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Label Polynomial Discriminant Galois group Class group
15.15.756943935220796320321.1 x15 - x14 - 14x13 + 13x12 + 78x11 - 66x10 - 220x9 + 165x8 + 330x7 - 210x6 - 252x5 + 126x4 + 84x3 - 28x2 - 8x + 1 \( 31^{14} \) $C_{15}$ (as 15T1) Trivial (GRH)
15.15.886528337182930278529.1 x15 - x14 - 22x13 + 17x12 + 166x11 - 102x10 - 533x9 + 270x8 + 729x7 - 352x6 - 393x5 + 173x4 + 80x3 - 27x2 - 6x + 1 \( 7^{10}\cdot 11^{12} \) $C_{15}$ (as 15T1) Trivial (GRH)
15.15.10943023107606534329121.1 x15 - 27x13 - 4x12 + 252x11 + 60x10 - 976x9 - 288x8 + 1473x7 + 384x6 - 765x5 - 168x4 + 150x3 + 27x2 - 9x - 1 \( 3^{20}\cdot 11^{12} \) $C_{15}$ (as 15T1) Trivial (GRH)
15.15.432659002790862279847129.1 x15 - 2x14 - 33x13 + 46x12 + 402x11 - 362x10 - 2214x9 + 1335x8 + 5700x7 - 2740x6 - 6581x5 + 2926x4 + 2758x3 - 1103x2 - 373x + 131 \( 11^{12}\cdot 13^{10} \) $C_{15}$ (as 15T1) Trivial (GRH)
15.15.9876832533361318095112441.1 x15 - x14 - 28x13 + 23x12 + 276x11 - 182x10 - 1193x9 + 592x8 + 2307x7 - 956x6 - 1721x5 + 908x4 + 316x3 - 262x2 + 42x - 1 \( 61^{14} \) $C_{15}$ (as 15T1) Trivial (GRH)
15.15.16836836874485015869140625.1 x15 - 5x14 - 30x13 + 150x12 + 305x11 - 1539x10 - 1350x9 + 6825x8 + 3115x7 - 13645x6 - 4757x5 + 11735x4 + 3765x3 - 3500x2 - 770x + 301 \( 5^{24}\cdot 7^{10} \) $C_{15}$ (as 15T1) Trivial (GRH)
15.15.19241912323039288533050521.1 x15 - 2x14 - 43x13 + 100x12 + 622x11 - 1668x10 - 3380x9 + 11013x8 + 4836x7 - 27366x6 + 3839x5 + 23300x4 - 6520x3 - 6663x2 + 1723x + 197 \( 11^{12}\cdot 19^{10} \) $C_{15}$ (as 15T1) Trivial (GRH)
15.15.207828545629978179931640625.1 x15 - 45x13 - 10x12 + 690x11 + 252x10 - 4560x9 - 1965x8 + 14370x7 + 6350x6 - 21975x5 - 8970x4 + 15050x3 + 4575x2 - 3405x - 107 \( 3^{20}\cdot 5^{24} \) $C_{15}$ (as 15T1) Trivial (GRH)
15.15.222495240978703757087365489.1 x15 - 2x14 - 47x13 + 44x12 + 796x11 - 86x10 - 5782x9 - 2469x8 + 18376x7 + 14370x6 - 21477x5 - 22698x4 + 4468x3 + 10091x2 + 2903x + 211 \( 7^{10}\cdot 31^{12} \) $C_{15}$ (as 15T1) Trivial (GRH)
15.15.2572344674223769220522333521.1 x15 - 2x14 - 63x13 + 133x12 + 1422x11 - 3182x10 - 14085x9 + 33507x8 + 61557x7 - 157405x6 - 111611x5 + 318268x4 + 77338x3 - 252062x2 - 16054x + 47081 \( 11^{12}\cdot 31^{10} \) $C_{15}$ (as 15T1) Trivial (GRH)
15.15.2746410307762150989067078161.1 x15 - 3x14 - 48x13 + 168x12 + 663x11 - 2841x10 - 2236x9 + 16959x8 - 3687x7 - 40813x6 + 26625x5 + 35805x4 - 31481x3 - 7836x2 + 10398x - 1637 \( 3^{20}\cdot 31^{12} \) $C_{15}$ (as 15T1) Trivial (GRH)
