Newform data - 25.14.b.b

Formats: - HTML - YAML - JSON - 2025-12-05T08:15:24.358474

• mf_newforms •

  Column	Type
  Nk2	integer
  analytic_conductor	double precision
  analytic_rank	smallint
  analytic_rank_proved	boolean
  artin_degree	integer
  artin_field	numeric[]
  artin_field_label	text
  artin_image	text
  atkin_lehner_eigenvals	integer[]
  atkin_lehner_string	text
  char_conductor	integer
  char_degree	integer
  char_is_minimal	boolean
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  cm_discs	integer[]
  conrey_index	integer
  dim	integer
  embedded_related_objects	text[]
  field_disc	numeric
  field_disc_factorization	numeric[]
  field_poly	numeric[]
  field_poly_is_cyclotomic	boolean
  field_poly_is_real_cyclotomic	boolean
  field_poly_root_of_unity	integer
  fricke_eigenval	smallint
  has_non_self_twist	smallint
  hecke_cutters	jsonb
  hecke_orbit	integer
  hecke_orbit_code	bigint
  hecke_ring_generator_nbound	integer
  hecke_ring_index	numeric
  hecke_ring_index_factorization	numeric[]
  hecke_ring_index_proved	boolean
  inner_twist_count	integer
  inner_twists	integer[]
  is_cm	boolean
  is_largest	boolean
  is_maximal	boolean
  is_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  minimal_twist	text
  nf_label	text
  prim_orbit_index	smallint
  projective_field	numeric[]
  projective_field_label	text
  projective_image	text
  projective_image_type	text
  qexp_display	text
  related_objects	text[]
  relative_dim	integer
  rm_discs	integer[]
  sato_tate_group	text
  self_twist_discs	integer[]
  self_twist_type	smallint
  space_label	text
  trace_display	numeric[]
  trace_hash	bigint
  trace_moments	numeric[]
  trace_zratio	numeric
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'Nk2': 4900, 'analytic_conductor': 26.807732237978176, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 5, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [25, 2, [2], [1]], 'cm_discs': [], 'conrey_index': 24, 'dim': 6, 'field_disc': -9423723170658155584, 'field_disc_factorization': [[-1, 1], [2, 6], [139, 2], [1381, 2], [1999, 2]], 'field_poly': [350438400, 0, 19907716, 0, 8933, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [[2, [812247957504, 0, 380143168, 0, 42452, 0, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503668581728281, 'hecke_ring_generator_nbound': 13, 'hecke_ring_index': 8000000, 'hecke_ring_index_factorization': [[2, 9], [5, 6]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 5, 2, 1, 2, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '25.14.b.b', 'level': 25, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [5], 'level_radical': 5, 'minimal_twist': '5.14.a.b', 'prim_orbit_index': 2, 'qexp_display': 'q+(\\beta _{1}+\\beta _{2})q^{2}+(-3\\beta _{1}-3\\beta _{2}+\\beta _{5})q^{3}+\\cdots', 'related_objects': [], 'relative_dim': 6, 'rm_discs': [], 'sato_tate_group': '13.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '25.14.b', 'trace_display': [0, 0, 0, 0], 'trace_hash': 95135138832245185, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.040', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5.417', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.395', 'prec': 17}, {'__RealLiteral__': 0, 'data': '162.773', 'prec': 24}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '7293.113', 'prec': 27}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.508', 'prec': 17}, 'traces': [6, 0, 0, -35752, 0, 240752, 0, 0, -2572238, 0, -13208008, 0, 0, 93125856, 0, 399824416, 0, 0, -194982200, 0, 876401472, 0, 0, 7780718400, 0, -7493628088, 0, 0, -4472343700, 0, 14965988752, 0, 0, 60472147976, 0, -86723667704, 0, 0, 140377142144, 0, -21505768868, 0, 0, 136791650336, 0, 493656408672, 0, 0, 77913853258, 0, -258739765888, 0, 0, -492243874400, 0, -1045752902400, 0, 0, 110872847800, 0, 992322785492, 0, 0, -6595130988672, 0, -45767750336, 0, 0, 666758585664, 0, 1043995756672, 0, 0, 4836647173016, 0, 1243376100000, 0, 0, -5981273766400, 0, 641098105526, 0, 0, 1628468261376, 0, 4686627290192, 0, 0, 38846051916900, 0, -13585044740368, 0, 0, 14007115751936, 0, -4416662428928, 