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Label Polynomial Discriminant Galois group Class group
30.0.17761887753093897979823770061456102763834271.1 x30 - x29 + x28 - x27 + x26 - x25 + x24 - x23 + x22 - x21 + x20 - x19 + x18 - x17 + x16 - x15 + x14 - x13 + x12 - x11 + x10 - x9 + x8 - x7 + x6 - x5 + x4 - x3 + x2 - x + 1 \( -\,31^{29} \) $C_{30}$ (as 30T1) $[9]$ (GRH)
30.0.203323445941487788865438171785268983873516531.1 x30 - x + 1 \( -\,7\cdot 4547\cdot 625861750823\cdot 40306090892659\cdot 253230129277627 \) $S_{30}$ (as 30T5712) Trivial (GRH)
30.2.208458818247810211134561828214731016126483469.1 x30 - x - 1 \( 4421\cdot 22659339443160463\cdot 2080906233684319160584903 \) $S_{30}$ (as 30T5712) Trivial (GRH)
30.0.1046076147688308987260717152173116396995512371.1 x30 - x29 + 3x28 - 4x27 + 9x26 - 14x25 + 28x24 - 47x23 + 89x22 - 155x21 + 286x20 + 132x19 + 285x18 + 265x17 + 437x16 + 378x15 + 761x14 + 432x13 + 1468x12 + 157x11 + 3211x10 - 1429x9 + 636x8 - 283x7 + 126x6 - 56x5 + 25x4 - 11x3 + 5x2 - 2x + 1 \( -\,7^{20}\cdot 11^{27} \) $C_{30}$ (as 30T1) $[2, 2, 2, 2]$ (GRH)
30.0.13209167403604364499542354001933559191813355687.1 x30 - x29 + 5x28 - 6x27 + 20x26 - 27x25 + 75x24 - 46x23 + 211x22 - 109x21 + 617x20 - 357x19 + 1911x18 - 1372x17 + 2909x16 - 2210x15 + 4354x14 - 2262x13 + 5693x12 + 2042x11 + 3092x10 + 1302x9 + 2375x8 + 290x7 + 1798x6 - 511x5 + 146x4 - 41x3 + 12x2 - 3x + 1 \( -\,7^{25}\cdot 11^{24} \) $C_{30}$ (as 30T1) $[2, 2, 2, 10]$ (GRH)
30.0.29099190400267368949073680941341991556317731763.1 x30 - 4x27 + 47x24 + 4x21 + 1159x18 - 1525x15 + 4898x12 + 2458x9 + 1824x6 - 42x3 + 1 \( -\,3^{45}\cdot 11^{24} \) $C_{30}$ (as 30T1) $[31]$ (GRH)
30.0.159386923550435671074967363509984324121230045171.1 x30 + 3x28 - x27 + 9x26 - 6x25 + 28x24 - 27x23 + 90x22 - 109x21 + 297x20 + 507x19 + 1000x18 + 1224x17 + 2493x16 + 2672x15 + 6255x14 + 5523x13 + 16093x12 + 10314x11 + 42756x10 + 14849x9 + 5157x8 + 1791x7 + 622x6 + 216x5 + 75x4 + 26x3 + 9x2 + 3x + 1 \( -\,3^{40}\cdot 11^{27} \) $C_{30}$ (as 30T1) $[93]$ (GRH)
30.0.3373320308238729216000000000000000000000000000000.1 x30 - 2x15 + 2 \( -\,2^{44}\cdot 3^{30}\cdot 5^{30} \) $C_2\times S_3\times F_5$ (as 30T51) Trivial (GRH)
30.0.8221408887534945302579972677458642036796803806187.1 x30 - x29 + 15x28 - 12x27 + 131x26 - 92x25 + 755x24 - 449x23 + 3202x22 - 1648x21 + 10173x20 - 4368x19 + 24856x18 - 8980x17 + 46255x16 - 13276x15 + 65515x14 - 15154x13 + 68312x12 - 11198x11 + 51310x10 - 6592x9 + 25719x8 - 1518x7 + 8148x6 - 588x5 + 1330x4 + 56x3 + 92x2 - 8x + 1 \( -\,3^{15}\cdot 31^{28} \) $C_{30}$ (as 30T1) $[755]$ (GRH)
30.0.11277272245002111679540357002131401262707502951787.1 x30 - x29 + 23x28 - 12x27 + 335x26 - 144x25 + 2773x24 - 863x23 + 16295x22 - 4775x21 + 62257x20 - 15750x19 + 170334x18 - 52802x17 + 293956x16 - 111720x15 + 369164x14 - 135917x13 + 276687x12 - 78965x11 + 139349x10 - 31906x9 + 42847x8 - 4541x7 + 8009x6 - 477x5 + 1036x4 + 2x3 + 63x2 - 6x + 1 \( -\,3^{15}\cdot 7^{20}\cdot 11^{24} \) $C_{30}$ (as 30T1) $[2, 2, 2, 122]$ (GRH)
