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Label Polynomial Discriminant Galois group Class group
22.12.61117859389674098630012726211547851562500.1 x22 - x21 - 30x20 + 35x19 + 265x18 - 687x17 + 357x16 + 7305x15 - 18675x14 - 35840x13 + 103856x12 + 58224x11 - 211240x10 + 163795x9 - 64050x8 - 651165x7 + 823710x6 + 466155x5 - 852830x4 + 161150x3 + 139095x2 - 61765x + 6985 \( -\,2^{2}\cdot 3^{20}\cdot 5^{20}\cdot 11^{16} \) 22T36 Trivial (GRH)
22.16.168074113321603771232534997081756591796875.1 x22 - 7x21 - 35x20 + 270x19 + 645x18 - 4209x17 - 9252x16 + 31050x15 + 96990x14 - 65105x13 - 614131x12 - 561998x11 + 1988085x10 + 4067340x9 - 2442075x8 - 9864030x7 - 410850x6 + 10078335x5 + 2192040x4 - 3755745x3 - 571725x2 + 123390x - 4545 \( -\,3^{20}\cdot 5^{20}\cdot 11^{17} \) 22T36 Trivial (GRH)
22.8.168074113321603771232534997081756591796875.1 x22 + 49x20 + 685x18 + 1815x16 - 17505x14 - 55752x12 + 164457x10 + 203115x8 - 250965x6 - 61270x4 + 1001x2 + 44 \( -\,3^{20}\cdot 5^{20}\cdot 11^{17} \) 22T36 Trivial (GRH)
22.10.183353578169022295890038178634643554687500.1 x22 + 12x20 - 180x18 - 2655x16 + 3060x14 + 136809x12 + 319203x10 - 1133820x8 - 2847825x6 + 2709045x4 + 747009x2 - 415152 \( 2^{2}\cdot 3^{21}\cdot 5^{20}\cdot 11^{16} \) 22T36 Trivial (GRH)
22.12.305589296948370493150063631057739257812500.1 x22 - 50x20 + 655x18 - 570x16 - 26565x14 + 17640x12 + 429960x10 + 832590x8 + 466125x6 - 52030x4 - 64735x2 + 9680 \( -\,2^{2}\cdot 3^{20}\cdot 5^{21}\cdot 11^{16} \) 22T36 $[2]$ (GRH)
22.14.504222339964811313697604991245269775390625.1 x22 - 3x21 - 42x20 + 90x19 + 795x18 - 951x17 - 8547x16 + 3882x15 + 51570x14 - 10425x13 - 130425x12 + 228675x11 - 297975x10 - 2683875x9 + 3047535x8 + 15171897x7 - 9772041x6 - 46458354x5 + 22671390x4 + 68608965x3 - 35739546x2 - 28301877x + 11611317 \( 3^{21}\cdot 5^{20}\cdot 11^{17} \) 22T36 Trivial (GRH)
22.6.504222339964811313697604991245269775390625.1 x22 - 11x21 + 57x20 - 185x19 + 100x18 + 2178x17 - 13698x16 + 50526x15 - 125595x14 + 212645x13 - 151135x12 - 372585x11 + 1599575x10 - 3294265x9 + 3873360x8 - 1752654x7 - 4272321x6 + 11175117x5 - 14948990x4 + 12783910x3 - 6636471x2 + 1870441x - 218792 \( 3^{21}\cdot 5^{20}\cdot 11^{17} \) 22T36 Trivial (GRH)
22.14.504222339964811313697604991245269775390625.2 x22 - x21 - 36x20 + 50x19 + 490x18 - 882x17 - 3318x16 + 7872x15 + 13095x14 - 42815x13 - 35956x12 + 163086x11 + 52061x10 - 435095x9 + 120585x8 + 633792x7 - 557172x6 - 237747x5 + 494230x4 - 200200x3 + 26136x2 - 7216x + 2464 \( 3^{21}\cdot 5^{20}\cdot 11^{17} \) 22T36 Trivial (GRH)
22.10.672296453286415084930139988327026367187500.1 x22 + 21x20 - 165x18 - 5445x16 - 19470x14 + 113817x12 + 465597x10 - 762300x8 - 2270565x6 + 419265x4 + 1665081x2 - 191664 \( 2^{2}\cdot 3^{20}\cdot 5^{20}\cdot 11^{17} \) 22T36 Trivial (GRH)
