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Label Polynomial Discriminant Galois group Class group Regulator
37.1.104...381.1 x37 - x - 1 $983\cdot 10\!\cdots\!07$ $S_{37}$ (as 37T11) trivial $94459733489984.19$
37.1.106...653.1 x37 + x - 1 $19\cdot 11323755688122007063\cdot 49\!\cdots\!49$ $S_{37}$ (as 37T11) trivial $232694775426930.7$
37.1.146...709.1 x37 + 2x - 1 $13\cdot 79\cdot 3203\cdot 230203\cdot 34944191\cdot 52002217\cdot 4124383231\cdot 25\!\cdots\!59$ $S_{37}$ (as 37T11) trivial $9551296549801247000$
37.1.696...128.1 x37 - 4x - 4 $2^{36}\cdot 233\cdot 373\cdot 78191\cdot 71872279\cdot 16291354255739\cdot 1273067852382060949050712307$ $S_{37}$ (as 37T11) not computed $$
37.1.710...320.1 x37 - 2x - 2 $2^{36}\cdot 5\cdot 7\cdot 151\cdot 9239\cdot 119446257446842253309\cdot 17\!\cdots\!07$ $S_{37}$ (as 37T11) not computed $$
37.1.725...376.1 x37 - x - 2 $2^{36}\cdot 255111423183900271\cdot 31886261543528230373\cdot 1297568460899930754527$ $S_{37}$ (as 37T11) not computed $$
37.1.725...736.1 x37 - x - 4 $2^{38}\cdot 40158589\cdot 859997730921167\cdot 76\!\cdots\!63$ $S_{37}$ (as 37T11) not computed $$
37.1.725...512.1 x37 - 2 $2^{36}\cdot 37^{37}$ $F_{37}$ (as 37T9) not computed $$
37.1.739...704.1 x37 + 2x - 2 $2^{36}\cdot 11\cdot 13\cdot 29\cdot 8111\cdot 32\!\cdots\!17$ $S_{37}$ (as 37T11) trivial $109736008063969670000$
37.1.754...896.1 x37 + 4x - 4 $2^{36}\cdot 41\cdot 11851181\cdot 1770736411\cdot 12\!\cdots\!31$ $S_{37}$ (as 37T11) not computed $$
37.3.479...851.1 x37 - 3x - 1 $-\,11\cdot 103\cdot 13781\cdot 868727\cdot 1508693\cdot 35096465749296997\cdot 66\!\cdots\!61$ $S_{37}$ (as 37T11) not computed $$
37.1.479...885.1 x37 + 3x - 1 $5\cdot 17\cdot 23\cdot 503\cdot 8237\cdot 17707\cdot 6366766785751\cdot 52\!\cdots\!61$ $S_{37}$ (as 37T11) not computed $$
37.1.652...077.1 x37 + 3x - 3 $3^{36}\cdot 211\cdot 6139531\cdot 8271665508919\cdot 6321124050660239\cdot 6421792279973985077$ $S_{37}$ (as 37T11) not computed $$
37.1.153...189.1 x37 - 3x - 3 $3^{36}\cdot 9598397\cdot 10\!\cdots\!97$ $S_{37}$ (as 37T11) not computed $$
37.1.158...365.1 x37 - 2x - 3 $3^{36}\cdot 5\cdot 7\cdot 1493\cdot 137771\cdot 867792304013\cdot 16\!\cdots\!81$ $S_{37}$ (as 37T11) not computed $$
37.1.158...421.1 x37 - x - 3 $3^{36}\cdot 10\!\cdots\!01$ $S_{37}$ (as 37T11) not computed $$
37.1.158...557.1 x37 - 3 $3^{36}\cdot 37^{37}$ $F_{37}$ (as 37T9) not computed $$
37.1.158...693.1 x37 + x - 3 $3^{36}\cdot 19\cdot 349\cdot 4501649\cdot 1182640248703\cdot 29\!\cdots\!69$ $S_{37}$ (as 37T11) not computed $$