30.0.13159947555268867411431680495850741863250732421875.1 x30 + 3 \( -\,3^{59}\cdot 5^{30} \) $S_3\times F_5$ (as 30T32) Trivial (GRH)
30.30.17581401814197409148890873176573567284303576419397.1 x30 - x29 - 30x28 + 29x27 + 405x26 - 377x25 - 3250x24 + 2901x23 + 17249x22 - 14697x21 - 63734x20 + 51590x19 + 168035x18 - 128611x17 - 318629x16 + 229651x15 + 432159x14 - 292608x13 - 411241x12 + 261924x11 + 264472x10 - 159873x9 - 107406x8 + 63143x7 + 24051x6 - 14609x5 - 2010x4 + 1562x3 - 72x2 - 24x + 1 \( 7^{25}\cdot 11^{27} \) $C_{30}$ (as 30T1) Trivial (GRH)
30.30.38731022422755868071217069332926190761458900976553.1 x30 - 30x28 - x27 + 405x26 + 27x25 - 3250x24 - 324x23 + 17250x22 + 2278x21 - 63756x20 - 10416x19 + 168244x18 + 32508x17 - 319752x16 - 70720x15 + 435915x14 + 107592x13 - 419353x12 - 113139x11 + 275835x10 + 79936x9 - 117504x8 - 36027x7 + 29442x6 + 9423x5 - 3555x4 - 1173x3 + 108x2 + 36x + 1 \( 3^{45}\cdot 11^{27} \) $C_{30}$ (as 30T1) Trivial (GRH)
30.0.249154964698353870876083085574129912384252301255171.1 x30 - x29 + 5x28 - 10x27 + 31x26 - 76x25 + 210x24 - 545x23 + 1461x22 - 3851x21 + 10240x20 + 18326x19 + 26485x18 + 36579x17 + 51035x16 + 68796x15 + 98765x14 + 125384x13 + 200880x12 + 201891x11 + 476245x10 + 130439x9 + 35726x8 + 9785x7 + 2680x6 + 734x5 + 201x4 + 55x3 + 15x2 + 4x + 1 \( -\,11^{27}\cdot 13^{20} \) $C_{30}$ (as 30T1) $[427]$ (GRH)
30.30.254863675513583304379979153001217903140700917991797.1 x30 - x29 - 30x28 + 30x27 + 404x26 - 404x25 - 3223x24 + 3223x23 + 16927x22 - 16927x21 - 61503x20 + 61503x19 + 158101x18 - 158101x17 - 288950x16 + 288950x15 + 371908x14 - 371908x13 - 329002x12 + 329002x11 + 191674x10 - 191674x9 - 68664x8 + 68664x7 + 13548x6 - 13548x5 - 1208x4 + 1208x3 + 32x2 - 32x + 1 \( 3^{15}\cdot 31^{29} \) $C_{30}$ (as 30T1) Trivial (GRH)
30.0.615215540441622698713738389172402189599059721846784.1 x30 + 29x28 + 378x26 + 2925x24 + 14950x22 + 53130x20 + 134596x18 + 245157x16 + 319770x14 + 293930x12 + 184756x10 + 75582x8 + 18564x6 + 2380x4 + 120x2 + 1 \( -\,2^{30}\cdot 31^{28} \) $C_{30}$ (as 30T1) $[2, 2542]$ (GRH)
30.0.843888588175611025887990382060441445435213803945984.1 x30 + 45x28 + 850x26 + 8863x24 + 56474x22 + 230106x20 + 610963x18 + 1061766x16 + 1203495x14 + 883132x12 + 414061x10 + 121105x8 + 21162x6 + 2035x4 + 90x2 + 1 \( -\,2^{30}\cdot 7^{20}\cdot 11^{24} \) $C_{30}$ (as 30T1) $[2, 2, 2, 362]$ (GRH)
30.2.2757032013554862401424586100944031593515138235298081.1 x30 - 4x - 1 \( 1657\cdot 56091358577718162989\cdot 29663564839667553243668426797 \) $S_{30}$ (as 30T5712) Trivial (GRH)