22.6.672296453286415084930139988327026367187500.1 x22 - 24x20 - 495x18 + 1650x16 + 36795x14 + 82962x12 - 186318x10 - 833085x8 - 1007325x6 - 539055x4 - 131769x2 - 11979 \( 2^{2}\cdot 3^{20}\cdot 5^{20}\cdot 11^{17} \) 22T36 $[2]$ (GRH)
22.6.672296453286415084930139988327026367187500.2 x22 + 24x20 - 45x18 - 2640x16 - 5550x14 + 77898x12 + 299952x10 - 235125x8 - 1820835x6 - 1506915x4 - 228744x2 - 4851 \( 2^{2}\cdot 3^{20}\cdot 5^{20}\cdot 11^{17} \) 22T36 Trivial (GRH)
22.16.840370566608018856162674985408782958984375.1 x22 - 25x20 + 130x18 + 975x16 - 8280x14 - 5580x12 + 129810x10 - 86460x8 - 586080x6 + 671935x4 - 203995x2 + 10780 \( -\,3^{20}\cdot 5^{21}\cdot 11^{17} \) 22T36 $[2]$ (GRH)
22.10.916767890845111479450190893173217773437500.1 x22 - 10x21 + 30x20 - 25x19 + 325x18 - 3180x17 + 11340x16 - 9885x15 - 62595x14 + 261085x13 - 416755x12 - 26220x11 + 1674680x10 - 3966065x9 + 2285520x8 + 10714185x7 - 18884505x6 - 17519370x5 + 28233430x4 + 23392400x3 - 5493645x2 - 6705550x - 1073090 \( 2^{2}\cdot 3^{21}\cdot 5^{21}\cdot 11^{16} \) 22T36 $[2]$ (GRH)
22.12.2016889359859245254790419964981079101562500.1 x22 - x21 - 21x20 + 20x19 + 40x18 - 672x17 + 2292x16 + 8442x15 - 18060x14 - 2615x13 + 37889x12 - 279954x11 + 1556x10 + 243895x9 - 1841640x8 - 428373x7 + 1338348x6 - 3568377x5 - 1615535x4 + 2039225x3 - 424269x2 + 24314x - 281 \( -\,2^{2}\cdot 3^{21}\cdot 5^{20}\cdot 11^{17} \) 22T36 Trivial (GRH)
22.10.3361482266432075424650699941635131835937500.1 x22 - 11x21 + 34x20 + 45x19 - 615x18 + 1113x17 + 3927x16 - 16488x15 - 21855x14 + 323585x13 - 735736x12 - 995059x11 + 7829136x10 - 12148350x9 - 7463010x8 + 46944717x7 - 57659157x6 + 23519613x5 + 1558365x4 - 6085635x3 + 3842001x2 + 255054x - 388581 \( 2^{2}\cdot 3^{20}\cdot 5^{21}\cdot 11^{17} \) 22T36 $[2]$ (GRH)
22.6.3361482266432075424650699941635131835937500.1 x22 - 4x21 - 26x20 + 225x19 - 195x18 - 3183x17 + 11967x16 - 4032x15 - 86025x14 + 282910x13 - 368011x12 - 99386x11 + 1108671x10 - 1443225x9 - 334350x8 + 1018083x7 + 6585843x6 - 19265868x5 + 22882725x4 - 14084505x3 + 3667101x2 + 526311x - 381201 \( 2^{2}\cdot 3^{20}\cdot 5^{21}\cdot 11^{17} \) 22T36 $[2, 2]$ (GRH)
22.12.7395260986150565934231539871597290039062500.1 x22 - 10x21 + 20x20 + 295x19 - 1895x18 + 1995x17 + 22770x16 - 99795x15 + 84840x14 + 441805x13 - 1764685x12 + 2660015x11 + 1421125x10 - 12108650x9 + 18753225x8 - 11528325x7 - 2371350x6 + 9223500x5 - 6317350x4 + 1656550x3 + 182800x2 - 138400x - 11575 \( -\,2^{2}\cdot 3^{20}\cdot 5^{20}\cdot 11^{18} \) 22T36 Trivial (GRH)
22.12.15646172003756569249283257910156250000000000.1 x22 - 9x20 - 360x18 + 555x16 + 26760x14 + 15147x12 - 403938x10 - 194490x8 + 1591830x6 - 498555x4 - 689454x2 + 114921 \( -\,2^{10}\cdot 3^{20}\cdot 5^{20}\cdot 11^{16} \) 22T36 Trivial (GRH)
