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Label Polynomial Discriminant Galois group Class group
38.0.250...631.1 x38 - x37 + 3x36 - 11x35 + 44x34 + 732x33 - 116x32 + 2069x31 + 2818x30 - 12880x29 + 93246x28 - 145805x27 + 92780x26 + 2105124x25 - 3183002x24 - 3104601x23 + 12583923x22 + 9706311x21 + 21916307x20 - 49619666x19 + 22159929x18 - 196911474x17 + 1026982112x16 + 311788273x15 - 1106984612x14 - 334730951x13 - 1752540110x12 + 3801710744x11 + 7280378790x10 + 1308968234x9 - 6926602921x8 - 6856588968x7 + 18604485712x6 + 18058309277x5 + 9272912074x4 - 5214869030x3 - 1463327624x2 + 5326526527x + 2048986499 \( -\,191^{37} \) $C_{38}$ (as 38T1) n/a
38.38.206...109.1 x38 - x37 - 111x36 + 252x35 + 5215x34 - 18518x33 - 127217x32 + 667591x31 + 1483161x30 - 13721975x29 + 465004x28 + 166721208x27 - 256518740x26 - 1121099509x25 + 3587854285x24 + 2545487107x23 - 24194172078x22 + 18477975516x21 + 81929300895x20 - 167013913064x19 - 73340427022x18 + 542830510766x17 - 389253844535x16 - 713755295161x15 + 1324741808499x14 - 116683382685x13 - 1503618080692x12 + 1234820609168x11 + 402888989840x10 - 1097103201368x9 + 414161581992x8 + 265775405099x7 - 274544542564x6 + 51663795877x5 + 34067812864x4 - 20708103251x3 + 4233902513x2 - 281738990x - 6131569 \( 229^{37} \) $C_{38}$ (as 38T1) n/a
38.0.152...747.1 x38 - x37 + 91x36 - 24x35 + 5113x34 - 166x33 + 173717x32 + 27194x31 + 4239797x30 + 1325317x29 + 74027272x28 + 40999344x27 + 983326589x26 + 743120555x25 + 10059741791x24 + 9563481092x23 + 81070213075x22 + 87547591746x21 + 511882174610x20 + 601337789804x19 + 2539884758984x18 + 3042827513863x17 + 9675050790560x16 + 11543123809355x15 + 28268796522511x14 + 31776668507252x13 + 60600608962241x12 + 63076854532617x11 + 95016529831875x10 + 85766481354393x9 + 98440678914956x8 + 74640315704381x7 + 67352150639088x6 + 40110464366364x5 + 23287561297245x4 + 7350839404496x3 + 1810153278801x2 + 182761486103x + 13841287201 \( -\,3^{19}\cdot 191^{36} \) $C_{38}$ (as 38T1) n/a
38.0.223...259.1 x38 - 209x35 + 190x34 + 1292x33 + 11818x32 - 17860x31 - 124165x30 + 92378x29 - 315590x28 + 461434x27 + 19355661x26 + 42336256x25 - 170675214x24 - 2184021538x23 + 4055379323x22 + 20028771815x21 - 37281886089x20 - 119372774190x19 + 206222273796x18 + 638565435242x17 - 1510749792677x16 - 1246896758667x15 + 6615154002166x14 + 1497131351993x13 + 895955914113x12 - 6914578071407x11 + 51068057863185x10 + 80278712330599x9 - 10972845112675x8 + 78343381011053x7 + 257531197354487x6 + 248070995565179x5 + 172436840306532x4 + 97988777901672x3 + 65070800259551x2 + 24610290628033x + 5454582062023 \( -\,19^{73} \) $C_{38}$ (as 38T1) n/a
38.38.290...677.1 x38 - x37 - 188x36 + 180x35 + 15133x34 - 12829x33 - 695929x32 + 470210x31 + 20560148x30 - 9452291x29 - 414286793x28 + 90520176x27 + 5875939616x26 + 191303612x25 - 59496127537x24 - 16762796308x23 + 430644226744x22 + 224673611403x21 - 2206305371572x20 - 1655031822292x19 + 7828656065108x18 + 7607383848877x17 - 18551523651529x16 - 22355418258850x15 + 27686404325779x14 + 41724858463028x13 - 23225313872578x12 - 48637857116067x11 + 6837701957301x10 + 34223650023543x9 + 4693738691921x8 - 13444562674843x7 - 4790142874347x6 + 2352031466145x5 + 1507820068977x4 + 14043380009x3 - 154333274880x2 - 38062864399x - 2836879451 \( 3^{19}\cdot 191^{37} \) $C_{38}$ (as 38T1) n/a