0, 0, -253574733016, 0, -54206468939388, 0, 0, -16555166930400, 0, 39657698406952, 0, 0, 6910011290700, 0, 60650054724992, 0, 0, -19794472856000, 0, 94436356842800, 0, 0, -145658200523664, 0, -174145654122242, 0, 0, -48135925043584, 0, 214798753022112, 0, 0, -112131545423296, 0, -36476815468248, 0, 0, -162824299229424, 0, -209841419224800, 0, 0, -189040368124200, 0, -557184722584768, 0, 0, 640748922907232, 0, 611483876133272, 0, 0, 750810937075100, 0, -91600193723488, 0, 0, -275115703175808, 0, 881343393849152, 0, 0, 824924768228224, 0, -989224909144608, 0, 0, 606549798361456, 0, 1139276277802032, 0, 0, -426664207963818, 0, -1306775456540200, 0, 0, 517231365023200, 0, -1568642165813888, 0, 0, 35578049165800, 0, 1952200242393252, 0, 0, -5210054941651200, 0, 1155422986723584, 0, 0, -2510490263299200, 0, -561901233127568, 0, 0, 199145253304136, 0, -2662672469789336, 0, 0, 2633433265622800, 0, 799129132821312, 0, 0, -2194594156698304, 0, 3128240348529952, 0, 0, 278167948669600, 0, -2125392197902008, 0, 0, 1219823038142256, 0, 7630772421705600, 0, 0, 4042672459892864, 0, 3202805643183272, 0, 0, 6557551607202816, 0, -8251181811204488, 0, 0, -2697819959436100, 0, -1788556817431296, 0, 0, 6532060930654424, 0, -26171361070656800, 0, 0, 4055908318336000, 0, 10633910679235532, 0, 0, 23666819164848336, 0, 967019032168544, 0, 0, -12629612473703616, 0, 4910606416615512, 0, 0, -11623715390880704, 0, 25404666972504576, 0, 0, -31541780649387824, 0, 9395738068640900, 0, 0, -17735889726931200, 0, -24519802110422400, 0, 0, 10551285440807500, 0, 35900342201275472, 0, 0, 19675349381792616, 0, -25762540508748288, 0, 0, 12653221062915504, 0, -42854198048471748, 0, 0, -78429292707756224, 0, 16886246608674784, 0, 0, -11232686276540722, 0, 61509436189557632, 0, 0, -15217365202215664, 0, -57937765299261600, 0, 0, 13714922751366384, 0, 8985568901702912, 0, 0, 50671556369481600, 0, 49997446224374552, 0, 0, 75498173233436224, 0, -94720144321487808, 0, 0, 89211248368440056, 0, -52447277570844800, 0, 0, 16043219440111600, 0, 2588525153950272, 0, 0, -37635444701573992, 0, 36367759288656112, 0, 0, 9436415771918496, 0, 110889532815454552, 0, 0, 71596224681377376, 0, 109751825963476992, 0, 0, -48297915751830656, 0, -27545397605094336, 0, 0, 35655332458411200, 0, 66564369020515272, 0, 0, -39674110610767700, 0, -172154646961260800, 0, 0, -216989379317051200, 0, -317437712946159600, 0, 0, 85659510040808400, 0, 23099600977052046, 0, 0, -176142758121734144, 0, 284940035987461664, 0, 0, -275242971535992236, 0, -273539295554213328, 0, 0, -151745013620871968, 0, 389447353139184000, 0, 0, 48716412931586200, 0, -52658272812678848, 0, 0, 253436640331084800, 0, 214490379092827192, 0, 0, -142772467969541700, 0, -409895063506285968, 0, 0, -132502260294348264, 0, 240043489121202272, 0, 0, 505976993250758400, 0, 71864509864677612, 0, 0, 596634285605233296, 0, 71406000490584000, 0, 0, -217246700439315900, 0, 388145027604312192, 0, 0, 604499092550701344, 0, -793210395760727168, 0, 0, 31673235762888200, 0, 29400528506671172, 0, 0, -795857608419285600, 0, -554861814220283776, 0, 0, -211451331172328192, 0, 27609474197779152, 0, 0, 542656089484061952, 0, 395567916441460400, 0, 0, 807491482428694000, 0, 188440214031192766, 0, 0, 192376453192243136, 0, -584064803791243328, 0, 0, -418333491328717100, 0, 52884019875675824, 0, 0, -395729881155208304, 0, 153969629379859200, 0, 0, -455118266159340800, 0, 611816452045725492, 0, 0, -1774022022648344000, 0, 250433822612779032, 0, 0, 55923109418215936, 0, 384459652923519872, 0, 0, -963735163529299200, 0, 793214370612031488, 0, 0, 1095995634942823200, 0, -997345765508811848, 0, 0, 749054403922532664, 0, -1117331409551388208, 0, 0, -664958737414571456, 0, 1999746632969360632, 0, 0, -407332978742151200, 0, -576362022056918528, 0, 0, -294661411735431800, 0, 48171423082254912, 0, 0, 233607409476192000, 0, -1492559491797280896, 0, 0, -1125353437677002900, 0, -534914280358937008, 0, 0, 637428943733434056, 0, -534470017340503168, 0, 0, 1885461286611060864, 0, 1561936995530254972, 0, 0, 3643770045943000416, 0, -2629286110785736288, 