30.2.2757032219445994304322526868059944925023774709907456.1 x30 - 2x - 1 \( 2^{31}\cdot 309259\cdot 14808181703558627\cdot 280341823437737461079 \) $S_{30}$ (as 30T5712) Trivial (GRH)
30.30.5950661074415937716058277355262049126611998411687341.1 x30 - x29 - 29x28 + 28x27 + 378x26 - 351x25 - 2925x24 + 2600x23 + 14950x22 - 12650x21 - 53130x20 + 42504x19 + 134596x18 - 100947x17 - 245157x16 + 170544x15 + 319770x14 - 203490x13 - 293930x12 + 167960x11 + 184756x10 - 92378x9 - 75582x8 + 31824x7 + 18564x6 - 6188x5 - 2380x4 + 560x3 + 120x2 - 15x - 1 \( 61^{29} \) $C_{30}$ (as 30T1) Trivial (GRH)
30.30.15010049358097810645468215169836895080663686428828497.1 x30 - x29 - 52x28 + 51x27 + 1142x26 - 1092x25 - 13898x24 + 12856x23 + 103478x22 - 91664x21 - 491678x20 + 412467x19 + 1512708x18 - 1191563x17 - 3007832x16 + 2225799x15 + 3819257x14 - 2692049x13 - 3042474x12 + 2079355x11 + 1471733x10 - 992749x9 - 403229x8 + 274849x7 + 52970x6 - 38754x5 - 1790x4 + 2057x3 - 72x2 - 24x + 1 \( 3^{15}\cdot 7^{20}\cdot 11^{27} \) $C_{30}$ (as 30T1) Trivial (GRH)
30.30.17485477327500765872904889567178150559785186767578125.1 x30 - x29 - 43x28 + 38x27 + 781x26 - 596x25 - 7867x24 + 5047x23 + 48698x22 - 25508x21 - 194877x20 + 80952x19 + 518752x18 - 166292x17 - 933247x16 + 224622x15 + 1140241x14 - 199706x13 - 939544x12 + 114974x11 + 510922x10 - 41272x9 - 175815x8 + 8730x7 + 35532x6 - 1092x5 - 3682x4 + 112x3 + 148x2 - 8x - 1 \( 5^{15}\cdot 31^{28} \) $C_{30}$ (as 30T1) Trivial (GRH)
30.30.19071681753690303660125890064344467877570851377250304.1 x30 - 31x28 + 434x26 - 3627x24 + 20150x22 - 78430x20 + 219604x18 - 447051x16 + 660858x14 - 700910x12 + 520676x10 - 260338x8 + 82212x6 - 14756x4 + 1240x2 - 31 \( 2^{30}\cdot 31^{29} \) $C_{30}$ (as 30T1) Trivial (GRH)
30.30.23984756244761087654296442851217575634882843017578125.1 x30 - x29 - 63x28 + 76x27 + 1638x26 - 2211x25 - 23247x24 + 33685x23 + 200912x22 - 305788x21 - 1113890x20 + 1764076x19 + 4052792x18 - 6681693x17 - 9698303x16 + 16831893x15 + 14983577x14 - 28119106x13 - 14238718x12 + 30607456x11 + 7427701x10 - 21042174x9 - 1386542x8 + 8779409x7 - 421848x6 - 2122774x5 + 259157x4 + 271149x3 - 46850x2 - 14052x + 2969 \( 5^{15}\cdot 7^{20}\cdot 11^{24} \) $C_{30}$ (as 30T1) Trivial (GRH)
30.30.35434884492252294752034913472016341984272003173828125.1 x30 - 50x28 + 1055x26 - 16x25 - 12350x24 + 515x23 + 88775x22 - 6490x21 - 409677x20 + 42000x19 + 1234120x18 - 152550x17 - 2428495x16 + 319842x15 + 3095850x14 - 389415x13 - 2523400x12 + 277525x11 + 1287922x10 - 115475x9 - 396240x8 + 27675x7 + 68440x6 - 3807x5 - 5775x4 + 305x3 + 175x2 - 10x - 1 \( 5^{51}\cdot 7^{20} \) $C_{30}$ (as 30T1) Trivial (GRH)
30.0.52511447916628477265270473131940055074976225290092544.1 x30 - 4x + 4 \( -\,2^{30}\cdot 23\cdot 2126308559587001689801659642837781907544197 \) $S_{30}$ (as 30T5712) Trivial (GRH)