38.0.360...904.1 x38 + 181x36 + 14302x34 + 655785x32 + 19564842x30 + 403491764x28 + 5961216274x26 + 64460499272x24 + 516273473421x22 + 3076728313208x20 + 13620343868498x18 + 44444158242663x16 + 105381413708670x14 + 177560394917737x12 + 205585970435602x10 + 155336297697903x8 + 70268784621098x6 + 16089414412134x4 + 1207108975793x2 + 13841287201 \( -\,2^{38}\cdot 191^{36} \) $C_{38}$ (as 38T1) n/a
38.0.104...707.1 x38 - x37 + 109x36 - 318x35 + 7607x34 - 26082x33 + 346271x32 - 1277601x31 + 11625429x30 - 40847577x29 + 278354747x28 - 890102893x27 + 4876149460x26 - 13377962627x25 + 59213347219x24 - 129738898417x23 + 497734200105x22 - 864588650146x21 + 3071362959747x20 - 3938571660134x19 + 13635086341776x18 - 11900678948488x17 + 45427254629183x16 - 23117165748554x15 + 104447793269632x14 - 20670309199584x13 + 172563580620384x12 + 14666610274324x11 + 167592119930922x10 + 69948796872392x9 + 125341715722354x8 + 63681900889938x7 + 64136735752211x6 + 36520042111943x5 + 22298249070088x4 + 8329262399475x3 + 2645555104756x2 + 468857415513x + 63175314409 \( -\,3^{19}\cdot 229^{36} \) $C_{38}$ (as 38T1) n/a
38.38.249...125.1 x38 - 17x37 - 64x36 + 2589x35 - 5411x34 - 156768x33 + 733103x32 + 4788192x31 - 35074270x30 - 69778288x29 + 937716801x28 - 3988006x27 - 15662818901x26 + 18940301798x25 + 169186329709x24 - 366424944806x23 - 1167394423359x22 + 3780063487716x21 + 4693995261962x20 - 24515638087910x19 - 6315614627194x18 + 103828189076722x17 - 36155927083660x16 - 285274970106320x15 + 223944436674986x14 + 486329219734937x13 - 571966582999537x12 - 458764738319995x11 + 781485719820911x10 + 160103399248715x9 - 557488639455834x8 + 53135732479684x7 + 180915511892981x6 - 38184876354047x5 - 25486623807243x4 + 6173666606950x3 + 1214949029058x2 - 273982926995x + 184740541 \( 5^{19}\cdot 191^{36} \) $C_{38}$ (as 38T1) n/a
38.38.687...664.1 x38 - 191x36 + 15662x34 - 730575x32 + 21705622x30 - 436357836x28 + 6157331558x26 - 62411853712x24 + 460944322269x22 - 2499589479956x20 + 9974553348782x18 - 29202012585177x16 + 62167403988174x14 - 94680464008195x12 + 100459885220950x10 - 71207905317537x8 + 31469275400290x6 - 7629511512714x4 + 744125807285x2 - 1101076991 \( 2^{38}\cdot 191^{37} \) $C_{38}$ (as 38T1) n/a
38.0.239...903.1 x38 - x37 + 118x36 - 435x35 + 6131x34 - 35235x33 + 222008x32 - 1286466x31 + 5995377x30 - 26936649x29 + 103513172x28 - 328397860x27 + 831795745x26 - 841346468x25 - 6703672958x24 + 58117415411x23 - 303731983764x22 + 1218275129036x21 - 3767355799065x20 + 7961894667643x19 - 2218796696910x18 - 81504663492211x17 + 502603614584717x16 - 2027971305796085x15 + 6509260330141933x14 - 17551631941921428x13 + 40524896388301467x12 - 80503012777500047x11 + 136388077021556601x10 - 193370722349898757x9 + 226309207994588218x8 - 220960831577107827x7 + 187038155057537519x6 - 141423416677434751x5 + 93202974532409581x4 - 51592635735804780x3 + 25439606449082092x2 - 11768916674310345x + 3447647463127489 \( -\,3^{19}\cdot 229^{37} \) $C_{38}$ (as 38T1) n/a
38.0.247...624.1 x38 + 217x36 + 20630x34 + 1139565x32 + 40850264x30 + 1004488522x28 + 17454519530x26 + 217550145613x24 + 1954462763213x22 + 12621446315235x20 + 58044125409037x18 + 187171442808726x16 + 413962321806804x14 + 609555286857416x12 + 575420256350720x10 + 333058518278260x8 + 111675903836641x6 + 20190511272319x4 + 1811471395871x2 + 63175314409 \( -\,2^{38}\cdot 229^{36} \) $C_{38}$ (as 38T1) n/a