22.20.15646172003756569249283257910156250000000000.1 x22 - 61x20 + 1150x18 - 7485x16 - 13755x14 + 419313x12 - 2209803x10 + 5513775x8 - 7283940x6 + 4978855x4 - 1483189x2 + 85264 \( -\,2^{10}\cdot 3^{20}\cdot 5^{20}\cdot 11^{16} \) 22T36 Trivial (GRH)
22.8.15646172003756569249283257910156250000000000.1 x22 + 26x20 - 110x18 - 3315x16 - 14415x14 - 13548x12 + 20277x10 + 30555x8 + 10620x6 + 670x4 - 94x2 + 1 \( -\,2^{10}\cdot 3^{20}\cdot 5^{20}\cdot 11^{16} \) 22T36 Trivial (GRH)
22.12.15646172003756569249283257910156250000000000.2 x22 - 34x20 - 135x19 + 730x18 + 2955x17 - 5775x16 - 27900x15 + 10515x14 + 131175x13 + 47157x12 - 367890x11 - 324513x10 + 592530x9 + 850740x8 - 437700x7 - 1134615x6 + 9675x5 + 736120x4 + 120945x3 - 184954x2 - 20295x + 15796 \( -\,2^{10}\cdot 3^{20}\cdot 5^{20}\cdot 11^{16} \) 22T36 Trivial (GRH)
22.8.15646172003756569249283257910156250000000000.2 x22 - 19x20 - 170x18 + 3015x16 + 10980x14 - 127398x12 - 271758x10 + 1040880x8 + 1659690x6 + 598255x4 + 77051x2 + 3136 \( -\,2^{10}\cdot 3^{20}\cdot 5^{20}\cdot 11^{16} \) 22T36 Trivial (GRH)
22.12.15646172003756569249283257910156250000000000.3 x22 - 16x20 - 290x18 + 4545x16 - 2895x14 - 58122x12 + 68337x10 + 195240x8 - 204240x6 - 152000x4 + 10496x2 + 1024 \( -\,2^{10}\cdot 3^{20}\cdot 5^{20}\cdot 11^{16} \) 22T36 Trivial (GRH)
22.8.15646172003756569249283257910156250000000000.3 x22 + 26x20 - 20x18 - 3330x16 - 12255x14 + 78192x12 + 447987x10 + 277980x8 - 1318755x6 - 2129930x4 - 884209x2 + 8836 \( -\,2^{10}\cdot 3^{20}\cdot 5^{20}\cdot 11^{16} \) 22T36 Trivial (GRH)
22.12.15646172003756569249283257910156250000000000.4 x22 + 14x20 - 170x18 - 1155x16 + 8595x14 + 24138x12 - 119763x10 - 182985x8 + 375495x6 + 78010x4 - 213289x2 + 34969 \( -\,2^{10}\cdot 3^{20}\cdot 5^{20}\cdot 11^{16} \) 22T36 Trivial (GRH)
22.8.15646172003756569249283257910156250000000000.4 x22 - 19x20 - 395x18 + 615x16 + 20850x14 + 16842x12 - 223773x10 - 144525x8 + 284565x6 + 250165x4 + 38861x2 + 1 \( -\,2^{10}\cdot 3^{20}\cdot 5^{20}\cdot 11^{16} \) 22T36 Trivial (GRH)
22.8.15646172003756569249283257910156250000000000.5 x22 + 44x20 + 415x18 - 2265x16 - 52410x14 - 232827x12 + 61662x10 + 2529105x8 + 4141035x6 - 550070x4 + 15791x2 + 64 \( -\,2^{10}\cdot 3^{20}\cdot 5^{20}\cdot 11^{16} \) 22T36 Trivial (GRH)
22.8.22085756220567549162579756126980406366726963.1 x22 - 33x20 - 66x19 - 165x17 - 1584x16 - 5379x15 + 11517x14 + 66462x13 + 1452x12 - 124158x11 + 531795x10 + 1346697x9 - 72006x8 - 136224x7 + 4245747x6 + 2948682x5 - 3930531x4 - 687159x3 + 4962870x2 + 314622x - 2099481 \( -\,3^{21}\cdot 11^{32} \) 22T36 Trivial (GRH)