30.2.58025511943738201684617526868059944925023774709907456.1 x30 - 4x - 4 \( 2^{30}\cdot 11\cdot 19\cdot 163\cdot 1523\cdot 192007\cdot 2905267\cdot 16453379\cdot 331846583\cdot 341971373 \) $S_{30}$ (as 30T5712) Trivial (GRH)
30.30.69503752297329754905479727341904896738456941915804813.1 x30 - x29 - 49x28 + 44x27 + 1012x26 - 813x25 - 11582x24 + 8267x23 + 81301x22 - 51172x21 - 366235x20 + 201754x19 + 1077688x18 - 515602x17 - 2071990x16 + 853441x15 + 2566790x14 - 898459x13 - 1995511x12 + 578875x11 + 941075x10 - 215958x9 - 261009x8 + 45664x7 + 40851x6 - 5360x5 - 3328x4 + 330x3 + 117x2 - 9x - 1 \( 11^{24}\cdot 13^{25} \) $C_{30}$ (as 30T1) Trivial (GRH)
30.0.107779927846811816740214473131940055074976225290092544.1 x30 - 2x + 2 \( -\,2^{30}\cdot 4261\cdot 1538746509977\cdot 15309443470070730473327119823 \) $S_{30}$ (as 30T5712) Trivial (GRH)
30.0.110536959857798992796726788865438171785268983873516531.1 x30 - x + 2 \( -\,16069\cdot 6878894757470844034894939875875174048495176045399 \) $S_{30}$ (as 30T5712) Trivial (GRH)
30.0.110536959860366678949888000000000000000000000000000000.1 x30 + 2 \( -\,2^{59}\cdot 3^{30}\cdot 5^{30} \) $C_2\times S_3\times F_5$ (as 30T51) Trivial (GRH)
30.2.110536959860366678949888000000000000000000000000000000.1 x30 - 2 \( 2^{59}\cdot 3^{30}\cdot 5^{30} \) $C_2\times S_3\times F_5$ (as 30T51) Trivial (GRH)
30.2.113293991873921541159561526868059944925023774709907456.1 x30 - 2x - 2 \( 2^{30}\cdot 31\cdot 1493\cdot 294391\cdot 7743922161827546044216740165330673 \) $S_{30}$ (as 30T5712) Trivial (GRH)
30.0.128580320071219649477610441499385131775609876653277184.1 x30 + 54x28 + 1233x26 + 15576x24 + 119634x22 + 578880x20 + 1774210x18 + 3399342x16 + 3980655x14 + 2798498x12 + 1189389x10 + 305550x8 + 46110x6 + 3765x4 + 135x2 + 1 \( -\,2^{30}\cdot 3^{40}\cdot 11^{24} \) $C_{30}$ (as 30T1) $[19231]$ (GRH)
30.30.189537114621750490998034780134822461022325002110684109.1 x30 - x29 - 58x28 + 57x27 + 1427x26 - 1371x25 - 19532x24 + 18280x23 + 163955x22 - 148985x21 - 878198x20 + 771582x19 + 3033009x18 - 2562602x17 - 6690617x16 + 5402217x15 + 9167438x14 - 7021358x13 - 7422000x12 + 5341306x11 + 3295409x10 - 2212210x9 - 740486x8 + 479104x7 + 71252x6 - 50085x5 - 1394x4 + 2108x3 - 72x2 - 24x + 1 \( 3^{15}\cdot 7^{25}\cdot 11^{24} \) $C_{30}$ (as 30T1) Trivial (GRH)
30.0.492804333687064066258882287420865640909549691972387971.1 x30 - x29 + 7x28 - 6x27 + 41x26 - 28x25 + 232x24 - 113x23 + 1309x22 - 363x21 + 7426x20 - 16148x19 + 58163x18 - 103069x17 + 339011x16 - 550284x15 + 1862867x14 - 2791494x13 + 10116708x12 - 13825603x11 + 54985393x10 - 67122055x9 + 81950638x8 - 99785217x7 + 121634660x6 - 146691496x5 + 178002937x4 - 206709293x3 + 247886443x2 - 242121642x + 282475249 \( -\,11^{27}\cdot 19^{20} \) $C_{30}$ (as 30T1) $[2, 2, 2, 2, 2, 122]$ (GRH)