0, 0, -422424616294525398, 0, 1589936490067724200, 0, 0, 754046254932477600, 0, 1253200489654603200, 0, 0, -319924412341988344, 0, 47093240218061332, 0, 0, 4490630823288459136, 0, -2384452706286329856, 0, 0, -3595240866648728516, 0, -2833244167255804400, 0, 0, -532602604841896104, 0, 5825751037406645600, 0, 0, 1589640488756689824, 0, 257242604898045184, 0, 0, -936666000188479744, 0, 7322012923606610832, 0, 0, 169799234507357700, 0, -2667783531372982728, 0, 0, -4560631142045775168, 0, -4423463039566735744, 0, 0, 3785663676959576704, 0, 1223734926677506752, 0, 0, -11593296073457815200, 0, -1019739446952922008, 0, 0, -5123107942858222400, 0, -6591233612447799168, 0, 0, 1780480685161059200, 0, -1116491008014557200, 0, 0, 7223815361337294800, 0, -1324920197557237188, 0, 0, 2212665142109090496, 0, 510355203722956704, 0, 0, -6048678794539939200, 0, 5694155685617541392, 0, 0, -2743622891040912944, 0, 3473063747500723200, 0, 0, 2810240167062838200, 0, -27204721062480000, 0, 0, -3484152895008732416, 0, 7674765379266532312, 0, 0, -8639443174590048904, 0, -2989635995173106848, 0, 0, 12582372999969101176, 0, 1545436113125411392, 0, 0, 7468298528258921344, 0, -1679502814346640468, 0, 0, 9859638858263579136, 0, -9017663895615284000, 0, 0, -2072358070416330400, 0, -6701851595706226176, 0, 0, 4802773470439781600, 0, 3920992823361273152, 0, 0, 15172519290310297000, 0, -1036068286818972508, 0, 0, -4955607341543448000, 0, 13059763900407897032, 0, 0, 10607364478680729664, 0, -208516174669436656, 0, 0, -15392341420776827384, 0, -18277017243512573544, 0, 0, -1229207709686956304, 0, 6268696556421381952, 0, 0, -6691631503219386400, 0, 12853977230549275200, 0, 0, -10972935598087286456, 0, -3179060805331980568, 0, 0, -753265058705730064, 0, -10751406252301219200, 0, 0, -7211596517568863616, 0, -8469408501091998188, 0, 0, 18982912760061200896, 0, 1741745069624327352, 0, 0, -8314866788331407300, 0, 12684999640810176000, 0, 0, -7773360587793727488, 0, -8065367330504079200, 0, 0, -506424884214004800, 0, -3477222383525463328, 0, 0, -26187136033879257584, 0, -9394910721338707664, 0, 0, 2383705243220619202, 0, -2779992813705732448, 0, 0, 10714155116558270976, 0, 56931512583829896192, 0, 0, -23891798956685905400, 0, 22310125953076480000, 0, 0, 12120322238981452800, 0, -27384188439141939928, 0, 0, -9819021751574606784, 0, 22873425261530689712, 0, 0, 12819691860567504400, 0, -23920973426212992000, 0, 0, -3278901917309559552, 0, 13924729038864692892, 0, 0, 6598853042448201856, 0, -22026305282198578368, 0, 0, 7369056325704616500, 0, -15193055488115680128, 0, 0, -6093116036577580816, 0, -66721290841228908000, 0, 0, 45388783571736971600, 0, -7101543336736304896, 0, 0, 31343934633838769888, 0, 28207253415047899584, 0, 0, -14652146524346136256, 0, 25597417430651753232, 0, 0, 18502751057734513336, 0, 1603543553941838400, 0, 0, -22091149849812252784, 0, -17521521811923105300, 0, 0, 13597516101348775296, 0, -7458022735641117696, 0, 0, -951655102637117500, 0, 6160952507360169592, 0, 0, -14359081341529678688, 0, 52016551681917989632, 0, 0, 65180352835327706064, 0, -6448380686802392028, 0, 0, -117156025737686169600, 0, 17642128290809251200, 0, 0, 56622092844884710700, 0, 26428644276477524352, 0, 0, 36218260980570622400, 0, -686872871297360000, 0, 0, -10979796541036478800, 0, -19911128556827943734, 0, 0, 71688808617697498336, 0, -33713490637425660928, 0, 0, -90688918367125550016, 0, -57378368778714359088, 0, 0, -22737453927917519808, 0, 3638793643153473600, 0, 0, -21870025597420272200, 0, 89147324088359904384, 0, 0, -118538671732568358400, 0, 7479999327001152632, 0, 0, 7359705181286515200, 0, -20958381512809234528, 0, 0, -33385501416913814400, 0, -51653598227189658688, 0, 0, -54530185599993549696, 0, 10204119983173303052, 0, 0, -32376776594483465824, 0, 129787835287910782992, 0, 0, 26599775358184097056, 0, -4635839483535375368, 0, 0, 57504458027133647200, 0, -136142826105415372800, 0, 0, 43475475538701549600, 0, 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197983332123546842832, 0, 0, 112060710061615951872, 0, -124510907871949600128, 0, 0, -171535493928416672000, 0], 'weight': 14, 'weight_parity': 1}
