/* 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^10 - x^9 - 74*x^8 + 124*x^7 + 1446*x^6 - 3368*x^5 - 4389*x^4 + 9105*x^3 + 4770*x^2 - 2392*x + 146, 10, 34, [10, 0], 27014472322230266896, [2, 11, 29, 113], [1, a, a^2, a^3, a^4, a^5, 1/2*a^6 - 1/2*a^3, 1/2*a^7 - 1/2*a^4, 1/2*a^8 - 1/2*a^5, 1/32764048381432*a^9 - 697041614389/16382024190716*a^8 + 498722138041/8191012095358*a^7 - 710016782174/4095506047679*a^6 + 3161719776657/16382024190716*a^5 - 6006090300531/16382024190716*a^4 - 8737905320775/32764048381432*a^3 + 3776376853493/8191012095358*a^2 - 6721793473917/16382024190716*a - 1289336433323/16382024190716], 0, 1, [], 0, [ (13363293937)/(8191012095358)*a^(9) - (14464937623)/(4095506047679)*a^(8) - (490894753298)/(4095506047679)*a^(7) + (2788268653951)/(8191012095358)*a^(6) + (8948779320626)/(4095506047679)*a^(5) - (33332412387049)/(4095506047679)*a^(4) - (6095987941086)/(4095506047679)*a^(3) + (92031868051957)/(4095506047679)*a^(2) - (50960110325924)/(4095506047679)*a + (3990092349287)/(4095506047679) , (3335334171)/(4095506047679)*a^(9) - (1144063257)/(4095506047679)*a^(8) - (241324380143)/(4095506047679)*a^(7) + (526882405847)/(8191012095358)*a^(6) + (4638483996672)/(4095506047679)*a^(5) - (8438462745097)/(4095506047679)*a^(4) - (30990622545619)/(8191012095358)*a^(3) + (21970308557431)/(4095506047679)*a^(2) + (18161678731937)/(4095506047679)*a - (889527618074)/(4095506047679) , (7738074061)/(16382024190716)*a^(9) + (4923607201)/(8191012095358)*a^(8) - (139720802775)/(4095506047679)*a^(7) - (65547641130)/(4095506047679)*a^(6) + (5714177484751)/(8191012095358)*a^(5) - (1952543675571)/(8191012095358)*a^(4) - (64431798039491)/(16382024190716)*a^(3) + (2304590604251)/(4095506047679)*a^(2) + (75107692361291)/(8191012095358)*a - (20227487151445)/(8191012095358) , (21158677417)/(16382024190716)*a^(9) + (6301998033)/(8191012095358)*a^(8) - (382286063384)/(4095506047679)*a^(7) + (96597169897)/(8191012095358)*a^(6) + (14873716638459)/(8191012095358)*a^(5) - (11935567908167)/(8191012095358)*a^(4) - (108659262230149)/(16382024190716)*a^(3) + (1385803113374)/(4095506047679)*a^(2) + (11616773499765)/(8191012095358)*a - (1632419462779)/(8191012095358) , (1075075427)/(32764048381432)*a^(9) + (38747653807)/(16382024190716)*a^(8) - (4854948196)/(4095506047679)*a^(7) - (1296956621171)/(8191012095358)*a^(6) + (1805206821309)/(16382024190716)*a^(5) + (42363150809125)/(16382024190716)*a^(4) - (136364077661937)/(32764048381432)*a^(3) - (20705193976827)/(8191012095358)*a^(2) + (32460357159933)/(16382024190716)*a - (21812511457)/(16382024190716) , (464287782743)/(16382024190716)*a^(9) + (336459795076)/(4095506047679)*a^(8) - (7484438568287)/(4095506047679)*a^(7) - (30239025217041)/(8191012095358)*a^(6) + (122679759982109)/(4095506047679)*a^(5) + (193146085186681)/(8191012095358)*a^(4) - (1459003568103583)/(16382024190716)*a^(3) - (239946202846873)/(4095506047679)*a^(2) + (263565140593679)/(8191012095358)*a - (23169932462441)/(8191012095358) , (41266491351)/(16382024190716)*a^(9) + (46666784745)/(4095506047679)*a^(8) - (1262094393261)/(8191012095358)*a^(7) - (2569801224123)/(4095506047679)*a^(6) + (8596644702628)/(4095506047679)*a^(5) + (27781957586305)/(4095506047679)*a^(4) - (68297205506233)/(16382024190716)*a^(3) - (71559454437424)/(4095506047679)*a^(2) - (59332569059793)/(8191012095358)*a + (2994675020205)/(8191012095358) , (1400319064883)/(32764048381432)*a^(9) + (1650084026959)/(16382024190716)*a^(8) - (22776333763317)/(8191012095358)*a^(7) - (32244588433121)/(8191012095358)*a^(6) + (748902790527757)/(16382024190716)*a^(5) + (96897385485359)/(16382024190716)*a^(4) - (3948744386875577)/(32764048381432)*a^(3) - (153259130600127)/(8191012095358)*a^(2) + (495893951891377)/(16382024190716)*a - (33948819949665)/(16382024190716) , (14300243525)/(16382024190716)*a^(9) - (13558914043)/(8191012095358)*a^(8) - (460460821201)/(8191012095358)*a^(7) + (1510553280277)/(8191012095358)*a^(6) + (5195663671653)/(8191012095358)*a^(5) - (18690835369173)/(4095506047679)*a^(4) + (125925801481835)/(16382024190716)*a^(3) + (30222080548218)/(4095506047679)*a^(2) - (182108977067905)/(8191012095358)*a + (16439533586437)/(8191012095358) ], 22394633.6643, [[x^5 - x^4 - 13*x^3 + 32*x + 16, 1]]]