247211813.5 x20 - 10x19 + 36x18 - 39x17 - 183x16 + 1056x15 - 2439x14 + 1959x13 + 4202x12 - 16333x11 + 24370x10 - 12901x9 - 14419x8 + 31813x7 - 25243x6 + 8239x5 + 986x4 - 1230x3 + 88x2 + 47x + 1 \( 19^{8}\cdot 293^{9} \) 20T693 Trivial (GRH)
20.8.270294613348055239187250247211813.5 x20 - x19 - 3x18 + 4x17 - 40x16 + 35x15 + 132x14 + 374x13 + 874x12 - 3449x11 - 6076x10 + 8879x9 - 11873x8 + 10263x7 + 44608x6 - 3399x5 - 7759x4 + 914x3 - 1977x2 - 99x + 1 \( 19^{8}\cdot 293^{9} \) 20T693 Trivial (GRH)
20.10.5135597653613049544557754697024447.1 x20 - x19 - 12x18 + 48x17 + 134x16 - 429x15 - 1115x14 + 2481x13 + 5447x12 - 15597x11 - 17502x10 + 66439x9 + 26280x8 - 199216x7 - 81786x6 + 263990x5 + 141534x4 - 137694x3 - 114167x2 - 23617x - 1301 \( -\,19^{9}\cdot 293^{9} \) 20T693 Trivial (GRH)
20.14.5135597653613049544557754697024447.1 x20 - 3x19 - 31x18 + 99x17 + 207x16 - 1178x15 + 515x14 + 5394x13 - 10447x12 - 5778x11 + 37163x10 - 21481x9 - 45045x8 + 47768x7 + 18061x6 - 30663x5 + 1425x4 + 5641x3 - 1810x2 + 201x - 7 \( -\,19^{9}\cdot 293^{9} \) 20T693 Trivial (GRH)
20.6.5135597653613049544557754697024447.1 x20 - 4x19 + 5x18 - x17 - 93x16 + 326x15 - 480x14 + 185x13 + 2333x12 - 4278x11 + 4707x10 - 13892x9 + 13363x8 - 6403x7 + 9544x6 + 4906x5 + 4173x4 + 6009x3 - 19025x2 + 19486x - 6551 \( -\,19^{9}\cdot 293^{9} \) 20T693 Trivial (GRH)
20.10.5135597653613049544557754697024447.2 x20 - 3x19 - 29x18 + 89x17 + 286x16 - 847x15 - 1392x14 + 3002x13 + 6134x12 - 5102x11 - 21492x10 + 6359x9 + 47689x8 - 16744x7 - 48617x6 + 13733x5 + 30458x4 - 8949x3 - 8132x2 + 722x + 361 \( -\,19^{9}\cdot 293^{9} \) 20T693 Trivial (GRH)
20.14.5135597653613049544557754697024447.2 x20 - 23x18 - 32x17 + 141x16 + 647x15 + 383x14 - 3880x13 - 7923x12 + 5420x11 + 35328x10 + 30513x9 - 65705x8 - 157303x7 + 58360x6 + 291735x5 - 41454x4 - 222605x3 + 18840x2 + 59519x - 1943 \( -\,19^{9}\cdot 293^{9} \) 20T693 Trivial (GRH)
20.6.5135597653613049544557754697024447.2 x20 - 7x19 + 24x18 - 55x17 - 37x16 + 565x15 - 762x14 + 329x13 + 729x12 - 4417x11 + 4277x10 + 579x9 - 3082x8 + 515x7 - 11796x6 - 20662x5 - 23563x4 - 16399x3 - 6563x2 - 1836x - 203 \( -\,19^{9}\cdot 293^{9} \) 20T693 $[2]$ (GRH)
20.10.5135597653613049544557754697024447.3 x20 - 3x19 - 30x18 + 65x17 + 265x16 - 550x15 - 438x14 + 1998x13 - 3671x12 + 1781x11 + 12608x10 - 11281x9 - 2282x8 + 15211x7 - 24505x6 - 19483x5 + 18981x4 + 13934x3 + 614x2 - 327x - 31 \( -\,19^{9}\cdot 293^{9} \) 20T693 Trivial (GRH)
20.10.5135597653613049544557754697024447.4 x20 + 23x18 + 60x16 - 1400x14 - 4414x12 + 26744x10 - 140x8 - 77337x6 + 50938x4 + 11951x2 - 5567 \( -\,19^{9}\cdot 293^{9} \) 20T693 Trivial (GRH)
20.10.5135597653613049544557754697024447.5 x20 - 4x19 - 24x18 + 95x17 + 217x16 - 938x15 - 508x14 + 5135x13 - 3971x12 - 17092x11 + 25398x10 + 29946x9 - 53400x8 - 19819x7 + 53060x6 - 9831x5 - 26668x4 + 23596x3 - 1942x2 - 5803x + 1891 \( -\,19^{9}\cdot 293^{9} \) 20T693 Trivial (GRH)