30.0.542049797152523742060051576582522667353340789794921875.1 x30 - x29 + 32x28 - 32x27 + 466x26 - 466x25 + 4093x24 - 4093x23 + 24243x22 - 24243x21 + 102673x20 - 102673x19 + 322277x18 - 322277x17 + 769328x16 - 769328x15 + 1430186x14 - 1430186x13 + 2131096x12 - 2131096x11 + 2651772x10 - 2651772x9 + 2912110x8 - 2912110x7 + 2994322x6 - 2994322x5 + 3009078x4 - 3009078x3 + 3010318x2 - 3010318x + 3010349 \( -\,5^{15}\cdot 31^{29} \) $C_{30}$ (as 30T1) n/a
30.30.1123215710861738275456915198522447563874269573052104704.1 x30 - 55x28 + 1298x26 - 17325x24 + 145222x22 - 803154x20 + 3000195x18 - 7637278x16 + 13252283x14 - 15598836x12 + 12328085x10 - 6411427x8 + 2110966x6 - 408617x4 + 39930x2 - 1331 \( 2^{30}\cdot 7^{20}\cdot 11^{27} \) $C_{30}$ (as 30T1) Trivial (GRH)
30.0.2686026609350084707957118496751488894605397847668243387.1 x30 - 2x29 + 37x28 - 26x27 + 779x26 - 272x25 + 10230x24 + 363x23 + 94154x22 + 8189x21 + 584563x20 + 57350x19 + 2635781x18 - 46599x17 + 8080224x16 - 1181499x15 + 18426044x14 - 4657959x13 + 28663378x12 - 9417878x11 + 31882791x10 - 10347153x9 + 19262569x8 - 4679058x7 + 7661349x6 - 1721389x5 + 1862037x4 - 311177x3 + 283622x2 - 48863x + 17161 \( -\,3^{15}\cdot 11^{24}\cdot 13^{20} \) $C_{30}$ (as 30T1) $[17701]$ (GRH)
30.0.2720182407758598253643604359419657198151006682611956663.1 x30 - x29 + 44x28 - 37x27 + 940x26 - 674x25 + 12608x24 - 7673x23 + 117056x22 - 59978x21 + 786528x20 - 334398x19 + 3902536x18 - 1351484x17 + 14360768x16 - 3945405x15 + 38900494x14 - 8209064x13 + 76055528x12 - 11738464x11 + 103832512x10 - 11108608x9 + 93815424x8 - 6087168x7 + 51674112x6 - 2150400x5 + 14938112x4 + 114688x3 + 1736704x2 - 131072x + 32768 \( -\,7^{15}\cdot 31^{28} \) $C_{30}$ (as 30T1) $[98087]$ (GRH)
30.30.3654472495532549188442614010323982591205830108642578125.1 x30 - 3x29 - 66x28 + 175x27 + 1845x26 - 4269x25 - 28987x24 + 57798x23 + 285615x22 - 483539x21 - 1861710x20 + 2628246x19 + 8242129x18 - 9503007x17 - 25018704x16 + 23065539x15 + 51874065x14 - 37627170x13 - 72317630x12 + 41223645x11 + 65947266x10 - 30352364x9 - 37774599x8 + 14865612x7 + 12736408x6 - 4591656x5 - 2216865x4 + 783780x3 + 135282x2 - 54867x + 3761 \( 3^{40}\cdot 5^{15}\cdot 11^{24} \) $C_{30}$ (as 30T1) Trivial (GRH)
30.0.4764432829290274543179606325793429277837276458740234375.1 x30 + 10x28 - 5x27 + 90x26 - 101x25 + 825x24 + 1800x23 + 7860x22 + 14795x21 + 61451x20 + 89825x19 + 460135x18 + 435185x17 + 861265x16 + 1091474x15 + 1745550x14 + 1796430x13 + 2950295x12 - 2539455x11 + 1973826x10 - 1313050x9 + 1136155x8 - 555375x7 + 727995x6 - 77851x5 + 8325x4 - 890x3 + 95x2 - 10x + 1 \( -\,5^{48}\cdot 7^{25} \) $C_{30}$ (as 30T1) $[2, 2, 2, 1202]$ (GRH)
30.30.5399088047333990303844331037907977588474750518798828125.1 x30 - 60x28 + 1530x26 - 15x25 - 21700x24 + 585x23 + 188175x22 - 8970x21 - 1033569x20 + 69450x19 + 3609230x18 - 289800x17 - 7868280x16 + 644651x15 + 10355625x14 - 712725x13 - 7965350x12 + 365580x11 + 3575034x10 - 62875x9 - 924615x8 - 12450x7 + 131005x6 + 5823x5 - 9000x4 - 620x3 + 225x2 + 15x - 1 \( 3^{40}\cdot 5^{51} \) $C_{30}$ (as 30T1) Trivial (GRH)