15.15.6373627540905023204410809169.1 x15 - 2x14 - 59x13 + 150x12 + 1100x11 - 3368x10 - 7356x9 + 29167x8 + 10106x7 - 98196x6 + 44261x5 + 92292x4 - 57764x3 - 27115x2 + 17047x + 547 \( 7^{10}\cdot 41^{12} \) $C_{15}$ (as 15T1) Trivial (GRH)
15.15.8217006435930728912353515625.1 x15 - 5x14 - 40x13 + 180x12 + 585x11 - 2349x10 - 3980x9 + 13695x8 + 13045x7 - 34955x6 - 19249x5 + 33245x4 + 9345x3 - 7780x2 - 490x + 151 \( 5^{24}\cdot 13^{10} \) $C_{15}$ (as 15T1) Trivial (GRH)
15.15.15091397646253318362996493129.1 x15 - 2x14 - 73x13 + 52x12 + 2098x11 + 858x10 - 28112x9 - 36813x8 + 161814x7 + 350706x6 - 211189x5 - 1031110x4 - 709558x3 + 104955x2 + 207733x + 42527 \( 11^{12}\cdot 37^{10} \) $C_{15}$ (as 15T1) Trivial (GRH)
15.15.67826089355015287563327567529.1 x15 - 2x14 - 83x13 + 81x12 + 2678x11 - 114x10 - 41297x9 - 30177x8 + 301977x7 + 409471x6 - 861711x5 - 1732412x4 + 197478x3 + 1652146x2 + 508174x - 184427 \( 11^{12}\cdot 43^{10} \) $C_{15}$ (as 15T1) Trivial (GRH)
15.15.78674026011431622215094122481.1 x15 - 3x14 - 60x13 + 114x12 + 1311x11 - 1311x10 - 13178x9 + 3897x8 + 62079x7 + 12471x6 - 121443x5 - 49737x4 + 91153x3 + 39540x2 - 22284x - 8373 \( 3^{20}\cdot 41^{12} \) $C_{15}$ (as 15T1) Trivial (GRH)
15.15.108586003458674436566349398089.1 x15 - 2x14 - 57x13 + 48x12 + 1160x11 - 216x10 - 10866x9 - 2451x8 + 48322x7 + 23558x6 - 90077x5 - 56572x4 + 40542x3 + 17185x2 - 7475x + 625 \( 13^{10}\cdot 31^{12} \) $C_{15}$ (as 15T1) Trivial (GRH)
15.15.213817926580534310560958234929.1 x15 - x14 - 76x13 + 13x12 + 2093x11 + 895x10 - 25826x9 - 21876x8 + 141938x7 + 155038x6 - 298286x5 - 335201x4 + 192098x3 + 163900x2 - 31690x - 2479 \( 7^{10}\cdot 31^{14} \) $C_{15}$ (as 15T1) $[3]$ (GRH)
15.15.213817926580534310560958234929.2 x15 - x14 - 76x13 + 13x12 + 2093x11 + 895x10 - 24958x9 - 17536x8 + 133041x7 + 91023x6 - 330836x5 - 156827x4 + 371340x3 + 38908x2 - 166230x + 43525 \( 7^{10}\cdot 31^{14} \) $C_{15}$ (as 15T1) $[3]$ (GRH)
15.15.365440026390612125396728515625.1 x15 - 5x14 - 50x13 + 260x12 + 745x11 - 4439x10 - 2980x9 + 29685x8 - 4955x7 - 81705x6 + 43089x5 + 82545x4 - 55625x3 - 17710x2 + 9800x + 2401 \( 5^{24}\cdot 19^{10} \) $C_{15}$ (as 15T1) Trivial (GRH)
15.15.749787887447605250170677896929.1 x15 - 2x14 - 83x13 + 140x12 + 2380x11 - 3320x10 - 29682x9 + 34801x8 + 167356x7 - 161206x6 - 393515x5 + 250272x4 + 359552x3 - 96207x2 - 115927x - 9659 \( 7^{10}\cdot 61^{12} \) $C_{15}$ (as 15T1) Trivial (GRH)