• mf_hecke_nf •

  Column	Type
  an	jsonb
  ap	jsonb
  char_orbit_index	smallint
  field_poly	numeric[]
  hecke_orbit_code	bigint
  hecke_ring_character_values	jsonb
  hecke_ring_cyclotomic_generator	integer
  hecke_ring_denominators	numeric[]
  hecke_ring_inverse_denominators	numeric[]
  hecke_ring_inverse_numerators	numeric[]
  hecke_ring_numerators	numeric[]
  hecke_ring_power_basis	boolean
  hecke_ring_rank	integer
  label	text
  level	integer
  maxp	integer
  weight	smallint

  
  {'an': [[1, 0, 0, 0, 0, 0], [0, 1, 1, 0, 0, 0], [0, -3, -3, 0, 0, 1], [-5959, 0, 0, 4, 1, 0], [0, 0, 0, 0, 0, 0], [40122, 0, 0, 32, 10, 0], [0, -1879, 2895, 0, 0, -99], [0, -6120, -17472, 0, 0, -852], [-428733, 0, 0, -554, 80, 0], [0, 0, 0, 0, 0, 0], [-2201364, 0, 0, 253, 88, 0], [0, -50064, -160896, 0, 0, 1144], [0, 62372, 227365, 0, 0, -10380], [15520440, 0, 0, -7098, 1608, 0], [0, 0, 0, 0, 0, 0], [66644188, 0, 0, -40552, -20356, 0], [0, -957764, 502597, 0, 0, 7788], [0, 860787, 246291, 0, 0, 92656], [-32484356, 0, 0, 18170, -38032, 0], [0, 0, 0, 0, 0, 0], [146089536, 0, 0, 66372, -67872, 0], [0, -2714668, -3680380, 0, 0, -56760], [0, -6456303, -2440713, 0, 0, -179931], [1296807768, 0, 0, 1392, -64104, 0], [0, 0, 0, 0, 0, 0], [-1248968823, 0, 0, -42239, 92425, 0], [0, -1695330, 43388382, 0, 0, -286858], [0, 17003248, 42403920, 0, 0, 308496], [-745557198, 0, 0, 109852, 499744, 0], [0, 0, 0, 0, 0, 0], [2494096784, 0, 0, -120931, 704024, 0], [0, 94989536, 219342272, 0, 0, 2843280], [0, 1445004, -2197140, 0, 0, -1805188], [10078490049, 0, 0, -2028023, 603841, 0], [0, 0, 0, 0, 0, 0], [-14454646677, 0, 0, 2367148, 2106179, 0], [0, -108165384, 204309355, 0, 0, -6455208], [0, -96270580, 278248556, 0, 0, 1068432], [23396803032, 0, 0, 9554825, -1838024, 0], [0, 0, 0, 0, 0, 0], [-3582366966, 0, 0, 5122334, -5783536, 0], [0, -43782048, 613179936, 0, 0, -4339296], [0, -44724103, -115830323, 0, 0, 8620077], [22799840844, 0, 0, -12249248, -3697364, 0], [0, 0, 0, 0, 0, 0], [82277661384, 0, 0, -29726586, -4779816, 0], [0, -246549119, 196730491, 0, 0, 45223509], [0, 844654272, 577803648, 0, 0, 16551584], [12986771175, 0, 0, -9548446, -3386896, 0], [0, 0, 0, 0, 0, 0], [-43116493032, 0, 0, -9389215, -20403848, 0], [0, -587300064, -146474504, 0, 0, -87982284], [0, -833062228, 1435335065, 0, 0, -81563364], [-82053865476, 0, 0, 25680640, 39659228, 0], [0, 0, 0, 0, 0, 0], [-174312012768, 0, 0, 48840672, 59587104, 0], [0, 1271317740, -5025674580, 0, 0, 91103324], [0, -688281070, 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0], [-1385941610407492310, 0, 0, 113983953442316, 391437056773280, 0], [-84487252940767152, 0, 0, 1025570788234818, 249316715299056, 0], [0, 7427963877922401, 103358874949866751, 0, 0, 99513748715445], [0, 8628556729401072, 8665361530995905, 0, 0, 22512555565488], [-3981841103788537652, 0, 0, -1387277796037900, -376166977339744, 0], [0, 41116210352159597, -16953926530232509, 0, 0, 1200774037209777], [3812197342541894624, 0, 0, -345088523379671, 120603139660984, 0], [0, -23599298078083904, -38035607984280853, 0, 0, 1240587306419136], [2320445879409531930, 0, 0, -1512394195776864, 1026881203750656, 0], [1227769485785659966, 0, 0, 986180749076724, 1219705495328352, 0], [0, 39692220669516972, 35100474933378225, 0, 0, -2942619926796516], [0, 5160436707664441, 61554970568840909, 0, 0, -2038041284735763], [0, 8937669799191956, 38828409307397195, 0, 0, 593829899655204], [-158217346232037642, 0, 0, -2800177812542048, -1175512622445824, 0], [1027041689850323468, 0, 0, 2044249344883877, 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[-3459130656158528064, 0, 0, 1924270569178453, -77200636972712, 0], [-6029510579800613144, 0, 0, 1564766390043494, 1586842995812432, 0], [8219891392089523230, 0, 0, 1630587537401938, 1582228943029360, 0], [0, -132255857707660084, -82391660120059311, 0, 0, -11923453099056708], [-3467446912682719074, 0, 0, 3479368278026528, 1352628465087488, 0], [0, -128531372265861219, 163950944558748297, 0, 0, -7947202208465631], [0, -138151104965027728, 