Newform data - 117.6.a.c

Formats: - HTML - YAML - JSON - 2026-07-22T20:27:13.290648

• 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': 4212, 'analytic_conductor': 18.764906918118733, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [13, 1]], 'atkin_lehner_string': '-+', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [117, 1, [92, 28], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 17, 'field_disc_factorization': [[17, 1]], 'field_poly': [-4, -1, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [2, -5, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007199355404405, 'hecke_ring_generator_nbound': 2, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '117.6.a.c', 'level': 117, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 13], 'level_radical': 39, 'minimal_twist': '13.6.a.a', 'nf_label': '2.2.17.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(3-\\beta )q^{2}+(-19-5\\beta )q^{4}+(41-40\\beta )q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '117.6.a', 'trace_display': [5, 0, 42, -36], 'trace_hash': 335405022986267426, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.038', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.932', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.240', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.024', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.849', 'prec': 17}, {'__RealLiteral__': 0, 'data': '58.364', 'prec': 20}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [2, 5, 0, -43, 42, 0, -36, -225, 0, 445, 376, 0, -338, 505, 0, 465, 2630, 0, -312, 797, 0, 226, 2624, 0, 8232, -845, 0, 3749, 812, 0, 7720, 5175, 0, 5487, 23044, 0, -16858, -1018, 0, -18665, -7840, 0, 2420, -11654, 0, 18596, -9972, 0, 8684, 34860, 0, 7267, 43720, 0, -20664, -20345, 0, 2438, 38936, 0, 1984, 23108, 0, 3217, -7098, 0, -69928, -61985, 0, 63985, -67396, 0, 74412, -26505, 0, 5518, -56748, 0, -55296, -117735, 0, -36192, 75712, 0, 11710, -34053, 0, -13026, -116508, 0, 6084, 3764, 0, -107125, -16072, 0, -34756, 290, 0, -105588, -136072, 0, -15200, 38025, 0, 51364, 216312, 0, -160746, -2734, 0, -231495, -131364, 0, 536544, -15418, 0, 171018, -123500, 0, -191438, -74056, 0, -146940, 612822, 0, -528, -20665, 0, -75205, 46780, 0, -11044, -173154, 0, -251267, 304552, 0, 333404, -463571, 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• 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], [3, -1], [0, 0], [-19, -5], [41, -40], [0, 0], [17, -70], [-133, 41], [0, 0], [283, -121], [146, 84], [0, 0], [-169, 0], [331, -157], [0, 0], [45, 375], [1251, 128], [0, 0], [-170, 28], [21, 755], [0, 0], [102, 22], [2020, -1416], [0, 0], [4956, -1680], [-507, 169], [0, 0], [1077, 1595], [430, -48], [0, 0], [4084, -448], [2891, -607], [0, 0], [3241, -995], [11897, -750], [0, 0], [-7509, -1840], [-622, 226], [0, 0], [-12013, 5361], [-4896, 1952], [0, 0], [-1149, 4718], [-4454, -2746], [0, 0], [11724, -4852], [-9821, 9670], [0, 0], [3082, 2520], [21588, -8316], [0, 0], [3211, 845], [18452, 6816], [0, 0], [-7454, -5756], [-13741, 7137], [0, 0], [1482, -526], [23802, -8668], [0, 0], [-3656, 9296], [14044, -4980], [0, 0], [9661, -16105], [-6929, 6760], [0, 0], [-34866, -196], [-26329, -9327], [0, 0], [38691, -13397], [-35531, 3666], [0, 0], [27926, 18560], [-15167, 3829], [0, 0], [2670, 178], [-21038, -14672], [0, 0], [-32516, 9736], [-58155, -1425], [0, 0], [-22496, 8800], [46816, -17920], [0, 0], [30811, -49912], [-22319, 10585], [0, 0], [-5642, -1742], [-46502, -23504], [0, 0], [-2873, 11830], [-10060, 23884], [0, 0], [-68143, 29161], [-11450, 6828], [0, 0], [-46738, 58720], [-834, 1958], [0, 0], [-60564, 15540]], 'ap': [[3, -1], [0, 0], [41, -40], [17, -70], [146, 84], [-169, 0], [1251, 128], [-170, 28], [2020, -1416], [430, -48], [4084, -448], [-7509, -1840], [-4896, 1952], [-1149, 4718], [-9821, 9670], [18452, 6816], [23802, -8668], [-3656, 9296], [-34866, -196], [-35531, 3666], [27926, 18560], [-32516, 9736], [46816, -17920], [-46502, -23504], [-46738, 58720], [-85284, 34496], [18136, -51472], [88436, 39440], [-76213, -8320], [-77506, 23648], [-60560, 120592], [-7255, 61290], [124084, 56384], [163295, 6814], [133378, 131872], [433527, -35538], [44870, -28560], [-223332, 1496], [-112624, 62056], [209164, -163952], [353249, -76414], [-135712, -39456], [318390, 60364], [-167440, 316880], [-505537, 103056], [189590, -292100], [-636177, 148470], 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[-10663687, 1678840], [7159346, -759104], [-33197980, 4837568], [16103499, -820882], [1112497, -941560], [19547915, 1835680], [14957305, -5559302], [-5806168, -7084464], [3652447, -18332058], [-32848394, 5923020], [-2172168, 12662912], [10918788, -1711952], [37071030, 4463008], [-11616369, -14244712], [5506754, -11952300], [-9143271, 21492064], [-24953113, 12369766], [-25548489, 8547734], [11617726, -9953776], [-5400913, -16141466], [-15042142, -404540], [28374886, -2105984], [-5817950, -2765808], [-14521626, -2463776], [17339450, 