/* 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^17 - 2*x^15 - 4*x^14 + 4*x^13 + 7*x^12 - 3*x^11 - 3*x^10 - 3*x^9 + 5*x^8 - 5*x^7 - 4*x^6 + 14*x^5 - 2*x^4 - 7*x^3 + 2*x + 1, 17, 10, [3, 7], -2151149236330118383, [37, 433, 5531, 12953], [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, 1/228469*a^16 + 13230/228469*a^15 + 25644/228469*a^14 - 6349/228469*a^13 + 79326/228469*a^12 - 103599/228469*a^11 - 29242/228469*a^10 - 73646/228469*a^9 + 83702/228469*a^8 - 11778/228469*a^7 - 7087/228469*a^6 - 88724/228469*a^5 + 55216/228469*a^4 + 92285/228469*a^3 - 7793/228469*a^2 - 61871/228469*a + 51099/228469], 0, 1, [], 0, [ a , (17939)/(228469)*a^(16) - (46321)/(228469)*a^(15) - (108850)/(228469)*a^(14) - (117149)/(228469)*a^(13) + (352651)/(228469)*a^(12) + (361323)/(228469)*a^(11) - (7414)/(228469)*a^(10) - (584774)/(228469)*a^(9) - (196559)/(228469)*a^(8) + (48283)/(228469)*a^(7) - (104929)/(228469)*a^(6) + (123687)/(228469)*a^(5) + (335178)/(228469)*a^(4) + (471179)/(228469)*a^(3) - (661006)/(228469)*a^(2) - (1467)/(228469)*a + (47333)/(228469) , (5264)/(228469)*a^(16) + (188144)/(228469)*a^(15) - (35163)/(228469)*a^(14) - (293131)/(228469)*a^(13) - (754675)/(228469)*a^(12) + (695774)/(228469)*a^(11) + (743625)/(228469)*a^(10) - (189120)/(228469)*a^(9) - (109373)/(228469)*a^(8) - (541231)/(228469)*a^(7) + (848355)/(228469)*a^(6) - (1423314)/(228469)*a^(5) + (44456)/(228469)*a^(4) + (1662429)/(228469)*a^(3) - (583339)/(228469)*a^(2) - (349088)/(228469)*a - (151346)/(228469) , (112961)/(228469)*a^(16) + (58301)/(228469)*a^(15) - (215036)/(228469)*a^(14) - (482136)/(228469)*a^(13) + (190106)/(228469)*a^(12) + (906355)/(228469)*a^(11) - (229229)/(228469)*a^(10) - (112578)/(228469)*a^(9) - (356412)/(228469)*a^(8) + (377267)/(228469)*a^(7) - (456169)/(228469)*a^(6) - (787548)/(228469)*a^(5) + (1650159)/(228469)*a^(4) - (206116)/(228469)*a^(3) - (470954)/(228469)*a^(2) + (85148)/(228469)*a + (153323)/(228469) , (42326)/(228469)*a^(16) - (4539)/(228469)*a^(15) - (48275)/(228469)*a^(14) - (48230)/(228469)*a^(13) + (200321)/(228469)*a^(12) + (74243)/(228469)*a^(11) - (537257)/(228469)*a^(10) + (90440)/(228469)*a^(9) + (130538)/(228469)*a^(8) + (460668)/(228469)*a^(7) - (213034)/(228469)*a^(6) - (215540)/(228469)*a^(5) + (748422)/(228469)*a^(4) - (993459)/(228469)*a^(3) - (165751)/(228469)*a^(2) + (416670)/(228469)*a + (128720)/(228469) , (53826)/(228469)*a^(16) - (19893)/(228469)*a^(15) - (95754)/(228469)*a^(14) - (180119)/(228469)*a^(13) + (172604)/(228469)*a^(12) + (151578)/(228469)*a^(11) - (285420)/(228469)*a^(10) + (324492)/(228469)*a^(9) - (64828)/(228469)*a^(8) + (267316)/(228469)*a^(7) - (607039)/(228469)*a^(6) - (198986)/(228469)*a^(5) + (817071)/(228469)*a^(4) - (725995)/(228469)*a^(3) + (231535)/(228469)*a^(2) + (124167)/(228469)*a - (83517)/(228469) , (40169)/(228469)*a^(16) + (16976)/(228469)*a^(15) - (72885)/(228469)*a^(14) - (290046)/(228469)*a^(13) - (11049)/(228469)*a^(12) + (323073)/(228469)*a^(11) + (394169)/(228469)*a^(10) - (69562)/(228469)*a^(9) - (381104)/(228469)*a^(8) + (48817)/(228469)*a^(7) - (233798)/(228469)*a^(6) - (66425)/(228469)*a^(5) - (5548)/(228469)*a^(4) + (543578)/(228469)*a^(3) - (34487)/(228469)*a^(2) - (467355)/(228469)*a + (30235)/(228469) , (57631)/(228469)*a^(16) + (57077)/(228469)*a^(15) - (76597)/(228469)*a^(14) - (348819)/(228469)*a^(13) - (27984)/(228469)*a^(12) + (523346)/(228469)*a^(11) + (398580)/(228469)*a^(10) - (252482)/(228469)*a^(9) - (521442)/(228469)*a^(8) + (3481)/(228469)*a^(7) - (156794)/(228469)*a^(6) - (116624)/(228469)*a^(5) + (494002)/(228469)*a^(4) + (860860)/(228469)*a^(3) - (176798)/(228469)*a^(2) - (657325)/(228469)*a - (78941)/(228469) , (181258)/(228469)*a^(16) + (32716)/(228469)*a^(15) - (250122)/(228469)*a^(14) - (694096)/(228469)*a^(13) + (461000)/(228469)*a^(12) + (861913)/(228469)*a^(11) - (322574)/(228469)*a^(10) + (60064)/(228469)*a^(9) - (512236)/(228469)*a^(8) + (643019)/(228469)*a^(7) - (1036604)/(228469)*a^(6) - (458820)/(228469)*a^(5) + (2084935)/(228469)*a^(4) - (648712)/(228469)*a^(3) - (376705)/(228469)*a^(2) + (244085)/(228469)*a - (30718)/(228469) ], 154.682742806, []]