374615991832571675, 0, 0, -9965943069149904], [0, 9411364822171761, 149056656838139719, 0, 0, -5710137692571387], [-15449006637542283444, 0, 0, -9095970072816717, -1274168224051032, 0], [0, 253672959553243276, 353343150333291061, 0, 0, -8954153856200580], [0, -36343041520810503, -100334675512080369, 0, 0, -12156708789764307], [32996844419570489360, 0, 0, 6183554697470841, 1132803061953336, 0], [0, -157495832446345444, -346366891557911049, 0, 0, 13183981723048524]], 'char_orbit_index': 2, 'field_poly': [350438400, 0, 19907716, 0, 8933, 0, 1], 'hecke_orbit_code': 4503668581728281, 'hecke_ring_character_values': [[2, [-1, 0, 0, 0, 0, 0]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 217020960, 43404192, 34779, 34779, 7234032], 'hecke_ring_inverse_denominators': [1, 50, 100, 50, 100, 50], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0, 0, 0], [0, 25, 1, 0, 0, 0], [-297759, 0, 0, 52, -23, 0], [0, -111850, 17216, 0, 0, 75], [1332726591, 0, 0, -209098, 125927, 0], [0, 504739150, -145562084, 0, 0, -2073975]], 'hecke_ring_numerators': [[1, 0, 0, 0, 0, 0], [0, 330511964, 0, -27653, 0, -1], [0, 517649780, 0, 138265, 0, 5], [136863720, 0, 251854, 0, 46, 0], [-140819427, 0, 418196, 0, 104, 0], [0, -3374013284, 0, -1841685, 0, -241]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 6, 'label': '25.14.b.b', 'level': 25, 'maxp': 997, 'weight': 14}
• mf_newspaces •

  Column	Type
  ALdims	integer[]
  ALdims_eis_new	integer[]
  ALdims_eis_old	integer[]
  ALdims_old	integer[]
  Nk2	integer
  a4_dim	integer
  a5_dim	integer
  analytic_conductor	double precision
  char_conductor	integer
  char_degree	integer
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  conrey_index	integer
  cusp_dim	integer
  dihedral_dim	integer
  dim	integer
  eis_dim	integer
  eis_new_dim	integer
  hecke_cutter_primes	integer[]
  hecke_orbit_code	bigint
  hecke_orbit_dims	integer[]
  label	text
  level	integer
  level_is_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  mf_dim	integer
  mf_new_dim	integer
  num_forms	smallint
  plus_dim	integer
  prim_orbit_index	smallint
  relative_dim	integer
  s4_dim	integer
  sturm_bound	integer
  trace_bound	integer
  trace_display	numeric[]
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'Nk2': 4900, 'analytic_conductor': 26.807732237978176, 'char_conductor': 5, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [25, 2, [2], [1]], 'conrey_index': 24, 'cusp_dim': 30, 'dim': 18, 'eis_dim': 6, 'eis_new_dim': 2, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 68954357785, 'hecke_orbit_dims': [4, 6, 8], 'label': '25.14.b', 'level': 25, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [5], 'level_radical': 5, 'mf_dim': 36, 'mf_new_dim': 20, 'num_forms': 3, 'prim_orbit_index': 2, 'relative_dim': 18, 'sturm_bound': 35, 'trace_bound': 1, 'trace_display': [0, 0, 0, 0], 'traces': [18, 0, 0, -48786, 0, -124214, 0, 0, -1497874, 0, -4791424, 0, 0, -82632372, 0, 281035458, 0, 0, -12153120, 0, -1109055024, 0, 0, 4142477490, 0, -10292002624, 0, 0, -4143373180, 0, 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56751265973815995840, 0, 0, -125621853391726256232, 0, 237155669532451340880, 0, 0, -130716042217399787008, 0, -5807930451644960804, 0, 0, 412840440369653284640, 0, -281505003734247471528, 0, 0, -161099647430574538248, 0, -182591611167541568944, 0, 0, 172448733798977393552, 0, 212994660538727884480, 0, 0, -35109023178150623232, 0, 75062123915926195314, 0, 0, -308444500957047512442, 0, 196376350571880902712, 0, 0, 300754498486417370360, 0, -128405119633135699584, 0, 0, -351667078328715081652, 0, -379375865987295732444, 0, 0, 141468214931779304520, 0, 19558095759139928780, 0, 0, 79523635985414035530, 0, 289789608152266101520, 0, 0, -172855413057915725808, 0, 318764902834345425696, 0, 0, 536715135967590192336, 0, -260887807903946566554, 0, 0, -260463246219025472320, 0], 'weight': 14, 'weight_parity': 1}
• mf_twists_nf •

  Column	Type
  conductor	integer
  degree	integer
  multiplicity	smallint
  order	integer
  parity	smallint
  self_twist_disc	integer
  source_char_orbit	smallint