20.10.5135597653613049544557754697024447.6 x20 - 2x19 - 17x18 + 49x17 - 60x16 - 441x15 + 1163x14 - 175x13 - 2181x12 + 5499x11 + 1541x10 - 1262x9 - 1867x8 - 5201x7 - 4115x6 + 8129x5 + 2686x4 - 4268x3 - 240x2 + 656x + 32 \( -\,19^{9}\cdot 293^{9} \) 20T693 Trivial (GRH)
20.10.6327476972540310189711090258108619.1 x20 - 3x19 + 4x18 - 57x17 + 106x16 + 57x15 + 539x14 - 1294x13 - 3995x12 + 12227x11 - 5039x10 - 16190x9 + 22921x8 - 9603x7 + 2305x6 - 4483x5 + 1441x4 + 1356x3 - 19x2 - 274x + 1 \( -\,19^{11}\cdot 293^{8} \) 20T693 $[2]$ (GRH)
20.10.6327476972540310189711090258108619.2 x20 - 7x19 - 6x18 + 168x17 - 248x16 - 1407x15 + 3818x14 + 3691x13 - 21640x12 + 10919x11 + 45699x10 - 49276x9 - 47758x8 + 69742x7 + 32985x6 - 51504x5 - 21056x4 + 16781x3 + 11128x2 + 2090x + 121 \( -\,19^{11}\cdot 293^{8} \) 20T693 $[2]$ (GRH)
20.14.17948300332081101479956111978679296.1 x20 - 26x18 + 195x16 - 438x14 - 147x12 + 1189x10 - 277x8 - 1020x6 + 226x4 + 285x2 - 19 \( -\,2^{10}\cdot 19^{9}\cdot 293^{8} \) 20T693 Trivial (GRH)
20.18.17948300332081101479956111978679296.1 x20 - 29x18 + 233x16 - 259x14 - 2999x12 + 11426x10 - 16017x8 + 10375x6 - 3129x4 + 418x2 - 19 \( -\,2^{10}\cdot 19^{9}\cdot 293^{8} \) 20T693 Trivial (GRH)
20.2.17948300332081101479956111978679296.1 x20 + 32x18 + 349x16 + 1422x14 + 735x12 - 9446x10 - 24185x8 - 21944x6 - 7330x4 - 874x2 - 19 \( -\,2^{10}\cdot 19^{9}\cdot 293^{8} \) 20T693 $[4]$ (GRH)
20.6.17948300332081101479956111978679296.1 x20 + 11x18 - 14x16 - 430x14 - 728x12 + 3218x10 + 10717x8 + 9883x6 + 1890x4 - 722x2 - 19 \( -\,2^{10}\cdot 19^{9}\cdot 293^{8} \) 20T693 $[2]$ (GRH)
20.14.17948300332081101479956111978679296.2 x20 - 5x19 - 13x18 + 109x17 - 107x16 - 336x15 + 753x14 - 1981x13 + 7164x12 - 5259x11 - 25133x10 + 52830x9 - 11998x8 - 58724x7 + 56360x6 - 736x5 - 21912x4 + 10112x3 - 944x2 - 224x + 32 \( -\,2^{10}\cdot 19^{9}\cdot 293^{8} \) 20T693 Trivial (GRH)
20.6.17948300332081101479956111978679296.2 x20 - 8x19 + 26x18 + 19x17 - 438x16 + 1622x15 - 3236x14 + 3813x13 - 4390x12 + 6719x11 - 13133x10 + 21208x9 - 25783x8 + 22104x7 - 10808x6 - 2087x5 + 5523x4 - 2973x3 + 311x2 + 412x - 23 \( -\,2^{10}\cdot 19^{9}\cdot 293^{8} \) 20T693 Trivial (GRH)
20.14.17948300332081101479956111978679296.3 x20 - 8x19 - 5x18 + 175x17 - 240x16 - 1170x15 + 2408x14 + 2929x13 - 6247x12 - 6654x11 + 3123x10 + 27737x9 - 18382x8 - 27732x7 + 57902x6 - 44824x5 - 13841x4 + 2101x3 + 42230x2 - 8783x - 7091 \( -\,2^{10}\cdot 19^{9}\cdot 293^{8} \) 20T693 Trivial (GRH)
20.6.17948300332081101479956111978679296.3 x20 - 6x19 + 12x18 - 25x17 + 59x16 + 72x15 - 150x14 - 1362x13 + 2836x12 + 1691x11 - 9138x10 + 13507x9 - 25198x8 + 32182x7 + 11567x6 - 84293x5 + 96414x4 - 41364x3 - 3136x2 + 8272x - 1952 \( -\,2^{10}\cdot 19^{9}\cdot 293^{8} \) 20T693 Trivial (GRH)
20.14.17948300332081101479956111978679296.4 x20 - x19 - 31x18 + 59x17 + 201x16 - 855x15 + 1521x14 + 2515x13 - 19576x12 + 19706x11 + 52183x10 - 122364x9 + 18003x8 + 226722x7 - 232556x6 - 164055x5 + 310257x4 + 43833x3 - 150537x2 - 8740x + 20767 \( -\,2^{10}\cdot 19^{9}\cdot 293^{8} \) 20T693 Trivial (GRH)