15.15.2238775636295572340244024331321.1 x15 - 2x14 - 113x13 + 208x12 + 4834x11 - 8166x10 - 98676x9 + 150883x8 + 1004274x7 - 1336418x6 - 4903173x5 + 5161658x4 + 10129434x3 - 6538649x2 - 6747207x + 1201663 \( 11^{12}\cdot 61^{10} \) $C_{15}$ (as 15T1) Trivial (GRH)
15.15.2639300305759427100493462112721.1 x15 - 93x13 - 62x12 + 3069x11 + 3534x10 - 43338x9 - 62496x8 + 258261x7 + 375162x6 - 681318x5 - 871131x4 + 723943x3 + 645327x2 - 209901x + 5921 \( 3^{20}\cdot 31^{14} \) $C_{15}$ (as 15T1) $[3]$ (GRH)
15.15.2639300305759427100493462112721.2 x15 - 93x13 - 62x12 + 3069x11 + 3534x10 - 43617x9 - 59985x8 + 290067x7 + 447981x6 - 837000x5 - 1558308x4 + 541198x3 + 2046465x2 + 1023000x + 96875 \( 3^{20}\cdot 31^{14} \) $C_{15}$ (as 15T1) $[3]$ (GRH)
15.15.3091133177133909578645502426129.1 x15 - 3x14 - 114x13 + 130x12 + 5361x11 + 3249x10 - 120562x9 - 259107x8 + 1090119x7 + 4464049x6 + 785697x5 - 20966655x4 - 43817519x3 - 38133582x2 - 14510214x - 1701701 \( 3^{20}\cdot 7^{10}\cdot 11^{12} \) $C_{15}$ (as 15T1) $[3]$ (GRH)
15.15.3091133177133909578645502426129.2 x15 - 3x14 - 114x13 + 165x12 + 5277x11 + 309x10 - 119015x9 - 163851x8 + 1201692x7 + 3201011x6 - 2654712x5 - 17750946x4 - 19922550x3 - 3294435x2 + 4535715x + 831403 \( 3^{20}\cdot 7^{10}\cdot 11^{12} \) $C_{15}$ (as 15T1) $[3]$ (GRH)
15.15.3110568743658022425562755753769.1 x15 - 2x14 - 69x13 + 154x12 + 1536x11 - 3742x10 - 13104x9 + 32905x8 + 47584x7 - 119624x6 - 71155x5 + 179526x4 + 33394x3 - 87985x2 + 9x + 2293 \( 13^{10}\cdot 41^{12} \) $C_{15}$ (as 15T1) Trivial (GRH)
15.15.3203887529980253057019236799601.1 x15 - x14 - 70x13 + 37x12 + 1714x11 - 646x10 - 19122x9 + 7308x8 + 103129x7 - 46623x6 - 259504x5 + 140547x4 + 239121x3 - 152667x2 + 7714x + 361 \( 151^{14} \) $C_{15}$ (as 15T1) Trivial (GRH)
15.15.4635329218173515544706698901009.1 x15 - 2x14 - 95x13 + 330x12 + 2696x11 - 13890x10 - 14576x9 + 183885x8 - 244262x7 - 421848x6 + 1178315x5 - 361390x4 - 1098512x3 + 1025879x2 - 229827x - 2911 \( 7^{10}\cdot 71^{12} \) $C_{15}$ (as 15T1) Trivial (GRH)
15.15.4829212716211581952447142935561.1 x15 - 2x14 - 67x13 + 102x12 + 1524x11 - 1830x10 - 13856x9 + 15183x8 + 52210x7 - 55028x6 - 78181x5 + 76130x4 + 39828x3 - 32647x2 - 2587x + 1303 \( 19^{10}\cdot 31^{12} \) $C_{15}$ (as 15T1) Trivial (GRH)
15.15.5720845891965056149406296828729.1 x15 - 2x14 - 123x13 + 152x12 + 5870x11 - 2956x10 - 136528x9 - 22067x8 + 1590440x7 + 1155822x6 - 8394345x5 - 9635844x4 + 13947752x3 + 17818309x2 - 4647121x - 4845499 \( 11^{12}\cdot 67^{10} \) $C_{15}$ (as 15T1) Trivial (GRH)