  source_dim	integer
  source_hecke_orbit	integer
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_char_orbit	smallint
  target_dim	integer
  target_hecke_orbit	integer
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_char_orbit	smallint
  weight	smallint

  
  
  • id: 20249
    {'conductor': 5, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 6, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '25.14.b.b', 'source_level': 25, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '5.14.a.b', 'target_level': 5, 'twist_class_label': '5.14.a.b', 'twist_class_level': 5, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 14}
  • id: 20250
    {'conductor': 5, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 6, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '25.14.b.b', 'source_level': 25, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '25.14.a.b', 'target_level': 25, 'twist_class_label': '5.14.a.b', 'twist_class_level': 5, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 14}
  • id: 20251
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 2, 'source_dim': 6, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '25.14.b.b', 'source_level': 25, 'target_char_orbit': 2, 'target_dim': 6, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '25.14.b.b', 'target_level': 25, 'twist_class_label': '5.14.a.b', 'twist_class_level': 5, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 14}
  • id: 20252
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 6, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '25.14.b.b', 'source_level': 25, 'target_char_orbit': 2, 'target_dim': 6, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '25.14.b.b', 'target_level': 25, 'twist_class_label': '5.14.a.b', 'twist_class_level': 5, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 14}
  • id: 20253
    {'conductor': 15, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 6, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '25.14.b.b', 'source_level': 25, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '45.14.a.e', 'target_level': 45, 'twist_class_label': '5.14.a.b', 'twist_class_level': 5, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 14}
  • id: 20254
    {'conductor': 20, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 6, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '25.14.b.b', 'source_level': 25, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '80.14.a.g', 'target_level': 80, 'twist_class_label': '5.14.a.b', 'twist_class_level': 5, 'twisting_char_label': '20.e', 'twisting_char_orbit': 5, 'weight': 14}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 95800
    {'charpoly_factorization': [[[812247957504, 0, 380143168, 0, 42452, 0, 1], 1]], 'hecke_orbit_code': 4503668581728281, 'p': 2}
  • id: 95801
    {'charpoly_factorization': [[[1862599729586651136, 0, 7555308910848, 0, 6069088, 0, 1], 1]], 'hecke_orbit_code': 4503668581728281, 'p': 3}
  • id: 95802
    {'charpoly_factorization': [[[0, 1], 6]], 'hecke_orbit_code': 4503668581728281, 'p': 5}
  • id: 95803
    {'charpoly_factorization': [[[452353259923492937217626990444544, 0, 19712832860276484415488, 0, 251710104592, 0, 1], 1]], 'hecke_orbit_code': 4503668581728281, 'p': 7}
  • id: 95804
    {'charpoly_factorization': [[[8884881428085085632, 13558779730672, 6604004, 1], 2]], 'hecke_orbit_code': 4503668581728281, 'p': 11}
  • id: 95805
    {'charpoly_factorization': [[[2443818669694888928428050214972199174526016, 0, 104745426426383801349246773808, 0, 1121957423758668, 0, 1], 1]], 'hecke_orbit_code': 4503668581728281, 'p': 13}
  • id: 95806
    {'charpoly_factorization': [[[3078862751945612316031490286248815321836277824, 0, 211143098751622627959035483822128, 0, 35330077236988172, 0, 1], 1]], 'hecke_orbit_code': 4503668581728281, 'p': 17}
  • id: 95807
    {'charpoly_factorization': [[[1037255652409432406600000, -64102118148043600, 97491100, 1], 2]], 'hecke_orbit_code': 4503668581728281, 'p': 19}
  • id: 95808
