/* Data is in the following format Note, if the class group has not been computed, it, the class number, the fundamental units, regulator and whether grh was assumed are all 0. [polynomial, degree, t-number of Galois group, signature [r,s], discriminant, list of ramifying primes, integral basis as polynomials in a, 1 if it is a cm field otherwise 0, class number, class group structure, 1 if grh was assumed and 0 if not, fundamental units, regulator, list of subfields each as a pair [polynomial, number of subfields isomorphic to one defined by this polynomial] ] */ [x^46 - x^45 - 234*x^44 + 234*x^43 + 25616*x^42 - 25616*x^41 - 1742759*x^40 + 1742759*x^39 + 82563491*x^38 - 82563491*x^37 - 2892242759*x^36 + 2892242759*x^35 + 77645194741*x^34 - 77645194741*x^33 - 1633775352134*x^32 + 1633775352134*x^31 + 27328726210366*x^30 - 27328726210366*x^29 - 366459672227134*x^28 + 366459672227134*x^27 + 3954569780897866*x^26 - 3954569780897866*x^25 - 34345464008164634*x^24 + 34345464008164634*x^23 + 239226205913710366*x^22 - 239226205913710366*x^21 - 1326693081195664634*x^20 + 1326693081195664634*x^19 + 5791121860210585366*x^18 - 5791121860210585366*x^17 - 19566093868549180259*x^16 + 19566093868549180259*x^15 + 49961755710308241616*x^14 - 49961755710308241616*x^13 - 93183816952045274009*x^12 + 93183816952045274009*x^11 + 120711866336528944741*x^10 - 120711866336528944741*x^9 - 100420888943012070884*x^8 + 100420888943012070884*x^7 + 47000947910015272866*x^6 - 47000947910015272866*x^5 - 9699758571918320884*x^4 + 9699758571918320884*x^3 + 609460788433241616*x^2 - 609460788433241616*x + 49177127544569741, 46, 1, [46, 0], 452622802195165363548725490731426798867221951354690902502568076897138423364177359263252889243492799448213, [19, 47], [1, a, a^2, a^3, a^4, a^5, a^6, a^7, a^8, a^9, a^10, a^11, a^12, a^13, a^14, a^15, a^16, a^17, a^18, a^19, a^20, a^21, a^22, a^23, 1/4722739333912051*a^24 - 910522443917369/4722739333912051*a^23 - 120/4722739333912051*a^22 + 809815704432313/4722739333912051*a^21 + 6300/4722739333912051*a^20 + 2013868783592809/4722739333912051*a^19 - 190000/4722739333912051*a^18 + 1638981341505581/4722739333912051*a^17 + 3633750/4722739333912051*a^16 + 2238644173417523/4722739333912051*a^15 - 45900000/4722739333912051*a^14 - 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68829687500/4722739333912051*a^19 + 1729002371179545/4722739333912051*a^18 + 1601343750000/4722739333912051*a^17 - 52012789080276/4722739333912051*a^16 - 23819988281250/4722739333912051*a^15 - 1099508325812801/4722739333912051*a^14 + 234020937500000/4722739333912051*a^13 + 912137254193400/4722739333912051*a^12 - 1521136093750000/4722739333912051*a^11 - 2143356935970202/4722739333912051*a^10 + 1668588791087949/4722739333912051*a^9 + 500487792906355/4722739333912051*a^8 - 2309424820529472/4722739333912051*a^7 - 1543189633454935/4722739333912051*a^6 + 46508408564745/4722739333912051*a^5 + 883767468751465/4722739333912051*a^4 - 1524775162326347/4722739333912051*a^3 + 1614288357459995/4722739333912051*a^2 - 1649985427662051/4722739333912051*a + 386087291234970/4722739333912051, 1/4722739333912051*a^32 + 1257726759935927/4722739333912051*a^23 - 629300000/4722739333912051*a^22 - 1926146529317296/4722739333912051*a^21 + 55063750000/4722739333912051*a^20 + 15371023185911/4722739333912051*a^19 - 2135125000000/4722739333912051*a^18 + 1559087289617783/4722739333912051*a^17 + 47639976562500/4722739333912051*a^16 - 1344719028836706/4722739333912051*a^15 - 668631250000000/4722739333912051*a^14 + 624435900197591/4722739333912051*a^13 + 1361805041087949/4722739333912051*a^12 + 56712241644808/4722739333912051*a^11 + 1990477171296408/4722739333912051*a^10 - 1363952465119544/4722739333912051*a^9 - 415558771412428/4722739333912051*a^8 - 672608193289289/4722739333912051*a^7 - 558100902776940/4722739333912051*a^6 + 1007044846446072/4722739333912051*a^5 + 2159067243054634/4722739333912051*a^4 - 1023553882103884/4722739333912051*a^3 + 1758268808449479/4722739333912051*a^2 - 1805112715266724/4722739333912051*a + 156877289207148/4722739333912051, 1/4722739333912051*a^33 - 741675000/4722739333912051*a^23 - 2126594022191688/4722739333912051*a^22 + 67986875000/4722739333912051*a^21 + 1093385731267389/4722739333912051*a^20 - 2781281250000/4722739333912051*a^19 - 966820834032817/4722739333912051*a^18 + 66055429687500/4722739333912051*a^17 - 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