37.37.171...601.1 x37 - x36 - 72x35 + 67x34 + 2278x33 - 1964x32 - 41849x31 + 33262x30 + 497142x29 - 362207x28 - 4027127x27 + 2672215x26 + 22871279x25 - 13719683x24 - 92273266x23 + 49606380x22 + 265291071x21 - 126402144x20 - 540999671x19 + 224635365x18 + 773506030x17 - 271832880x16 - 761221384x15 + 214848879x14 + 502240682x13 - 103923082x12 - 213804070x11 + 27920639x10 + 55105551x9 - 3603129x8 - 7708785x7 + 235974x6 + 497852x5 - 22640x4 - 12819x3 + 1020x2 + 28x - 1 $149^{36}$ $C_{37}$ (as 37T1) trivial $2217351755002491400000000000$
37.3.200...112.1 x37 - 4x - 2 $-\,2^{36}\cdot 1181\cdot 156768103\cdot 3595021207\cdot 43\!\cdots\!67$ $S_{37}$ (as 37T11) not computed $$
37.3.200...107.1 x37 - 4x - 1 $-\,53\cdot 139\cdot 27\!\cdots\!21$ $S_{37}$ (as 37T11) not computed $$
37.1.200...136.1 x37 + 4x - 2 $2^{36}\cdot 249494962454898495919\cdot 11\!\cdots\!79$ $S_{37}$ (as 37T11) not computed $$
37.1.201...181.1 x37 + 4x - 3 $3^{36}\cdot 839348831\cdot 15\!\cdots\!31$ $S_{37}$ (as 37T11) not computed $$
37.1.124...160.1 x37 - 2x - 4 $2^{70}\cdot 5\cdot 7\cdot 47\cdot 64\!\cdots\!17$ $S_{37}$ (as 37T11) not computed $$
37.1.124...256.1 x37 + 2x - 4 $2^{70}\cdot 13\cdot 137\cdot 195791\cdot 10489284688357\cdot 5723750340436657\cdot 504174169295944373011$ $S_{37}$ (as 37T11) not computed $$
37.1.498...464.1 x37 - 3x - 4 $2^{73}\cdot 9739\cdot 174331\cdot 36662321\cdot 289516438999\cdot 95795519149931\cdot 3057074418307037$ $S_{37}$ (as 37T11) not computed $$
37.1.498...968.1 x37 + x - 4 $2^{73}\cdot 19\cdot 311\cdot 20831443951883\cdot 42\!\cdots\!57$ $S_{37}$ (as 37T11) not computed $$
37.1.860...173.1 x37 + 5x - 3 $3^{34}\cdot 7\cdot 17\cdot 439\cdot 4064647\cdot 22665391718591\cdot 10\!\cdots\!81$ $S_{37}$ (as 37T11) not computed $$
37.1.193...128.1 x37 + 5x - 2 $2^{34}\cdot 7\cdot 8599\cdot 1088665069\cdot 284461581404201\cdot 60\!\cdots\!01$ $S_{37}$ (as 37T11) not computed $$
37.3.774...443.1 x37 - 5x - 3 $-\,3^{36}\cdot 43\cdot 1907\cdot 62\!\cdots\!83$ $S_{37}$ (as 37T11) not computed $$
37.1.774...517.1 x37 + 5x - 1 $7\cdot 47\cdot 23\!\cdots\!73$ $S_{37}$ (as 37T11) not computed $$
37.1.779...832.1 x37 + 5x - 4 $2^{73}\cdot 7\cdot 37573\cdot 161999\cdot 10047643\cdot 4972224617011\cdot 387504669093621087013178459593$ $S_{37}$ (as 37T11) not computed $$
37.1.145...125.1 x37 - 5x - 5 $5^{36}\cdot 563\cdot 175944697081\cdot 746724389353\cdot 13\!\cdots\!43$ $S_{37}$ (as 37T11) not computed $$
37.1.153...501.1 x37 - 4x - 5 $15\!\cdots\!01$ $S_{37}$ (as 37T11) not computed $$
37.1.153...757.1 x37 - 3x - 5 $47\cdot 4458653\cdot 39030547\cdot 4191145897\cdot 2748399402101\cdot 46040166590110289\cdot 35410190689086361595487217777$ $S_{37}$ (as 37T11) not computed $$
37.1.153...933.1 x37 - 2x - 5 $7\cdot 34591\cdot 96167\cdot 163386011\cdot 40\!\cdots\!57$ $S_{37}$ (as 37T11) not computed $$