38.0.105...139.1 x38 - x37 + 6x36 - 46x35 - 866x34 - 2262x33 - 8218x32 - 21902x31 + 431634x30 + 845654x29 + 12392062x28 + 22625646x27 + 131347110x26 + 99749222x25 + 35665294x24 - 866315187x23 - 258426421x22 + 17785842992x21 + 90256146871x20 + 153552360949x19 + 435041961961x18 - 1392669637447x17 + 1076840441256x16 - 9935143209215x15 + 31070017846749x14 - 17675958023404x13 + 138250934902501x12 - 327233950365006x11 + 433153745352823x10 - 1944991946784557x9 + 5889532748622531x8 - 11577094600459131x7 + 25495193933767723x6 - 50712315827213047x5 + 74651226530405679x4 - 82308207923451862x3 + 77528185035084423x2 - 59368882440546583x + 25758699005655811 \( -\,419^{37} \) $C_{38}$ (as 38T1) n/a
38.0.477...875.1 x38 - x37 + 194x36 - 202x35 + 16279x34 - 7863x33 + 772861x32 + 402596x31 + 23045822x30 + 40384193x29 + 479536671x28 + 1351816180x27 + 7928555878x26 + 25902608554x25 + 111456458601x24 + 341385389946x23 + 1297163210108x22 + 3493633650369x21 + 12095301942774x20 + 29754895552994x19 + 90602135732080x18 + 209292172135889x17 + 578704163180687x16 + 1150796400064466x15 + 3249066298571457x14 + 4892053641982278x13 + 14078439508345248x12 + 18448183569455711x11 + 46083907583218775x10 + 65495333977938485x9 + 111449247373051429x8 + 177739871270855783x7 + 253288222342260757x6 + 334042708854918147x5 + 456173375797126253x4 + 247500381632980217x3 + 331215018154218380x2 + 303420818935344453x + 79580728329881359 \( -\,5^{19}\cdot 191^{37} \) $C_{38}$ (as 38T1) n/a
38.38.261...857.1 x38 - x37 - 222x36 + 479x35 + 21047x34 - 66053x33 - 1110228x32 + 4495506x31 + 35823405x30 - 180946047x29 - 731415663x28 + 4712734359x27 + 9238434306x26 - 83665939703x25 - 59973164681x24 + 1044644450973x23 - 101098208429x22 - 9336414182461x21 + 6288159462034x20 + 60150648390199x19 - 67252981484387x18 - 278611442416743x17 + 417500804951451x16 + 915079337067075x15 - 1716002791423036x14 - 2065408719688167x13 + 4825202788269126x12 + 2982003177766905x11 - 9269437748788275x10 - 2187058821094830x9 + 11855288436035595x8 - 411608485430453x7 - 9515695267587717x6 + 2357948299236310x5 + 4196479083397002x4 - 1892165812751211x3 - 650631784472963x2 + 526610168112801x - 83497743723127 \( 457^{37} \) $C_{38}$ (as 38T1) n/a
38.0.566...896.1 x38 + 229x36 + 22442x34 + 1242325x32 + 43174744x30 + 989928070x28 + 15310092242x26 + 160462320009x24 + 1129846290713x22 + 5241767939799x20 + 15619544332617x18 + 29338707057674x16 + 34962128493052x14 + 26729901012072x12 + 13161379227544x10 + 4139430890096x8 + 811133080337x6 + 94183964323x4 + 5864318791x2 + 149876149 \( -\,2^{38}\cdot 229^{37} \) $C_{38}$ (as 38T1) n/a
38.0.136...787.1 x38 + 171x36 - 266x35 + 17765x34 - 38323x33 + 1208419x32 - 3128616x31 + 60877083x30 - 164538138x29 + 2281935169x28 - 6108816122x27 + 65770773122x26 - 164067939585x25 + 1434043198618x24 - 3182597959136x23 + 23807715304970x22 - 44488778447299x21 + 291967423046375x20 - 424722852053838x19 + 2667130160996125x18 - 2974990157993691x17 + 18341053997864450x16 - 14685757775285777x15 + 92760878311304464x14 - 59049250104163667x13 + 342353164732402796x12 - 172475502215832115x11 + 890393108976853995x10 - 452012764582067042x9 + 1563583757111096932x8 - 707974172043966504x7 + 1816769368682524829x6 - 831929210861393479x5 + 1134167336866808190x4 - 228910989279510535x3 + 271437005032832706x2 - 30519054068376079x + 49228485006254761 \( -\,3^{19}\cdot 19^{72} \) $C_{38}$ (as 38T1) n/a
