/* 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^14 - 2*x^13 - 49*x^12 + 130*x^11 + 690*x^10 - 2164*x^9 - 3225*x^8 + 13320*x^7 + 86*x^6 - 26074*x^5 + 20214*x^4 - 1996*x^3 - 1359*x^2 + 78*x + 7, 14, 1, [14, 0], 83801419645740806624509952, [2, 43], [1, a, a^2, a^3, a^4, a^5, 1/7*a^6 - 1/7*a^5 + 1/7*a^4 - 1/7*a^3 + 1/7*a^2 - 1/7*a, 1/7*a^7 - 1/7*a, 1/7*a^8 - 1/7*a^2, 1/7*a^9 - 1/7*a^3, 1/49*a^10 + 3/49*a^9 - 3/49*a^8 + 2/49*a^7 + 1/49*a^6 - 15/49*a^5 - 2/7*a^4 + 17/49*a^3 + 18/49*a^2 + 11/49*a - 3/7, 1/49*a^11 + 2/49*a^9 - 3/49*a^8 + 2/49*a^7 + 3/49*a^6 + 10/49*a^5 - 18/49*a^4 - 19/49*a^3 - 8/49*a^2 + 16/49*a + 2/7, 1/343*a^12 - 2/343*a^11 + 2/343*a^10 - 2/49*a^9 + 8/343*a^8 - 22/343*a^7 + 4/343*a^6 + 158/343*a^5 + 17/343*a^4 - 110/343*a^3 - 164/343*a^2 + 3/343*a + 17/49, 1/26431843081*a^13 + 4344747/26431843081*a^12 - 47361633/26431843081*a^11 + 110836676/26431843081*a^10 + 720011363/26431843081*a^9 + 1762804521/26431843081*a^8 + 852064088/26431843081*a^7 + 261596610/26431843081*a^6 + 5208466355/26431843081*a^5 - 364560010/26431843081*a^4 + 7921916222/26431843081*a^3 - 7352728186/26431843081*a^2 - 9948901142/26431843081*a + 249168117/3775977583], 0, 1, [], 1, [ (213760802)/(26431843081)*a^(13) - (377163042)/(26431843081)*a^(12) - (10508174836)/(26431843081)*a^(11) + (25234705479)/(26431843081)*a^(10) + (150729235828)/(26431843081)*a^(9) - (421532129831)/(26431843081)*a^(8) - (748800010606)/(26431843081)*a^(7) + (2578266675298)/(26431843081)*a^(6) + (408518351286)/(26431843081)*a^(5) - (4912893246074)/(26431843081)*a^(4) + (3451320188878)/(26431843081)*a^(3) - (717479568089)/(26431843081)*a^(2) + (14193417209)/(26431843081)*a + (1995251138)/(3775977583) , (273901106)/(26431843081)*a^(13) - (692214408)/(26431843081)*a^(12) - (13254956314)/(26431843081)*a^(11) + (42779938947)/(26431843081)*a^(10) + (176266910452)/(26431843081)*a^(9) - (701182639844)/(26431843081)*a^(8) - (662586876424)/(26431843081)*a^(7) + (4274778165223)/(26431843081)*a^(6) - (1364526806472)/(26431843081)*a^(5) - (8204210497058)/(26431843081)*a^(4) + (8361698193942)/(26431843081)*a^(3) - (1216111332398)/(26431843081)*a^(2) - (572613680206)/(26431843081)*a + (6434598449)/(3775977583) , (925165984)/(26431843081)*a^(13) - (1695190356)/(26431843081)*a^(12) - (45579377722)/(26431843081)*a^(11) + (112482896826)/(26431843081)*a^(10) + (655202429834)/(26431843081)*a^(9) - (1884116561892)/(26431843081)*a^(8) - (3268723119864)/(26431843081)*a^(7) + (11646358221668)/(26431843081)*a^(6) + (1866289677120)/(26431843081)*a^(5) - (23030697925980)/(26431843081)*a^(4) + (14978703054626)/(26431843081)*a^(3) - (865206096915)/(26431843081)*a^(2) - (663839917326)/(26431843081)*a + (9517416540)/(3775977583) , (198463628)/(26431843081)*a^(13) - (436536598)/(26431843081)*a^(12) - (9727315244)/(26431843081)*a^(11) + (27772460486)/(26431843081)*a^(10) + (135825733392)/(26431843081)*a^(9) - (461104726959)/(26431843081)*a^(8) - (616534341984)/(26431843081)*a^(7) + (2854777513222)/(26431843081)*a^(6) - (136079418000)/(26431843081)*a^(5) - (5732815054166)/(26431843081)*a^(4) + (4328844345732)/(26431843081)*a^(3) - (33033749036)/(26431843081)*a^(2) - (396270477444)/(26431843081)*a - (4574737232)/(3775977583) , (230199070)/(26431843081)*a^(13) - (565744281)/(26431843081)*a^(12) - (11107168490)/(26431843081)*a^(11) + (35110587957)/(26431843081)*a^(10) + (147001301464)/(26431843081)*a^(9) - (573239955793)/(26431843081)*a^(8) - (542032646264)/(26431843081)*a^(7) + (3450845057435)/(26431843081)*a^(6) - (1232343233076)/(26431843081)*a^(5) - (6307182950266)/(26431843081)*a^(4) + (7204568358626)/(26431843081)*a^(3) - (1949314043422)/(26431843081)*a^(2) - (402725502362)/(26431843081)*a + (21732339026)/(3775977583) , (213760802)/(26431843081)*a^(13) - (377163042)/(26431843081)*a^(12) - (10508174836)/(26431843081)*a^(11) + (25234705479)/(26431843081)*a^(10) + (150729235828)/(26431843081)*a^(9) - (421532129831)/(26431843081)*a^(8) - (748800010606)/(26431843081)*a^(7) + (2578266675298)/(26431843081)*a^(6) + (408518351286)/(26431843081)*a^(5) - (4912893246074)/(26431843081)*a^(4) + (3451320188878)/(26431843081)*a^(3) - (717479568089)/(26431843081)*a^(2) + (40625260290)/(26431843081)*a - (1780726445)/(3775977583) , (101612802)/(26431843081)*a^(13) - (373403411)/(26431843081)*a^(12) - (4699493906)/(26431843081)*a^(11) + (21626369971)/(26431843081)*a^(10) + (51010859274)/(26431843081)*a^(9) - (342929512841)/(26431843081)*a^(8) - (4894718230)/(26431843081)*a^(7) + (1996118583754)/(26431843081)*a^(6) - (1993734277986)/(26431843081)*a^(5) - (3239140633573)/(26431843081)*a^(4) + (6014986732088)/(26431843081)*a^(3) - (2462329644932)/(26431843081)*a^(2) - (8573643280)/(26431843081)*a + (674751799)/(3775977583) , (796488508)/(26431843081)*a^(13) - (1686191482)/(26431843081)*a^(12) - (38899053125)/(26431843081)*a^(11) + (108117023633)/(26431843081)*a^(10) + (540258976023)/(26431843081)*a^(9) - (1790336457622)/(26431843081)*a^(8) - (2409750794545)/(26431843081)*a^(7) + (10962706977783)/(26431843081)*a^(6) - (918626157228)/(26431843081)*a^(5) - (21164502170635)/(26431843081)*a^(4) + (18067958234842)/(26431843081)*a^(3) - (2529829212179)/(26431843081)*a^(2) - (1120801022081)/(26431843081)*a + (10364389309)/(3775977583) , (2716681643)/(26431843081)*a^(13) - (5164654288)/(26431843081)*a^(12) - (133744583079)/(26431843081)*a^(11) + (339940195115)/(26431843081)*a^(10) + (1913690342267)/(26431843081)*a^(9) - (5693821628445)/(26431843081)*a^(8) - (9406246475167)/(26431843081)*a^(7) + (35346919605852)/(26431843081)*a^(6) + (4180992405139)/(26431843081)*a^(5) - (71056442918116)/(26431843081)*a^(4) + (47221198141136)/(26431843081)*a^(3) + (650140434962)/(26431843081)*a^(2) - (4189696615642)/(26431843081)*a - (29477972642)/(3775977583) , (597182086)/(26431843081)*a^(13) - (1819317832)/(26431843081)*a^(12) - (28545341337)/(26431843081)*a^(11) + (108893866224)/(26431843081)*a^(10) + (357421170166)/(26431843081)*a^(9) - (1771521047302)/(26431843081)*a^(8) - (978384878439)/(26431843081)*a^(7) + (10800774937541)/(26431843081)*a^(6) - (5912342677097)/(26431843081)*a^(5) - (20852830051912)/(26431843081)*a^(4) + (24283806384248)/(26431843081)*a^(3) - (3133377928985)/(26431843081)*a^(2) - (2072460606453)/(26431843081)*a - (5504553116)/(3775977583) , (2252093259)/(26431843081)*a^(13) - (4824678681)/(26431843081)*a^(12) - (109787357349)/(26431843081)*a^(11) + (308599921571)/(26431843081)*a^(10) + (1516174754727)/(26431843081)*a^(9) - (5102952458927)/(26431843081)*a^(8) - (6630483047493)/(26431843081)*a^(7) + (31172130698316)/(26431843081)*a^(6) - (3709935437044)/(26431843081)*a^(5) - (59630887785772)/(26431843081)*a^(4) + (53242682351609)/(26431843081)*a^(3) - (9183348565402)/(26431843081)*a^(2) - (2876041450360)/(26431843081)*a + (68396978278)/(3775977583) , (618313987)/(26431843081)*a^(13) - (948984459)/(26431843081)*a^(12) - (30689838916)/(26431843081)*a^(11) + (65982515294)/(26431843081)*a^(10) + (455009417986)/(26431843081)*a^(9) - (1119386459547)/(26431843081)*a^(8) - (2484430801800)/(26431843081)*a^(7) + (6981120898718)/(26431843081)*a^(6) + (3154227384893)/(26431843081)*a^(5) - (14141009269105)/(26431843081)*a^(4) + (6117494680841)/(26431843081)*a^(3) + (737501536475)/(26431843081)*a^(2) - (245298330766)/(26431843081)*a + (420890779)/(3775977583) , (573671241)/(26431843081)*a^(13) - (1051686857)/(26431843081)*a^(12) - (28202138081)/(26431843081)*a^(11) + (69924130336)/(26431843081)*a^(10) + (403650710823)/(26431843081)*a^(9) - (1173395572252)/(26431843081)*a^(8) - (1990392189748)/(26431843081)*a^(7) + (7281041908461)/(26431843081)*a^(6) + (949808191573)/(26431843081)*a^(5) - (14579365036889)/(26431843081)*a^(4) + (9755634471459)/(26431843081)*a^(3) - (49896535637)/(26431843081)*a^(2) - (776407295637)/(26431843081)*a - (5756289477)/(3775977583) ], 1198577302.5055304, [[x^2 - 2, 1], [x^7 - x^6 - 18*x^5 + 35*x^4 + 38*x^3 - 104*x^2 + 7*x + 49, 1]]]