30.0.10495827164017277150673379537693108431994915008544921875.1 x30 - 15x27 + 850x24 + 13165x21 + 361380x18 + 1208974x15 + 4103510x12 - 1555150x9 + 670505x6 - 820x3 + 1 \( -\,3^{45}\cdot 5^{48} \) $C_{30}$ (as 30T1) $[3641]$ (GRH)
30.30.14183235501467494512099454351289839373429638402920153088.1 x30 - 6x29 - 44x28 + 314x27 + 713x26 - 6896x25 - 4258x24 + 83122x23 - 15378x22 - 603900x21 + 392708x20 + 2735166x19 - 2606464x18 - 7727244x17 + 9080215x16 + 13259720x15 - 18225508x14 - 12998698x13 + 21142858x12 + 6414536x11 - 13700101x10 - 1060038x9 + 4698934x8 - 218368x7 - 766340x6 + 83118x5 + 46787x4 - 4474x3 - 905x2 + 10x + 1 \( 2^{30}\cdot 7^{25}\cdot 11^{24} \) $C_{30}$ (as 30T1) Trivial (GRH)
30.0.20159382829191092591451779536401274948781988965475418112.1 x30 + 58x28 + 1512x26 + 23400x24 + 239200x22 + 1700160x20 + 8614144x18 + 31380096x16 + 81861120x14 + 150492160x12 + 189190144x10 + 154791936x8 + 76038144x6 + 19496960x4 + 1966080x2 + 32768 \( -\,2^{45}\cdot 31^{28} \) $C_{30}$ (as 30T1) $[2, 116182]$ (GRH)
30.30.20159382829191092591451779536401274948781988965475418112.1 x30 - 58x28 + 1512x26 - 23400x24 + 239200x22 - 1700160x20 + 8614144x18 - 31380096x16 + 81861120x14 - 150492160x12 + 189190144x10 - 154791936x8 + 76038144x6 - 19496960x4 + 1966080x2 - 32768 \( 2^{45}\cdot 31^{28} \) $C_{30}$ (as 30T1) Trivial (GRH)
30.0.27652541257338422096297668839356545284021085927702003712.1 x30 - 2x29 - 13x28 + 22x27 + 174x26 - 256x25 - 157x24 + 458x23 + 5658x22 - 6464x21 + 45434x20 - 23206x19 + 322087x18 - 245272x17 + 2223136x16 - 1463962x15 + 13159287x14 - 5855334x13 + 62967354x12 - 19483620x11 + 244339329x10 - 69901890x9 + 742997779x8 - 222989416x7 + 1686428990x6 - 498857406x5 + 2661692327x4 - 653724964x3 + 2600745170x2 - 385672188x + 1205881601 \( -\,2^{45}\cdot 7^{20}\cdot 11^{24} \) $C_{30}$ (as 30T1) $[2, 2, 2, 63010]$ (GRH)
30.30.27652541257338422096297668839356545284021085927702003712.1 x30 - 2x29 - 73x28 + 134x27 + 2230x26 - 3768x25 - 37749x24 + 58634x23 + 395706x22 - 561432x21 - 2721406x20 + 3480410x19 + 12690151x18 - 14319232x17 - 40831660x16 + 39414022x15 + 91167079x14 - 72111502x13 - 140553034x12 + 85687148x11 + 147256817x10 - 62879794x9 - 101697857x8 + 25294552x7 + 43762382x6 - 3478846x5 - 10467281x4 - 815316x3 + 1021626x2 + 235124x + 12473 \( 2^{45}\cdot 7^{20}\cdot 11^{24} \) $C_{30}$ (as 30T1) Trivial (GRH)
30.30.31245017777306374823059337284350587021473200026746355712.1 x30 - 54x28 + 1233x26 - 15732x24 + 124974x22 - 651888x20 + 2294766x18 - 5517450x16 + 9065763x14 - 10076778x12 + 7410609x10 - 3473442x8 + 979290x6 - 151875x4 + 10935x2 - 243 \( 2^{30}\cdot 3^{45}\cdot 11^{24} \) $C_{30}$ (as 30T1) Trivial (GRH)

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