15.15.9255142598391173348787179150721.1 x15 - 3x14 - 84x13 + 228x12 + 2391x11 - 5847x10 - 29200x9 + 60063x8 + 170109x7 - 273581x6 - 455961x5 + 575889x4 + 516547x3 - 477888x2 - 213990x + 109169 \( 3^{20}\cdot 61^{12} \) $C_{15}$ (as 15T1) Trivial (GRH)
15.15.13487790856470777216989713088929.1 x15 - 2x14 - 133x13 + 326x12 + 6618x11 - 19414x10 - 150182x9 + 529243x8 + 1451632x7 - 6655484x6 - 2779461x5 + 32472178x4 - 23518862x3 - 22419019x2 + 15844999x + 3358343 \( 11^{12}\cdot 73^{10} \) $C_{15}$ (as 15T1) Trivial (GRH)
15.15.29715506336344844930608532407921.1 x15 - 2x14 - 143x13 + 8246x11 + 14904x10 - 219872x9 - 786687x8 + 2075724x7 + 14598886x6 + 12430527x5 - 75224192x4 - 235831716x3 - 288431111x2 - 160431365x - 31658639 \( 11^{12}\cdot 79^{10} \) $C_{15}$ (as 15T1) Trivial (GRH)
15.15.40504199006061377874300161158921.1 x15 - x14 - 84x13 + 157x12 + 2394x11 - 6230x10 - 25412x9 + 85976x8 + 79471x7 - 472660x6 + 188069x5 + 851676x4 - 1016574x3 + 218070x2 + 106911x - 11813 \( 181^{14} \) $C_{15}$ (as 15T1) Trivial (GRH)
15.15.48853652893352568149566650390625.1 x15 - 5x14 - 70x13 + 345x12 + 1605x11 - 8259x10 - 13835x9 + 83055x8 + 32860x7 - 361145x6 + 102680x5 + 603860x4 - 414630x3 - 202555x2 + 206735x - 28349 \( 5^{24}\cdot 31^{10} \) $C_{15}$ (as 15T1) Trivial (GRH)
15.15.57217025805425309006858635774641.1 x15 - 3x14 - 96x13 + 90x12 + 3387x11 + 2367x10 - 48026x9 - 90183x8 + 200511x7 + 624775x6 + 87771x5 - 1101825x4 - 1198347x3 - 414456x2 - 17184x + 8621 \( 3^{20}\cdot 71^{12} \) $C_{15}$ (as 15T1) Trivial (GRH)
15.15.104351149323786133540261771563529.1 x15 - x14 - 138x13 + 199x12 + 6929x11 - 12063x10 - 157948x9 + 284032x8 + 1754651x7 - 2937677x6 - 9064776x5 + 12870179x4 + 16617944x3 - 18839782x2 + 3647700x - 183581 \( 13^{10}\cdot 31^{14} \) $C_{15}$ (as 15T1) $[3]$ (GRH)
15.15.104351149323786133540261771563529.2 x15 - x14 - 138x13 + 199x12 + 6929x11 - 12063x10 - 153918x9 + 286450x8 + 1482626x7 - 2537498x6 - 5507898x5 + 6506003x4 + 7481934x3 - 6753006x2 - 3196046x + 2524579 \( 13^{10}\cdot 31^{14} \) $C_{15}$ (as 15T1) $[3]$ (GRH)
15.15.138338254038795273955595483867881.1 x15 - 2x14 - 79x13 + 208x12 + 1972x11 - 5720x10 - 21178x9 + 65923x8 + 100680x7 - 350546x6 - 168943x5 + 826932x4 - 86756x3 - 658269x2 + 294489x - 7213 \( 19^{10}\cdot 41^{12} \) $C_{15}$ (as 15T1) Trivial (GRH)