38.0.989...491.1 x38 - x37 + 8x36 + 298x35 + 570x34 + 1040x33 + 52682x32 + 320665x31 + 376717x30 + 994384x29 + 59327070x28 + 133411453x27 - 74052511x26 + 4371221504x25 + 16126217214x24 - 1486694372x23 + 126436359051x22 + 1092190917753x21 + 1461367679401x20 - 1224471417355x19 + 28814095113148x18 + 129684809968090x17 - 40138477207333x16 - 231235168601800x15 + 3710898858449432x14 + 8115639324673497x13 - 15016773845255805x12 - 10485965599249387x11 + 218552683964585201x10 + 358949096963276813x9 - 419776350086322541x8 - 407970861545640312x7 + 4102607542203011336x6 + 8187655915670745378x5 - 514918423725948339x4 - 14957650563715867722x3 - 7022951449740975397x2 + 19589758432453100807x + 20824991381571168629 \( -\,571^{37} \) $C_{38}$ (as 38T1) n/a
38.38.259...953.1 x38 - 342x36 - 494x35 + 49571x34 + 131024x33 - 3935147x32 - 14319996x31 + 187333407x30 + 847596384x29 - 5581898660x28 - 30311258771x27 + 106432357475x26 + 694403262546x25 - 1319990424275x24 - 10588090616078x23 + 11003488266809x22 + 110692914430763x21 - 67774979212045x20 - 811070932087692x19 + 375013687116124x18 + 4205390929184442x17 - 2088691296591085x16 - 15265383022918127x15 + 9967315841901733x14 + 37228914395189218x13 - 33369608975838046x12 - 55529864053483792x11 + 69626900587988757x10 + 39381849534000508x9 - 81482325904062986x8 + 2939626320084510x7 + 44420642090413847x6 - 17432350286733448x5 - 6273911703229422x4 + 4327841312665199x3 - 44929929487917x2 - 220961136770617x + 3147242965861 \( 3^{19}\cdot 19^{73} \) $C_{38}$ (as 38T1) n/a
38.0.323...184.1 x38 + 342x36 + 52193x34 + 4714147x32 + 281630122x30 + 11775412830x28 + 355501314519x26 + 7880575876524x24 + 129205470814704x22 + 1567217753510932x20 + 13989387194635573x18 + 90967185355366872x16 + 424520449507516382x14 + 1392518175895156030x12 + 3118364594061856178x10 + 4572362150288538208x8 + 4128788345874228337x6 + 2095436497414876275x4 + 523953812519262731x2 + 49228485006254761 \( -\,2^{38}\cdot 19^{72} \) $C_{38}$ (as 38T1) n/a
38.0.100...687.1 x38 - x37 + 9x36 - 105x35 - 2517x34 - 12367x33 + 18961x32 + 524484x31 + 2063543x30 + 10035685x29 + 68343245x28 + 162739626x27 + 853626703x26 - 1517430356x25 + 15437152669x24 - 38624827303x23 + 261377865856x22 - 1008245158454x21 + 3680056602480x20 - 8092055201962x19 + 22243202914752x18 - 88956425126723x17 + 393393581809607x16 - 995223440330324x15 + 2718528813824046x14 - 6567254133383172x13 + 17369599534798699x12 - 25459990107367281x11 - 23486845361639043x10 + 70552096295073850x9 + 302207769671571109x8 - 1202161182566167879x7 + 921854615125235345x6 + 3618507295866457145x5 - 1503510294335687605x4 - 10746229822177899439x3 + 2011567894060138443x2 + 8767693047911919217x + 4654012959769314377 \( -\,647^{37} \) $C_{38}$ (as 38T1) n/a
38.38.613...496.1 x38 - 342x36 + 49457x34 - 3980025x32 + 198348562x30 - 6488139646x28 + 144858382999x26 - 2266887392060x24 + 25265325956832x22 - 201840423651116x20 + 1152429903953389x18 - 4643480159473720x16 + 12897097470403170x14 - 23833233673330582x12 + 27980982110305398x10 - 19840358033605744x8 + 7975348801613157x6 - 1646505887125241x4 + 134224048088799x2 - 8330392699 \( 2^{38}\cdot 19^{73} \) $C_{38}$ (as 38T1) n/a