    {'charpoly_factorization': [[[17937591051219220930405558477706593785205911947575296, 0, 574065571421381463441895026746400768, 0, 1723321393956664848, 0, 1], 1]], 'hecke_orbit_code': 4503668581728281, 'p': 23}
  • id: 95809
    {'charpoly_factorization': [[[-18108913405817953326976845000, -7912928658864706100, 2236171850, 1], 2]], 'hecke_orbit_code': 4503668581728281, 'p': 29}
  • id: 95810
    {'charpoly_factorization': [[[6132444377189056555141158912, -1820388793297310208, -7482994376, 1], 2]], 'hecke_orbit_code': 4503668581728281, 'p': 31}
  • id: 95811
    {'charpoly_factorization': [[[21521900505249703752546709918782231006722690015113260076638784, 0, 291788358625665322892690550546499717244208, 0, 995487982065967161132, 0, 1], 1]], 'hecke_orbit_code': 4503668581728281, 'p': 37}
  • id: 95812
    {'charpoly_factorization': [[[-8253822336083889128546423172648, -1878252325398766086548, 10752884434, 1], 2]], 'hecke_orbit_code': 4503668581728281, 'p': 41}
  • id: 95813
    {'charpoly_factorization': [[[121196728591122690931844293403522766769715338879040572358656, 0, 34445191637353903993921178327839945797888, 0, 587688634411489144608, 0, 1], 1]], 'hecke_orbit_code': 4503668581728281, 'p': 43}
  • id: 95814
    {'charpoly_factorization': [[[35804305923568955217841471548695342753770707954268592456875966464, 0, 54748722457931132175593096093194619022235648, 0, 14083257818099776938512, 0, 1], 1]], 'hecke_orbit_code': 4503668581728281, 'p': 47}
  • id: 95815
    {'charpoly_factorization': [[[10953246131401515060473894372879007346489439449826248618416567644736, 0, 1706992102354913303848398249776327362052128048, 0, 80095111507843901190188, 0, 1], 1]], 'hecke_orbit_code': 4503668581728281, 'p': 53}
  • id: 95816
    {'charpoly_factorization': [[[-18597352789000427095731687195720000, -244199198813253186040400, -55436423900, 1], 2]], 'hecke_orbit_code': 4503668581728281, 'p': 59}
  • id: 95817
    {'charpoly_factorization': [[[83764819606760869989955719283778632, -168084690998783712859828, -496161392746, 1], 2]], 'hecke_orbit_code': 4503668581728281, 'p': 61}
  • id: 95818
    {'charpoly_factorization': [[[61127221652139834750702045160801878565618974112606096417747191988224, 0, 7507188791192511359892649768221124037535875328, 0, 174885126343762372567072, 0, 1], 1]], 'hecke_orbit_code': 4503668581728281, 'p': 67}
  • id: 95819
    {'charpoly_factorization': [[[-409966168019034664147234020119036928, -1393240981596313522290368, -521997878336, 1], 2]], 'hecke_orbit_code': 4503668581728281, 'p': 71}
  • id: 95820
    {'charpoly_factorization': [[[13974207556665329243393308809639006873543520592144533963735482736492096, 0, 1347911957234808523933472472471489029672245912368, 0, 4536577805614089903527148, 0, 1], 1]], 'hecke_orbit_code': 4503668581728281, 'p': 73}
  • id: 95821
    {'charpoly_factorization': [[[-2311380614388570099467421892193280000, 782560703023487892614400, 2990636883200, 1], 2]], 'hecke_orbit_code': 4503668581728281, 'p': 79}
  • id: 95822
    {'charpoly_factorization': [[[3244936295358851631897974573306166372559972595690117266252473153983102976, 0, 47572341290772190714610301421608396055845669865728, 0, 15607847340194665349932128, 0, 1], 1]], 'hecke_orbit_code': 4503668581728281, 'p': 83}
  • id: 95823
    {'charpoly_factorization': [[[-226967774209231184184590659394470215000, 119534442454068777421253100, -19423025958450, 1], 2]], 'hecke_orbit_code': 4503668581728281, 'p': 89}
  • id: 95824
    {'charpoly_factorization': [[[319418943607694769638482765349112739660044455012399931148977319836254103475264, 0, 14644751909272481565316763017793359202930766490176048, 0, 214845216221198049084436812, 0, 1], 1]], 'hecke_orbit_code': 4503668581728281, 'p': 97}
• mf_newform_portraits •

  Column	Type
  char_orbit_index	smallint
  hecke_orbit	integer
  label	text
  level	integer
  portrait	text
  weight	smallint

  
  {'char_orbit_index': 2, 'hecke_orbit': 2, 'label': '25.14.b.b', 'level': 25, 'portrait': 'data:image/png;base64,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', 'weight': 14}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 20749884
    {'hecke_orbit_code': 4503668581728281, 'n': 1, 'trace_an': 6}