22.12.46938516011269707747849773730468750000000000.1 x22 - 27x20 - 240x18 + 7635x16 - 38835x14 - 12339x12 + 285228x10 + 89055x8 - 150795x6 - 22680x4 + 17874x2 + 27 \( -\,2^{10}\cdot 3^{21}\cdot 5^{20}\cdot 11^{16} \) 22T36 Trivial (GRH)
22.4.46938516011269707747849773730468750000000000.1 x22 + 48x20 + 915x18 + 8805x16 + 44865x14 + 113886x12 + 96498x10 - 129690x8 - 305910x6 - 179685x4 - 26136x2 + 3267 \( -\,2^{10}\cdot 3^{21}\cdot 5^{20}\cdot 11^{16} \) 22T36 Trivial (GRH)
22.12.46938516011269707747849773730468750000000000.2 x22 - 63x20 + 405x18 + 11820x16 + 46320x14 + 12519x12 - 90537x10 + 35880x8 + 5520x6 - 3510x4 + 234x2 + 3 \( -\,2^{10}\cdot 3^{21}\cdot 5^{20}\cdot 11^{16} \) 22T36 Trivial (GRH)
22.12.46938516011269707747849773730468750000000000.3 x22 + 3x20 - 660x18 - 3030x16 + 54675x14 + 25956x12 - 596682x10 - 780705x8 + 214110x6 + 207900x4 - 27891x2 + 27 \( -\,2^{10}\cdot 3^{21}\cdot 5^{20}\cdot 11^{16} \) 22T36 Trivial (GRH)
22.10.46938516011269707747849773730468750000000000.1 x22 + 3x20 - 735x18 + 2220x16 + 37035x14 - 35379x12 - 392202x10 - 80955x8 + 1213110x6 + 1401030x4 + 428679x2 - 108 \( 2^{10}\cdot 3^{21}\cdot 5^{20}\cdot 11^{16} \) 22T36 Trivial (GRH)
22.14.46938516011269707747849773730468750000000000.1 x22 - 15x20 - 690x18 + 180x16 + 66870x14 + 123210x12 - 1524600x10 - 1076175x8 + 13072050x6 - 13078125x4 + 537975x2 - 2700 \( 2^{10}\cdot 3^{21}\cdot 5^{20}\cdot 11^{16} \) 22T36 Trivial (GRH)
22.2.46938516011269707747849773730468750000000000.1 x22 + 72x20 + 1935x18 + 24510x16 + 155250x14 + 516744x12 + 877113x10 + 552870x8 - 344925x6 - 643680x4 - 251991x2 - 22707 \( 2^{10}\cdot 3^{21}\cdot 5^{20}\cdot 11^{16} \) 22T36 Trivial (GRH)
22.10.46938516011269707747849773730468750000000000.2 x22 + 3x20 - 345x18 - 975x16 + 37710x14 + 117291x12 - 1264617x10 - 5552430x8 - 1316775x6 + 13294755x4 + 9076419x2 - 2572428 \( 2^{10}\cdot 3^{21}\cdot 5^{20}\cdot 11^{16} \) 22T36 Trivial (GRH)
22.14.46938516011269707747849773730468750000000000.2 x22 + 12x20 - 525x18 + 2835x16 + 10560x14 - 94551x12 + 106398x10 + 265455x8 - 376965x6 - 171240x4 + 254259x2 - 8112 \( 2^{10}\cdot 3^{21}\cdot 5^{20}\cdot 11^{16} \) 22T36 Trivial (GRH)
22.10.46938516011269707747849773730468750000000000.3 x22 + 27x20 - 15x18 - 5925x16 - 51585x14 - 78831x12 + 295833x10 + 101415x8 - 348870x6 + 134850x4 - 9141x2 - 147 \( 2^{10}\cdot 3^{21}\cdot 5^{20}\cdot 11^{16} \) 22T36 Trivial (GRH)
22.14.46938516011269707747849773730468750000000000.3 x22 - 42x20 + 480x18 + 330x16 - 26370x14 + 37161x12 + 346203x10 - 454530x8 - 1472070x6 + 1147725x4 + 643299x2 - 98283 \( 2^{10}\cdot 3^{21}\cdot 5^{20}\cdot 11^{16} \) 22T36 Trivial (GRH)
