/* 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 - x^13 - 6*x^12 + 27*x^11 + 14*x^10 - 164*x^9 - 5*x^8 + 350*x^7 - 449*x^6 - 869*x^5 + 1045*x^4 + 1677*x^3 + 77*x^2 - 222*x - 20, 14, 48, [6, 4], 2627301176298859987913, [7, 17, 173], [1, a, a^2, a^3, a^4, a^5, a^6, a^7, a^8, a^9, a^10, 1/7*a^11 + 1/7*a^10 - 3/7*a^9 + 3/7*a^7 - 1/7*a^6 + 3/7*a^5 + 2/7*a^4 - 2/7*a^2 + 3/7*a + 1/7, 1/7*a^12 + 3/7*a^10 + 3/7*a^9 + 3/7*a^8 + 3/7*a^7 - 3/7*a^6 - 1/7*a^5 - 2/7*a^4 - 2/7*a^3 - 2/7*a^2 - 2/7*a - 1/7, 1/1322804537612698*a^13 - 8781889732291/1322804537612698*a^12 + 39664381224649/661402268806349*a^11 + 8291844348403/188972076801814*a^10 - 69032217829103/661402268806349*a^9 - 107716513828960/661402268806349*a^8 + 467147857451259/1322804537612698*a^7 - 132176201535734/661402268806349*a^6 + 574282756504801/1322804537612698*a^5 - 352047247165163/1322804537612698*a^4 + 563933866209363/1322804537612698*a^3 + 51797705178053/1322804537612698*a^2 - 394456154935767/1322804537612698*a - 80123337624656/661402268806349], 0, 1, [], 0, [ (5028136864981)/(661402268806349)*a^(13) - (3379717729182)/(661402268806349)*a^(12) - (4964011521982)/(94486038400907)*a^(11) + (134844030256882)/(661402268806349)*a^(10) + (115334218007292)/(661402268806349)*a^(9) - (881299251297060)/(661402268806349)*a^(8) - (25118574492055)/(94486038400907)*a^(7) + (2006593921628684)/(661402268806349)*a^(6) - (2117139664394775)/(661402268806349)*a^(5) - (5366174452921070)/(661402268806349)*a^(4) + (5327663499505203)/(661402268806349)*a^(3) + (10051918235076659)/(661402268806349)*a^(2) - (170149379500250)/(661402268806349)*a - (241743569051723)/(94486038400907) , (22229748129087)/(1322804537612698)*a^(13) - (23812773461837)/(1322804537612698)*a^(12) - (59553467505590)/(661402268806349)*a^(11) + (580086723108537)/(1322804537612698)*a^(10) + (120673777929967)/(661402268806349)*a^(9) - (1655641948331894)/(661402268806349)*a^(8) - (188397093516439)/(1322804537612698)*a^(7) + (3216590499023466)/(661402268806349)*a^(6) - (8948969318924001)/(1322804537612698)*a^(5) - (17679094630545639)/(1322804537612698)*a^(4) + (18547331728391727)/(1322804537612698)*a^(3) + (35273788358675105)/(1322804537612698)*a^(2) + (10271142450591493)/(1322804537612698)*a + (68920859311187)/(94486038400907) , (3740768113991)/(188972076801814)*a^(13) - (62284286942403)/(1322804537612698)*a^(12) - (5065029840224)/(94486038400907)*a^(11) + (808827478820043)/(1322804537612698)*a^(10) - (379335661403942)/(661402268806349)*a^(9) - (1616527139443781)/(661402268806349)*a^(8) + (4405736884125623)/(1322804537612698)*a^(7) + (1496274569261736)/(661402268806349)*a^(6) - (15975089002922447)/(1322804537612698)*a^(5) - (668350720912607)/(1322804537612698)*a^(4) + (27774535647499587)/(1322804537612698)*a^(3) + (4320082657405657)/(1322804537612698)*a^(2) - (5392662676709117)/(1322804537612698)*a - (641830598607173)/(661402268806349) , (9690797204749)/(661402268806349)*a^(13) - (7856873255460)/(661402268806349)*a^(12) - (65748210455772)/(661402268806349)*a^(11) + (269409791332648)/(661402268806349)*a^(10) + (183822897330962)/(661402268806349)*a^(9) - (1735902609333360)/(661402268806349)*a^(8) - (42821047909685)/(661402268806349)*a^(7) + (3835509403773136)/(661402268806349)*a^(6) - (4989284178878784)/(661402268806349)*a^(5) - (8977010411816828)/(661402268806349)*a^(4) + (11785845579078939)/(661402268806349)*a^(3) + (15932778614251825)/(661402268806349)*a^(2) - (110986862925970)/(94486038400907)*a - (281935283315303)/(661402268806349) , (1832186483779)/(94486038400907)*a^(13) - (33216199026618)/(661402268806349)*a^(12) - (22724176932362)/(661402268806349)*a^(11) + (54366537218547)/(94486038400907)*a^(10) - (432631226288669)/(661402268806349)*a^(9) - (1380150199686416)/(661402268806349)*a^(8) + (2143761226258478)/(661402268806349)*a^(7) + (123130756852585)/(94486038400907)*a^(6) - (7111506607556249)/(661402268806349)*a^(5) + (579394843682983)/(661402268806349)*a^(4) + (11762308450089125)/(661402268806349)*a^(3) + (2453722312393069)/(661402268806349)*a^(2) - (1051856831175287)/(661402268806349)*a - (537769267209479)/(661402268806349) , (3996700326831)/(1322804537612698)*a^(13) - (21104481464125)/(1322804537612698)*a^(12) + (11490853359640)/(661402268806349)*a^(11) + (127379173973603)/(1322804537612698)*a^(10) - (224148258343731)/(661402268806349)*a^(9) + (9173138947688)/(661402268806349)*a^(8) + (1568068253329149)/(1322804537612698)*a^(7) - (770286496244707)/(661402268806349)*a^(6) - (1995684724005009)/(1322804537612698)*a^(5) + (4964571216678863)/(1322804537612698)*a^(4) + (2694294420033099)/(1322804537612698)*a^(3) - (6604751923875807)/(1322804537612698)*a^(2) - (2313427722010563)/(1322804537612698)*a + (50975790127709)/(661402268806349) , (3899834466707)/(661402268806349)*a^(13) - (7444001582282)/(661402268806349)*a^(12) - (2007456992134)/(94486038400907)*a^(11) + (110699216905924)/(661402268806349)*a^(10) - (43438308780949)/(661402268806349)*a^(9) - (538729318171372)/(661402268806349)*a^(8) + (380471634481656)/(661402268806349)*a^(7) + (857870633248263)/(661402268806349)*a^(6) - (2214872876954573)/(661402268806349)*a^(5) - (1321551296143721)/(661402268806349)*a^(4) + (4039135164776359)/(661402268806349)*a^(3) + (411017650258109)/(94486038400907)*a^(2) + (9187328745427)/(94486038400907)*a - (96457168085067)/(661402268806349) , (22034098220959)/(661402268806349)*a^(13) - (25864098522923)/(661402268806349)*a^(12) - (135168934969816)/(661402268806349)*a^(11) + (645222607941085)/(661402268806349)*a^(10) + (195022844850047)/(661402268806349)*a^(9) - (3882370820881173)/(661402268806349)*a^(8) + (1012957257295010)/(661402268806349)*a^(7) + (8203378931008610)/(661402268806349)*a^(6) - (13252532086236377)/(661402268806349)*a^(5) - (16640955643878970)/(661402268806349)*a^(4) + (30394317144228192)/(661402268806349)*a^(3) + (3973952353604248)/(94486038400907)*a^(2) - (11521606729177225)/(661402268806349)*a - (188389244629207)/(94486038400907) , (6397716189446)/(661402268806349)*a^(13) - (7251256505966)/(661402268806349)*a^(12) - (28913709653656)/(661402268806349)*a^(11) + (23018039079569)/(94486038400907)*a^(10) + (25731582235428)/(661402268806349)*a^(9) - (830366245877646)/(661402268806349)*a^(8) + (78410247009834)/(661402268806349)*a^(7) + (1038926673043534)/(661402268806349)*a^(6) - (3095595849330354)/(661402268806349)*a^(5) - (2599530429054388)/(661402268806349)*a^(4) + (7480608402034690)/(661402268806349)*a^(3) + (7620579990704284)/(661402268806349)*a^(2) - (616112248817864)/(661402268806349)*a - (1203596493547043)/(661402268806349) ], 926657.111518, [[x^7 - x^6 - 12*x^5 + 9*x^4 + 37*x^3 - 26*x^2 - 21*x + 5, 1]]]