/* 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 - x^15 - x^14 - 5*x^13 + 4*x^12 + x^11 + 15*x^9 - 13*x^8 - 2*x^7 + 7*x^6 - 18*x^5 + 20*x^4 - 10*x^3 + 6*x^2 - 4*x + 1, 17, 10, [3, 7], -1586349738982991023, [2131, 546781, 1361451193], [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, 1/55463*a^16 - 19341/55463*a^15 - 23655/55463*a^14 - 2933/55463*a^13 - 11501/55463*a^12 - 21248/55463*a^11 - 23261/55463*a^10 - 24855/55463*a^9 + 22749/55463*a^8 - 443/55463*a^7 + 26759/55463*a^6 - 20559/55463*a^5 + 17354/55463*a^4 + 18382/55463*a^3 - 8442/55463*a^2 - 6344/55463*a + 15144/55463], 0, 1, [], 0, [ a , (3313505)/(55463)*a^(16) + (1883703)/(55463)*a^(15) - (2257602)/(55463)*a^(14) - (4609419)/(55463)*a^(13) - (19183903)/(55463)*a^(12) + (2372962)/(55463)*a^(11) + (4763612)/(55463)*a^(10) + (2726001)/(55463)*a^(9) + (51241702)/(55463)*a^(8) - (13975633)/(55463)*a^(7) - (14819665)/(55463)*a^(6) + (14778150)/(55463)*a^(5) - (51222941)/(55463)*a^(4) + (37097150)/(55463)*a^(3) - (11769705)/(55463)*a^(2) + (13023326)/(55463)*a - (5809441)/(55463) , (531044)/(55463)*a^(16) + (381892)/(55463)*a^(15) - (252802)/(55463)*a^(14) - (705642)/(55463)*a^(13) - (3168338)/(55463)*a^(12) - (174729)/(55463)*a^(11) + (382191)/(55463)*a^(10) + (263435)/(55463)*a^(9) + (8199672)/(55463)*a^(8) - (976780)/(55463)*a^(7) - (1743650)/(55463)*a^(6) + (2542863)/(55463)*a^(5) - (7814787)/(55463)*a^(4) + (4932626)/(55463)*a^(3) - (1718511)/(55463)*a^(2) + (1876152)/(55463)*a - (725683)/(55463) , (1690022)/(55463)*a^(16) + (1013641)/(55463)*a^(15) - (1071122)/(55463)*a^(14) - (2324736)/(55463)*a^(13) - (9862549)/(55463)*a^(12) + (819302)/(55463)*a^(11) + (2125622)/(55463)*a^(10) + (1291982)/(55463)*a^(9) + (26202970)/(55463)*a^(8) - (6252028)/(55463)*a^(7) - (6999654)/(55463)*a^(6) + (7620724)/(55463)*a^(5) - (26038370)/(55463)*a^(4) + (18240708)/(55463)*a^(3) - (6019997)/(55463)*a^(2) + (6542133)/(55463)*a - (2758647)/(55463) , (3709248)/(55463)*a^(16) + (2156044)/(55463)*a^(15) - (2457664)/(55463)*a^(14) - (5148604)/(55463)*a^(13) - (21548886)/(55463)*a^(12) + (2315665)/(55463)*a^(11) + (5078966)/(55463)*a^(10) + (3007712)/(55463)*a^(9) + (57401442)/(55463)*a^(8) - (14858647)/(55463)*a^(7) - (16069893)/(55463)*a^(6) + (16506488)/(55463)*a^(5) - (57194898)/(55463)*a^(4) + (40944843)/(55463)*a^(3) - (13315807)/(55463)*a^(2) + (14570856)/(55463)*a - (6397470)/(55463) , (1181405)/(55463)*a^(16) + (647265)/(55463)*a^(15) - (825410)/(55463)*a^(14) - (1618367)/(55463)*a^(13) - (6779651)/(55463)*a^(12) + (1003231)/(55463)*a^(11) + (1698499)/(55463)*a^(10) + (842223)/(55463)*a^(9) + (18157373)/(55463)*a^(8) - (5393458)/(55463)*a^(7) - (5297034)/(55463)*a^(6) + (5564254)/(55463)*a^(5) - (18153833)/(55463)*a^(4) + (13637495)/(55463)*a^(3) - (4279538)/(55463)*a^(2) + (4596225)/(55463)*a - (2164814)/(55463) , (46194)/(1499)*a^(16) + (25806)/(1499)*a^(15) - (32014)/(1499)*a^(14) - (64344)/(1499)*a^(13) - (266937)/(1499)*a^(12) + (36074)/(1499)*a^(11) + (67997)/(1499)*a^(10) + (38659)/(1499)*a^(9) + (714375)/(1499)*a^(8) - (201959)/(1499)*a^(7) - (208495)/(1499)*a^(6) + (206359)/(1499)*a^(5) - (716056)/(1499)*a^(4) + (522729)/(1499)*a^(3) - (166790)/(1499)*a^(2) + (182642)/(1499)*a - (82823)/(1499) , (1969398)/(55463)*a^(16) + (1140663)/(55463)*a^(15) - (1293952)/(55463)*a^(14) - (2712423)/(55463)*a^(13) - (11436373)/(55463)*a^(12) + (1231185)/(55463)*a^(11) + (2603900)/(55463)*a^(10) + (1535491)/(55463)*a^(9) + (30493075)/(55463)*a^(8) - (7941533)/(55463)*a^(7) - (8310689)/(55463)*a^(6) + (8898006)/(55463)*a^(5) - (30482451)/(55463)*a^(4) + (21849876)/(55463)*a^(3) - (7279226)/(55463)*a^(2) + (7721140)/(55463)*a - (3327162)/(55463) , (2378614)/(55463)*a^(16) + (1341422)/(55463)*a^(15) - (1618357)/(55463)*a^(14) - (3278261)/(55463)*a^(13) - (13735244)/(55463)*a^(12) + (1754220)/(55463)*a^(11) + (3333455)/(55463)*a^(10) + (1831381)/(55463)*a^(9) + (36717017)/(55463)*a^(8) - (10189657)/(55463)*a^(7) - (10489281)/(55463)*a^(6) + (10839011)/(55463)*a^(5) - (36697826)/(55463)*a^(4) + (26825220)/(55463)*a^(3) - (8587929)/(55463)*a^(2) + (9375367)/(55463)*a - (4205771)/(55463) ], 130.579387289, []]