38.38.224...125.1 x38 - 19x37 - 190x36 + 5263x35 + 10963x34 - 655956x33 + 271263x32 + 48829164x31 - 74272197x30 - 2427590879x29 + 4963339201x28 + 85311795747x27 - 192448926397x26 - 2186062812785x25 + 4980640240893x24 + 41507384238113x23 - 90602195976460x22 - 587394556501288x21 + 1185165731831058x20 + 6181335356273740x19 - 11252186392848870x18 - 47909517088369504x17 + 77654230949000120x16 + 268901707689505353x15 - 387932611852231165x14 - 1065553844073230755x13 + 1387879177866434969x12 + 2872799715815077105x11 - 3477750883069386065x10 - 4978197957785195915x9 + 5844343521008310247x8 + 5024712299211630779x7 - 6066136922383939789x6 - 2388621891807945980x5 + 3307037404639155292x4 + 219641714027477785x3 - 641666806588881139x2 + 40067232399563857x + 14911143898147099 \( 5^{19}\cdot 19^{72} \) $C_{38}$ (as 38T1) n/a
38.38.408...721.1 x38 - x37 - 370x36 + 237x35 + 57456x34 - 36460x33 - 5041755x32 + 4130346x31 + 282309033x30 - 310329000x29 - 10737363543x28 + 15301945009x27 + 286866065564x26 - 509646442363x25 - 5467346355894x24 + 11784752012571x23 + 74385427596421x22 - 192469399431009x21 - 710984118696534x20 + 2234014705617187x19 + 4567783324513705x18 - 18344021577226452x17 - 17463010883221388x16 + 104832501140747015x15 + 20376056557184568x14 - 404067216333505704x13 + 145474235510190184x12 + 993501780393456457x11 - 802580113540061439x10 - 1397056980898431787x9 + 1777610773293950943x8 + 828006009049982590x7 - 1870498674916885790x6 + 149010153465744057x5 + 792835816599885131x4 - 263743626557925763x3 - 70397321789549937x2 + 22676005466862230x + 3982698853424371 \( 761^{37} \) $C_{38}$ (as 38T1) n/a
38.0.426...375.1 x38 + 342x36 - 912x35 + 49723x34 - 231002x33 + 4289459x32 - 23568436x31 + 245453647x30 - 1267191510x29 + 9225215198x28 - 39699778399x27 + 218138899889x26 - 753209198790x25 + 3675129956037x24 - 11076221368942x23 + 52262327599779x22 - 158777452019779x21 + 695459306674917x20 - 2222836732076048x19 + 6052421909230398x18 - 16279811981041918x17 - 6685660537090895x16 - 14303210180150429x15 - 470581642844962563x14 - 61388634440356668x13 - 604084930105421874x12 - 5765366307088242440x11 + 29011635679532656443x10 + 13617987262568245914x9 + 185144745344583704838x8 + 457668969897716418596x7 + 1026905980344479658857x6 + 1645533334875908962394x5 + 2229691380633817981370x4 + 2246101113071562510245x3 + 1985441209749134562261x2 + 962075037986121239799x + 404062271020272870079 \( -\,5^{19}\cdot 19^{73} \) $C_{38}$ (as 38T1) n/a
38.0.169...992.1 x38 - 304x36 - 266x35 + 41933x34 + 69730x33 - 3426479x32 - 8099624x31 + 183049762x30 + 548687586x29 - 6680231090x28 - 23987190756x27 + 169686384783x26 + 708938225002x25 - 3018350895246x24 - 14489790513992x23 + 37802280147544x22 + 208280775345998x21 - 338007964348740x20 - 2157118911607202x19 + 2151786701480777x18 + 16600188595793984x17 - 8092991352668802x16 - 93536887230591734x15 + 8981124468818326x14 + 410584246763815678x13 + 169889908746117158x12 - 1213081286172833338x11 - 877922600330127862x10 + 3318553597434145946x9 + 5125749038813794988x8 - 1873842236788886072x7 + 1268339370593460529x6 + 14808781213729150014x5 + 46758207820852858725x4 + 17480877413656313060x3 + 169357167185673333495x2 + 207600614196418504062x + 391269434132253227219 \( -\,2^{57}\cdot 19^{72} \) $C_{38}$ (as 38T1) n/a