22.10.46938516011269707747849773730468750000000000.4 x22 + 18x20 - 120x18 - 2610x16 + 3375x14 + 87291x12 - 106542x10 - 269325x8 + 41715x6 + 128790x4 + 9234x2 - 243 \( 2^{10}\cdot 3^{21}\cdot 5^{20}\cdot 11^{16} \) 22T36 Trivial (GRH)
22.14.46938516011269707747849773730468750000000000.4 x22 - 9x21 - 9x20 + 360x19 - 1395x18 + 267x17 + 12357x16 - 35418x15 + 25365x14 + 69285x13 - 205122x12 + 200823x11 + 133848x10 - 600885x9 + 522135x8 + 432342x7 - 1004868x6 - 20988x5 + 735885x4 - 20385x3 - 232074x2 - 26469x + 12591 \( 2^{10}\cdot 3^{21}\cdot 5^{20}\cdot 11^{16} \) 22T36 Trivial (GRH)
22.14.46938516011269707747849773730468750000000000.5 x22 + 18x20 - 30x18 - 1440x16 - 1095x14 + 19971x12 - 36792x10 + 22935x8 + 1155x6 - 7260x4 + 2904x2 - 363 \( 2^{10}\cdot 3^{21}\cdot 5^{20}\cdot 11^{16} \) 22T36 Trivial (GRH)
22.4.62584688015026276997133031640625000000000000.1 x22 + 35x20 + 145x18 - 6780x16 - 104715x14 - 644565x12 - 2013750x10 - 3324525x8 - 2834100x6 - 1163300x4 - 180475x2 + 400 \( -\,2^{12}\cdot 3^{20}\cdot 5^{20}\cdot 11^{16} \) 22T36 Trivial (GRH)
22.20.78230860018782846246416289550781250000000000.1 x22 - 80x20 + 2125x18 - 21360x16 + 24165x14 + 745935x12 - 3014745x10 + 3905820x8 - 1835760x6 + 250235x4 - 8065x2 + 20 \( -\,2^{10}\cdot 3^{20}\cdot 5^{21}\cdot 11^{16} \) 22T36 $[2]$ (GRH)
22.10.78230860018782846246416289550781250000000000.1 x22 + 35x20 - 35x18 - 6735x16 + 12900x14 + 77100x12 + 8175x10 - 122925x8 - 68625x6 + 12625x4 + 7625x2 - 125 \( 2^{10}\cdot 3^{20}\cdot 5^{21}\cdot 11^{16} \) 22T36 $[2]$ (GRH)
22.18.78230860018782846246416289550781250000000000.1 x22 - 30x20 - 30x18 + 7440x16 - 53325x14 - 224685x12 + 3618405x10 - 14109120x8 + 24309270x6 - 19294740x4 + 6187365x2 - 669780 \( 2^{10}\cdot 3^{20}\cdot 5^{21}\cdot 11^{16} \) 22T36 $[2]$ (GRH)
22.10.78230860018782846246416289550781250000000000.2 x22 + 60x20 + 885x18 - 4020x16 - 91905x14 + 414090x12 + 521280x10 - 3046275x8 + 1375875x6 + 62145x4 - 25875x2 - 45 \( 2^{10}\cdot 3^{20}\cdot 5^{21}\cdot 11^{16} \) 22T36 $[2]$ (GRH)
22.12.172107892041322261742115837011718750000000000.1 x22 + 39x20 - 75x18 - 5610x16 + 23175x14 + 98193x12 - 475848x10 - 131175x8 + 1204695x6 - 6975x4 - 611379x2 + 66924 \( -\,2^{10}\cdot 3^{20}\cdot 5^{20}\cdot 11^{17} \) 22T36 Trivial (GRH)
22.14.172107892041322261742115837011718750000000000.1 x22 - 21x20 - 450x18 + 8055x16 + 16740x14 - 655047x12 + 2337012x10 + 2067120x8 - 15770700x6 + 4664385x4 + 15107796x2 - 392931 \( 2^{10}\cdot 3^{20}\cdot 5^{20}\cdot 11^{17} \) 22T36 Trivial (GRH)
22.18.172107892041322261742115837011718750000000000.1 x22 - 19x20 - 35x18 + 2820x16 - 19335x14 + 18417x12 + 263922x10 - 1087185x8 + 1651980x6 - 1077890x4 + 270611x2 - 11264 \( 2^{10}\cdot 3^{20}\cdot 5^{20}\cdot 11^{17} \) 22T36 Trivial (GRH)
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