20.6.17948300332081101479956111978679296.4 x20 - 176x16 + 606x14 + 1683x12 + 180x10 - 2252x8 - 2376x6 - 1066x4 - 228x2 - 19 \( -\,2^{10}\cdot 19^{9}\cdot 293^{8} \) 20T693 Trivial (GRH)
20.12.17948300332081101479956111978679296.1 x20 - 9x18 - 25x16 + 251x14 + 105x12 - 1872x10 + 597x8 + 3987x6 - 2255x4 - 722x2 + 19 \( 2^{10}\cdot 19^{9}\cdot 293^{8} \) 20T693 Trivial (GRH)
20.16.17948300332081101479956111978679296.1 x20 - 30x18 + 174x16 + 161x14 - 4261x12 + 14404x10 - 20796x8 + 12846x6 - 2100x4 - 285x2 + 19 \( 2^{10}\cdot 19^{9}\cdot 293^{8} \) 20T693 Trivial (GRH)
20.4.17948300332081101479956111978679296.1 x20 + 12x18 - 8x16 - 596x14 - 2490x12 - 2596x10 + 4119x8 + 9674x6 + 4926x4 + 570x2 + 19 \( 2^{10}\cdot 19^{9}\cdot 293^{8} \) 20T693 Trivial (GRH)
20.8.17948300332081101479956111978679296.1 x20 - 4x18 - 154x16 - 25x14 + 5000x12 + 11079x10 - 4895x8 - 19428x6 - 5503x4 + 817x2 + 19 \( 2^{10}\cdot 19^{9}\cdot 293^{8} \) 20T693 Trivial (GRH)
20.12.17948300332081101479956111978679296.2 x20 + 4x18 - 272x16 + 1336x14 + 1207x12 - 16211x10 + 20889x8 + 4342x6 - 9142x4 + 1444x2 + 19 \( 2^{10}\cdot 19^{9}\cdot 293^{8} \) 20T693 Trivial (GRH)
20.16.17948300332081101479956111978679296.2 x20 - 36x18 + 378x16 - 1599x14 + 2553x12 - 82x10 - 3070x8 + 1282x6 + 942x4 - 285x2 + 19 \( 2^{10}\cdot 19^{9}\cdot 293^{8} \) 20T693 Trivial (GRH)
20.4.17948300332081101479956111978679296.2 x20 - 9x19 + 24x18 + 2x17 - 159x16 + 850x15 - 3296x14 + 6620x13 - 3263x12 - 5879x11 - 994x10 + 6919x9 + 10803x8 + 15688x7 + 13037x6 + 9195x5 + 5200x4 + 1030x3 + 191x2 - 90x + 1 \( 2^{10}\cdot 19^{9}\cdot 293^{8} \) 20T693 Trivial (GRH)
20.8.17948300332081101479956111978679296.2 x20 + 23x18 + 169x16 + 334x14 - 1177x12 - 5019x10 - 1118x8 + 12545x6 + 6898x4 - 6878x2 + 931 \( 2^{10}\cdot 19^{9}\cdot 293^{8} \) 20T693 Trivial (GRH)
20.12.17948300332081101479956111978679296.3 x20 - 35x18 - 8x17 + 362x16 + 455x15 - 1517x14 - 3712x13 + 1163x12 + 9602x11 + 3821x10 - 11787x9 - 7557x8 + 12328x7 + 9885x6 - 6716x5 - 5864x4 - 309x3 - 1107x2 - 821x - 127 \( 2^{10}\cdot 19^{9}\cdot 293^{8} \) 20T693 Trivial (GRH)
20.16.17948300332081101479956111978679296.3 x20 - 6x19 - 3x18 + 109x17 - 319x16 - 93x15 + 2796x14 - 5438x13 - 4145x12 + 25256x11 - 16741x10 - 35263x9 + 51562x8 + 4969x7 - 42730x6 + 17494x5 + 7806x4 - 5769x3 + 286x2 + 236x - 7 \( 2^{10}\cdot 19^{9}\cdot 293^{8} \) 20T693 Trivial (GRH)
20.4.17948300332081101479956111978679296.3 x20 + 11x18 - 46x16 - 1014x14 - 3730x12 + 2030x10 + 36785x8 + 74161x6 + 57828x4 + 19342x2 + 2299 \( 2^{10}\cdot 19^{9}\cdot 293^{8} \) 20T693 Trivial (GRH)
20.8.17948300332081101479956111978679296.3 x20 - 5x18 - 147x16 - 5x14 + 4540x12 + 6441x10 - 23449x8 - 10634x6 + 1925x4 + 513x2 + 19 \( 2^{10}\cdot 19^{9}\cdot 293^{8} \) 20T693 Trivial (GRH)
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