15.15.286613963390460550785064697265625.1 x15 - 5x14 - 80x13 + 290x12 + 2545x11 - 5909x10 - 39850x9 + 51015x8 + 314635x7 - 181935x6 - 1227567x5 + 144735x4 + 2166295x3 + 419510x2 - 1278880x - 477401 \( 5^{24}\cdot 37^{10} \) $C_{15}$ (as 15T1) Trivial (GRH)
15.15.318300180965960649704233197114049.1 x15 - 2x14 - 131x13 + 582x12 + 4862x11 - 37014x10 + 4666x9 + 624063x8 - 2105658x7 + 1891060x6 + 3272277x5 - 8403710x4 + 5121648x3 + 1384213x2 - 2005313x + 229963 \( 7^{10}\cdot 101^{12} \) $C_{15}$ (as 15T1) Trivial (GRH)
15.15.346700425107361035262655933030041.1 x15 - x14 - 98x13 + 33x12 + 3496x11 + 320x10 - 56185x9 - 12878x8 + 436039x7 + 77800x6 - 1621482x5 - 146020x4 + 2557353x3 + 215635x2 - 1305471x - 67519 \( 211^{14} \) $C_{15}$ (as 15T1) Trivial (GRH)
15.15.365924546437605291907270802025529.1 x15 - 2x14 - 93x13 + 144x12 + 2960x11 - 3738x10 - 41558x9 + 37495x8 + 276726x7 - 122146x6 - 804863x5 - 14194x4 + 594218x3 + 5239x2 - 121589x + 18863 \( 13^{10}\cdot 61^{12} \) $C_{15}$ (as 15T1) Trivial (GRH)
15.15.1288144726352944910526275634765625.1 x15 - 5x14 - 90x13 + 345x12 + 3125x11 - 8439x10 - 53115x9 + 90315x8 + 460840x7 - 430345x6 - 1946324x5 + 750200x4 + 3237450x3 - 106595x2 - 566105x + 59599 \( 5^{24}\cdot 43^{10} \) $C_{15}$ (as 15T1) Trivial (GRH)
15.15.2229659760502257132817812847740961.1 x15 - x14 - 112x13 + 27x12 + 4670x11 + 1950x10 - 88262x9 - 82128x8 + 746261x7 + 913205x6 - 2710134x5 - 3747299x4 + 3569665x3 + 5422493x2 - 548532x - 1342853 \( 241^{14} \) $C_{15}$ (as 15T1) Trivial (GRH)
15.15.2262214114345307242786511343301609.1 x15 - 2x14 - 105x13 + 334x12 + 3348x11 - 14720x10 - 27588x9 + 198291x8 - 60296x7 - 857980x6 + 806127x5 + 1390892x4 - 1587370x3 - 853079x2 + 749403x + 261871 \( 13^{10}\cdot 71^{12} \) $C_{15}$ (as 15T1) Trivial (GRH)
15.15.2375614325883809574306005975647441.1 x15 - x14 - 138x13 - 80x12 + 6278x11 + 13450x10 - 98056x9 - 360148x8 + 54921x7 + 1300271x6 + 477210x5 - 1783924x4 - 627480x3 + 972256x2 + 154496x - 141824 \( 11^{12}\cdot 31^{14} \) $C_{15}$ (as 15T1) $[5]$ (GRH)
15.15.2375614325883809574306005975647441.2 x15 - x14 - 138x13 + 261x12 + 5937x11 - 14853x10 - 78278x9 + 180337x8 + 345794x7 - 482477x6 - 731294x5 + 270601x4 + 509073x3 + 18479x2 - 93070x - 15313 \( 11^{12}\cdot 31^{14} \) $C_{15}$ (as 15T1) $[5]$ (GRH)
15.15.2375614325883809574306005975647441.3 x15 - x14 - 138x13 + 261x12 + 5937x11 - 13489x10 - 113742x9 + 294231x8 + 1029158x7 - 3121135x6 - 3764830x5 + 15651747x4 + 191261x3 - 29662843x2 + 18560312x + 2683361 \( 11^{12}\cdot 31^{14} \) $C_{15}$ (as 15T1) $[5]$ (GRH)
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