38.38.169...992.1 x38 - 380x36 - 266x35 + 63821x34 + 83562x33 - 6256643x32 - 11509288x31 + 398509458x30 + 918656194x29 - 17380907210x28 - 47344848052x27 + 533314140719x26 + 1662473883930x25 - 11647648756634x24 - 40923179473256x23 + 181005604480888x22 + 715727405895534x21 - 1976012600481636x20 - 8914335341014098x19 + 14710496794203337x18 + 78472602229296616x17 - 70364895826642358x16 - 479863268077305974x15 + 189419547579075974x14 + 1983828013159641414x13 - 176595262606149922x12 - 5351384399064377994x11 - 251894410670678806x10 + 9047670021382744322x9 + 314377081540580004x8 - 9072513198006007128x7 + 741757919696912561x6 + 4733302683037712926x5 - 1085560138598806567x4 - 932207154547761420x3 + 351031993292846127x2 - 17577545764044434x + 235154409794327 \( 2^{57}\cdot 19^{72} \) $C_{38}$ (as 38T1) n/a
38.0.321...848.1 x38 + 684x36 + 197828x34 + 31840200x32 + 3173576992x30 + 207620468672x28 + 9270936511936x26 + 290161586183680x24 + 6467923444948992x22 + 103342296909371392x20 + 1180088221648270336x18 + 9509847366602178560x16 + 52826511238771384320x14 + 195241850251924127744x12 + 458440410895243640832x10 + 650128852045193019392x8 + 522672459062519857152x6 + 215810819637279588352x4 + 35186028862190125056x2 + 4367524927373312 \( -\,2^{57}\cdot 19^{73} \) $C_{38}$ (as 38T1) n/a
38.38.321...848.1 x38 - 684x36 + 197828x34 - 31840200x32 + 3173576992x30 - 207620468672x28 + 9270936511936x26 - 290161586183680x24 + 6467923444948992x22 - 103342296909371392x20 + 1180088221648270336x18 - 9509847366602178560x16 + 52826511238771384320x14 - 195241850251924127744x12 + 458440410895243640832x10 - 650128852045193019392x8 + 522672459062519857152x6 - 215810819637279588352x4 + 35186028862190125056x2 - 4367524927373312 \( 2^{57}\cdot 19^{73} \) $C_{38}$ (as 38T1) n/a
38.38.375...928.1 x38 - 399x36 - 266x35 + 70148x34 + 87020x33 - 7182209x32 - 12457464x31 + 477137082x30 + 1032382746x29 - 21701301440x28 - 55237466216x27 + 695156070533x26 + 2015632656852x25 - 15888580830821x24 - 51660807861512x23 + 259378354379174x22 + 943233324679388x21 - 2989860507551200x20 - 12300250827756042x19 + 23651579816234812x18 + 113664376988967624x17 - 121022580509952352x16 - 730444453804863254x15 + 348726570733652776x14 + 3165382764313672498x13 - 311710190949163192x12 - 8864686668184347808x11 - 876281456624103747x10 + 15294419019527334076x9 + 1922777588324163853x8 - 15541311823983218862x7 - 401306313611257396x6 + 8214394275890294054x5 - 982571054057336775x4 - 1549163770234993240x3 + 243256145713820310x2 + 83491121636914172x - 12096418325420651 \( 2^{38}\cdot 3^{19}\cdot 19^{72} \) $C_{38}$ (as 38T1) n/a
38.0.713...632.1 x38 + 1026x36 + 445113x34 + 107460675x32 + 16066233522x30 + 1576617933978x28 + 105601761206271x26 + 4957682726435220x24 + 165765803602774752x22 + 3972825058724916228x20 + 68049833398543667061x18 + 822578579810291076840x16 + 6854046376768531067970x14 + 37997872609765433485986x12 + 133832170023145299166662x10 + 284687452270911695321808x8 + 343312614740725919308197x6 + 212630038643813224154283x4 + 52001146346122024002711x2 + 9682094439025829433 \( -\,2^{38}\cdot 3^{19}\cdot 19^{73} \) $C_{38}$ (as 38T1) n/a
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