  • id: 20749885
    {'hecke_orbit_code': 4503668581728281, 'n': 2, 'trace_an': 0}
  • id: 20749886
    {'hecke_orbit_code': 4503668581728281, 'n': 3, 'trace_an': 0}
  • id: 20749887
    {'hecke_orbit_code': 4503668581728281, 'n': 4, 'trace_an': -35752}
  • id: 20749888
    {'hecke_orbit_code': 4503668581728281, 'n': 5, 'trace_an': 0}
  • id: 20749889
    {'hecke_orbit_code': 4503668581728281, 'n': 6, 'trace_an': 240752}
  • id: 20749890
    {'hecke_orbit_code': 4503668581728281, 'n': 7, 'trace_an': 0}
  • id: 20749891
    {'hecke_orbit_code': 4503668581728281, 'n': 8, 'trace_an': 0}
  • id: 20749892
    {'hecke_orbit_code': 4503668581728281, 'n': 9, 'trace_an': -2572238}
  • id: 20749893
    {'hecke_orbit_code': 4503668581728281, 'n': 10, 'trace_an': 0}
  • id: 20749894
    {'hecke_orbit_code': 4503668581728281, 'n': 11, 'trace_an': -13208008}
  • id: 20749895
    {'hecke_orbit_code': 4503668581728281, 'n': 12, 'trace_an': 0}
  • id: 20749896
    {'hecke_orbit_code': 4503668581728281, 'n': 13, 'trace_an': 0}
  • id: 20749897
    {'hecke_orbit_code': 4503668581728281, 'n': 14, 'trace_an': 93125856}
  • id: 20749898
    {'hecke_orbit_code': 4503668581728281, 'n': 15, 'trace_an': 0}
  • id: 20749899
    {'hecke_orbit_code': 4503668581728281, 'n': 16, 'trace_an': 399824416}
  • id: 20749900
    {'hecke_orbit_code': 4503668581728281, 'n': 17, 'trace_an': 0}
  • id: 20749901
    {'hecke_orbit_code': 4503668581728281, 'n': 18, 'trace_an': 0}
  • id: 20749902
    {'hecke_orbit_code': 4503668581728281, 'n': 19, 'trace_an': -194982200}
  • id: 20749903
    {'hecke_orbit_code': 4503668581728281, 'n': 20, 'trace_an': 0}
  • id: 20749904
    {'hecke_orbit_code': 4503668581728281, 'n': 21, 'trace_an': 876401472}
  • id: 20749905
    {'hecke_orbit_code': 4503668581728281, 'n': 22, 'trace_an': 0}
  • id: 20749906
    {'hecke_orbit_code': 4503668581728281, 'n': 23, 'trace_an': 0}
  • id: 20749907
    {'hecke_orbit_code': 4503668581728281, 'n': 24, 'trace_an': 7780718400}
  • id: 20749908
    {'hecke_orbit_code': 4503668581728281, 'n': 25, 'trace_an': 0}
  • id: 20749909
    {'hecke_orbit_code': 4503668581728281, 'n': 26, 'trace_an': -7493628088}
  • id: 20749910
    {'hecke_orbit_code': 4503668581728281, 'n': 27, 'trace_an': 0}
  • id: 20749911
    {'hecke_orbit_code': 4503668581728281, 'n': 28, 'trace_an': 0}
  • id: 20749912
    {'hecke_orbit_code': 4503668581728281, 'n': 29, 'trace_an': -4472343700}
  • id: 20749913
    {'hecke_orbit_code': 4503668581728281, 'n': 30, 'trace_an': 0}
  • id: 20749914
    {'hecke_orbit_code': 4503668581728281, 'n': 31, 'trace_an': 14965988752}
  • id: 20749915
    {'hecke_orbit_code': 4503668581728281, 'n': 32, 'trace_an': 0}
  • id: 20749916
    {'hecke_orbit_code': 4503668581728281, 'n': 33, 'trace_an': 0}
  • id: 20749917
    {'hecke_orbit_code': 4503668581728281, 'n': 34, 'trace_an': 60472147976}
  • id: 20749918
    {'hecke_orbit_code': 4503668581728281, 'n': 35, 'trace_an': 0}
  • id: 20749919
    {'hecke_orbit_code': 4503668581728281, 'n': 36, 'trace_an': -86723667704}
  • id: 20749920
    {'hecke_orbit_code': 4503668581728281, 'n': 37, 'trace_an': 0}
  • id: 20749921
    {'hecke_orbit_code': 4503668581728281, 'n': 38, 'trace_an': 0}
  • id: 20749922
    {'hecke_orbit_code': 4503668581728281, 'n': 39, 'trace_an': 140377142144}
  • id: 20749923
    {'hecke_orbit_code': 4503668581728281, 'n': 40, 'trace_an': 0}
  • id: 20749924
    {'hecke_orbit_code': 4503668581728281, 'n': 41, 'trace_an': -21505768868}
  • id: 20749925
    {'hecke_orbit_code': 4503668581728281, 'n': 42, 'trace_an': 0}
  • id: 20749926
    {'hecke_orbit_code': 4503668581728281, 'n': 43, 'trace_an': 0}
  • id: 20749927
    {'hecke_orbit_code': 4503668581728281, 'n': 44, 'trace_an': 136791650336}
  • id: 20749928
    {'hecke_orbit_code': 4503668581728281, 'n': 45, 'trace_an': 0}
  • id: 20749929
    {'hecke_orbit_code': 4503668581728281, 'n': 46, 'trace_an': 493656408672}
  • id: 20749930
    {'hecke_orbit_code': 4503668581728281, 'n': 47, 'trace_an': 0}
  • id: 20749931
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