/* 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^18 - 2*x^17 + 5*x^16 - 16*x^15 + 25*x^14 - 42*x^13 + 64*x^12 - 86*x^11 + 92*x^10 - 118*x^9 + 153*x^8 - 76*x^7 + 161*x^6 - 36*x^5 + 115*x^4 - 18*x^3 + 60*x^2 - 6*x + 17, 18, 880, [0, 9], -85680665737806343831552, [2, 37, 151], [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, 1/5*a^16 + 1/5*a^14 + 1/5*a^13 - 2/5*a^12 + 2/5*a^10 - 2/5*a^9 - 2/5*a^6 - 1/5*a^4 + 2/5*a^3 - 2/5*a^2 - 2/5, 1/2412692445354155*a^17 - 27394375532431/2412692445354155*a^16 - 871757010281614/2412692445354155*a^15 - 113375171412737/482538489070831*a^14 - 380816987393573/2412692445354155*a^13 - 645112149553223/2412692445354155*a^12 + 597694421333907/2412692445354155*a^11 + 686462202889781/2412692445354155*a^10 - 1106570791206413/2412692445354155*a^9 + 229354862765696/482538489070831*a^8 - 1201489492327622/2412692445354155*a^7 - 447144352031813/2412692445354155*a^6 + 684096324348814/2412692445354155*a^5 - 507051525782962/2412692445354155*a^4 + 1077801294526116/2412692445354155*a^3 - 472262614632483/2412692445354155*a^2 + 4292544475573/2412692445354155*a + 615818560225502/2412692445354155], 0, 1, [], 0, [ (83865088719209)/(2412692445354155)*a^(17) - (81072891087759)/(2412692445354155)*a^(16) + (275573165374709)/(2412692445354155)*a^(15) - (204641260152936)/(482538489070831)*a^(14) + (872034502118663)/(2412692445354155)*a^(13) - (1854887547229337)/(2412692445354155)*a^(12) + (2846224963410488)/(2412692445354155)*a^(11) - (2722418042083636)/(2412692445354155)*a^(10) + (1677560845180028)/(2412692445354155)*a^(9) - (840245440742972)/(482538489070831)*a^(8) + (4653924799505152)/(2412692445354155)*a^(7) + (5609173800934883)/(2412692445354155)*a^(6) + (11153344380830371)/(2412692445354155)*a^(5) + (7113983591305057)/(2412692445354155)*a^(4) + (4952020660526664)/(2412692445354155)*a^(3) + (3486907628654488)/(2412692445354155)*a^(2) + (4021711060953247)/(2412692445354155)*a + (886831024797818)/(2412692445354155) , (3553876255798)/(2412692445354155)*a^(17) + (1986950149942)/(2412692445354155)*a^(16) + (43955017342328)/(2412692445354155)*a^(15) - (37906092298337)/(482538489070831)*a^(14) + (307830976108566)/(2412692445354155)*a^(13) - (887023565310509)/(2412692445354155)*a^(12) + (1976336009577621)/(2412692445354155)*a^(11) - (2742981175164352)/(2412692445354155)*a^(10) + (3493156596919306)/(2412692445354155)*a^(9) - (1012282001531803)/(482538489070831)*a^(8) + (5258707723424319)/(2412692445354155)*a^(7) - (3397306811594694)/(2412692445354155)*a^(6) + (6442489113515937)/(2412692445354155)*a^(5) - (5363734163638541)/(2412692445354155)*a^(4) + (138583933556893)/(2412692445354155)*a^(3) - (53033884123259)/(2412692445354155)*a^(2) + (975248475131484)/(2412692445354155)*a + (82682030061031)/(2412692445354155) , (131584940893869)/(2412692445354155)*a^(17) - (241758219634004)/(2412692445354155)*a^(16) + (414780228472104)/(2412692445354155)*a^(15) - (323532507608596)/(482538489070831)*a^(14) + (2112715858741173)/(2412692445354155)*a^(13) - (2108076373000727)/(2412692445354155)*a^(12) + (3392554016249443)/(2412692445354155)*a^(11) - (3886734865147411)/(2412692445354155)*a^(10) + (873889754180633)/(2412692445354155)*a^(9) - (386726616387558)/(482538489070831)*a^(8) + (7470830211225677)/(2412692445354155)*a^(7) + (6719341428286633)/(2412692445354155)*a^(6) - (439609064337489)/(2412692445354155)*a^(5) - (577754043459318)/(2412692445354155)*a^(4) - (1065813772861806)/(2412692445354155)*a^(3) + (973919023687183)/(2412692445354155)*a^(2) + (1260720828492397)/(2412692445354155)*a + (3006986133217158)/(2412692445354155) , (94668038621583)/(2412692445354155)*a^(17) - (185289087914373)/(2412692445354155)*a^(16) + (441299995060438)/(2412692445354155)*a^(15) - (286213809446333)/(482538489070831)*a^(14) + (2193423014350121)/(2412692445354155)*a^(13) - (3552682569838834)/(2412692445354155)*a^(12) + (5285554917136566)/(2412692445354155)*a^(11) - (7225390787276257)/(2412692445354155)*a^(10) + (7709946885166751)/(2412692445354155)*a^(9) - (1924172554408193)/(482538489070831)*a^(8) + (13191641006382534)/(2412692445354155)*a^(7) - (6338506646087409)/(2412692445354155)*a^(6) + (13353778012343242)/(2412692445354155)*a^(5) - (2384081693665516)/(2412692445354155)*a^(4) + (11895652213968953)/(2412692445354155)*a^(3) - (1947243350446224)/(2412692445354155)*a^(2) + (2408092143352249)/(2412692445354155)*a - (2036415381528124)/(2412692445354155) , (138886034681718)/(2412692445354155)*a^(17) - (470908878143108)/(2412692445354155)*a^(16) + (1008813118096278)/(2412692445354155)*a^(15) - (574475579069744)/(482538489070831)*a^(14) + (5832366011036876)/(2412692445354155)*a^(13) - (8713056041506094)/(2412692445354155)*a^(12) + (12606354858485166)/(2412692445354155)*a^(11) - (17231472597266662)/(2412692445354155)*a^(10) + (18869042588868546)/(2412692445354155)*a^(9) - (3886221224005373)/(482538489070831)*a^(8) + (26467004884566534)/(2412692445354155)*a^(7) - (21722083270306654)/(2412692445354155)*a^(6) + (14763813672703162)/(2412692445354155)*a^(5) - (13044379316590311)/(2412692445354155)*a^(4) + (8600886857158328)/(2412692445354155)*a^(3) - (10228873794354454)/(2412692445354155)*a^(2) + (5444036899612394)/(2412692445354155)*a - (2019951049571914)/(2412692445354155) , (481566723163072)/(2412692445354155)*a^(17) - (732291628664277)/(2412692445354155)*a^(16) + (1488074170121997)/(2412692445354155)*a^(15) - (1125625828206096)/(482538489070831)*a^(14) + (6406180681691894)/(2412692445354155)*a^(13) - (7909015110333031)/(2412692445354155)*a^(12) + (11370022698106324)/(2412692445354155)*a^(11) - (12993551355019203)/(2412692445354155)*a^(10) + (4280187098112899)/(2412692445354155)*a^(9) - (1967995196467931)/(482538489070831)*a^(8) + (24558980141475396)/(2412692445354155)*a^(7) + (25561949557140539)/(2412692445354155)*a^(6) + (16206511441729303)/(2412692445354155)*a^(5) + (24184705301626061)/(2412692445354155)*a^(4) + (19197157079720567)/(2412692445354155)*a^(3) + (17231640870445779)/(2412692445354155)*a^(2) + (4161871179326826)/(2412692445354155)*a + (10916728260709154)/(2412692445354155) , (87189795270793)/(2412692445354155)*a^(17) - (217321636649008)/(2412692445354155)*a^(16) + (550930439778208)/(2412692445354155)*a^(15) - (315589760320832)/(482538489070831)*a^(14) + (2729483028422846)/(2412692445354155)*a^(13) - (4533920601382529)/(2412692445354155)*a^(12) + (6222600503896506)/(2412692445354155)*a^(11) - (7764781336960172)/(2412692445354155)*a^(10) + (7559202853101596)/(2412692445354155)*a^(9) - (1566741892990556)/(482538489070831)*a^(8) + (9222629678403484)/(2412692445354155)*a^(7) - (3029566131912934)/(2412692445354155)*a^(6) + (6434544126292577)/(2412692445354155)*a^(5) + (6075329417992414)/(2412692445354155)*a^(4) + (3121764604321798)/(2412692445354155)*a^(3) + (5874605052297941)/(2412692445354155)*a^(2) + (661827198078034)/(2412692445354155)*a + (1994118631327196)/(2412692445354155) , (94186780368323)/(2412692445354155)*a^(17) - (294673929401493)/(2412692445354155)*a^(16) + (565284342046608)/(2412692445354155)*a^(15) - (359493822670737)/(482538489070831)*a^(14) + (3550606995017726)/(2412692445354155)*a^(13) - (4873854282237209)/(2412692445354155)*a^(12) + (7794228455617031)/(2412692445354155)*a^(11) - (11075657370406872)/(2412692445354155)*a^(10) + (11730491954862236)/(2412692445354155)*a^(9) - (2498954050635178)/(482538489070831)*a^(8) + (19044998818144644)/(2412692445354155)*a^(7) - (13330812856785499)/(2412692445354155)*a^(6) + (7157646531710377)/(2412692445354155)*a^(5) - (15992816012971351)/(2412692445354155)*a^(4) + (3932934985495173)/(2412692445354155)*a^(3) - (6867134538428574)/(2412692445354155)*a^(2) + (2087177062912379)/(2412692445354155)*a - (3132192306000764)/(2412692445354155) ], 9189.10663748, [[x^3 - x^2 - 3*x + 1, 1], [x^9 - 3*x^8 + x^7 + 4*x^6 - 4*x^5 + x^4 + x^3 - x^2 - 1, 1]]]