37.1.153...989.1 x37 - x - 5 $11\cdot 107\cdot 359\cdot 60013\cdot 22231407377\cdot 27\!\cdots\!23$ $S_{37}$ (as 37T11) not computed $$
37.1.153...125.1 x37 - 5 $5^{36}\cdot 37^{37}$ $F_{37}$ (as 37T9) not computed $$
37.1.161...125.1 x37 + 5x - 5 $5^{36}\cdot 7\cdot 17\cdot 39619\cdot 50081864423\cdot 2601293855703705209\cdot 18050801224775844479711$ $S_{37}$ (as 37T11) not computed $$
37.37.345...561.1 x37 - x36 - 108x35 + 245x34 + 4913x33 - 17429x32 - 115073x31 + 605121x30 + 1258904x29 - 11895493x28 + 1401577x27 + 136786740x26 - 218698801x25 - 851925353x24 + 2810760540x23 + 1559768964x22 - 17408647490x21 + 14765496491x20 + 52555917850x19 - 112901823056x18 - 30825357400x17 + 320568348295x16 - 255996383256x15 - 343575615312x14 + 697695088122x13 - 135330997139x12 - 635742178755x11 + 559084397332x10 + 98854779029x9 - 379266961937x8 + 152281955055x7 + 65816775545x6 - 70480276872x5 + 12914339542x4 + 6483753572x3 - 3469705332x2 + 579396241x - 30247313 $223^{36}$ $C_{37}$ (as 37T1) trivial $2669696754256726600000000000000$
37.37.676...801.1 x37 - x36 - 288x35 + 203x34 + 35910x33 - 17336x32 - 2554843x31 + 842615x30 + 115283443x29 - 27504461x28 - 3475263507x27 + 687931612x26 + 71915662407x25 - 13974595438x24 - 1034496050617x23 + 221330910643x22 + 10365088714029x21 - 2534502436630x20 - 71813314605418x19 + 19740632343658x18 + 338381715805464x17 - 99305962871851x16 - 1055972317034939x15 + 302779333586209x14 + 2104618406390649x13 - 505910437546894x12 - 2560928454934750x11 + 376597618487442x10 + 1787314591059035x9 - 20429122626927x8 - 643936928000107x7 - 89391122404607x6 + 89662863870162x5 + 25891375086732x4 + 1113091773432x3 - 112807611860x2 - 8478121776x - 123515969 $593^{36}$ $C_{37}$ (as 37T1) not computed $$
37.37.813...681.1 x37 - 666x35 - 481x34 + 193399x33 + 256521x32 - 32436827x31 - 60004084x30 + 3503452596x29 + 8113398850x28 - 257000630926x27 - 704292185114x26 + 13150853376643x25 + 41268101524916x24 - 474337598223255x23 - 1672482254287228x22 + 12032466243732809x21 + 47286637172470867x20 - 211502629431882231x19 - 929675982328753625x18 + 2498958523266151636x17 + 12536142236443615902x16 - 18791897342800992970x15 - 113239929214497210129x14 + 80927529107744817385x13 + 663966210336111429023x12 - 146546651897009713442x11 - 2439258160361411529393x10 - 154326326264692800324x9 + 5386184266991634344483x8 + 1055793633392402952768x7 - 6769150214799915444440x6 - 1552196159553019851407x5 + 4355671676506075568364x4 + 921754431147330625307x3 - 1108584774969076393499x2 - 217498966742521653325x + 51140551819476687829 $37^{72}$ $C_{37}$ (as 37T1) not computed $$
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