11318820], [1587805, 17417776], [24519616, -6150944], [45575656, -1650944], [-26261486, 3773972], [-40969511, -1444504], [6979180, -15223320], [-16038414, 27866336], [18690140, -17384424], [-26726156, -6288320], [20069544, -15490760], [14616852, -9306416], [3937526, 16107152], [43087766, 5786352], [29068764, 4050160], [16007170, -16411744], [11789294, 13128416], [-46630462, 13409700], [-6699748, 19924912], [-15101432, 13149512], [-2208099, -22762600], 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[-50595265, 7186582], [-11201810, -53076496], [-46218813, 8869304], [-40716184, 45117576], [-111184954, -16187684], [-14013170, -2951652], [21784395, -12156098], [33991752, -24084656], [33811849, -34353896], [53438450, -45471904], [140765520, -9115088], [21341859, -52064898], [-71746884, 2813512], [143731338, 10570260], [65196502, -8380212], [-72045269, 14199448], [-32335274, 9140208], [88447565, -64949062], [10223231, 59383520], [167662780, -14016800], [32499078, -14966452], [29841100, -53045632], [-45930682, -20554276], [38222144, 42519664], [21694306, -5580368], [-20173004, 40554328], [-60358775, -36709814], [120609741, -36546544], [128938198, -29897872], [-31272552, -22153632], [-63957425, 19155910], [-31132467, -21074976], [12529660, 23920048], [-30367756, -22084136], [-40505676, -69004128], [-149130280, 31083728], [-102511122, 89081836], [-155461134, 25435504], [-173909764, -20011800], [-19978674, -62230528], [-62771136, -50709496], [77741226, 72366628], [111051122, -22512640], [51736084, 64075808], [-66355533, 17386718], [-146822208, -16170496], [7613451, 15047526], [-151097114, -29801124], [-139872482, 79959872], [114119516, 7615880], [-38175050, 20146380], [-53513823, 54310040], [-85732229, 125764768], [44522865, -31960054], [43617414, -134807744], [175050740, -80049008], [3238557, 49958418], [-63126232, 23333792], [-72915326, -21693516], [153261430, -96137040], [135133572, -41748496], [65728518, 27907692], [66383868, 8343648], [-3169477, 100611918], [18997470, -15471844], [200904687, -22469024], [62465341, 60641352], [79076418, -126435932], [-17143708, 19235776], [173799309, 30366386], [64044312, -26797248], [277279205, 31155682], [-195803124, 12693728], [127173084, -58779136], [-25372188, -79490608], [175379920, 12929952], [-92224157, 99255360], [8196913, -67356336], [-63315772, 30536432], [-180325719, -25680894], [161882853, -51737840], [219491098, 8153316], [-131363744, -41899928], [-170109096, -70221248], [117184938, -143694720], [277761308, 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[269056518, -26132788], [176973508, -15861336], [-189767588, -111818800], [100412977, -68491104], [329421699, -113742000], [517018008, -6221720], [-271427959, 61976952], [106513339, -224823674], [167569973, -199864582], [-421195265, -50594994], [163312722, -57273712], [-60851000, 67583504], [325269118, -7288112], [49361374, 157444220], [-117786794, 81287740], [-135225492, 16973936], [12249046, 128266496], [90887910, -129061120], [-17301154, 30138752], [-25709430, -36932400], [-112822940, 154930944], [206702158, 130023552], [-42628824, 154977104], [-40421805, 173571966], [-320706227, 10662738], [85979648, -188191632], [-5068766, -231637644], [-299626404, -5058200], [37497514, -105824256], [-509123653, -23162208], [226829786, -32791900], [478917783, -3847194], [166074487, 61273526], [-188756743, -66102800], [-605912381, 60695094], [-58112741, 38110296], [-585835004, -20082528], [-313263123, 107589328], [-63262085, 201011264], [54383918, -113567968], [149767915, 98390606], [-81404856, -26556848], [-509943973, 96914456], [-589312342, -71783036], [309365537, 22061272], [268183160, 140107552], [-64704514, 99862828], [-28056784, 148883792], [-364621095, 79234112], [-136001246, -112332880], [317976271, -186724170], [155828563, 214992886], [247071873, -180615896], [-111118108, -94538560], [-248042983, -75096846], [97079032, 31544416], [290513750, 6641088], [583668186, -107853484], [-190670340, 208691264], [-381010338, -160930016], [255037128, 99903960], [398194131, -95092434], [-252619260, -126842368], [-340027742, 170843712], [96915793, -31807022], [224011192, -98246240], [-303989704, 205405552], [-333487502, -129814140]], 'char_orbit_index': 1, 'field_poly': [-4, -1, 1], 'hecke_orbit_code': 9007199355404405, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 2, 'label': '117.6.a.c', 'level': 117, 'maxp': 2999, 'weight': 6}
• 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

  
  {'ALdims': [4, 6, 8, 7], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [2, 2, 2, 2], 'ALdims_old': [11, 11, 10, 9], 'Nk2': 4212, 'analytic_conductor': 18.764906918118733, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [117, 1, [92, 28], [1, 1]], 'conrey_index': 1, 'cusp_dim': 66, 'dim': 25, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 100663413, 'hecke_orbit_dims': [1, 2, 2, 3, 3, 4, 4, 6], 'label': '117.6.a', 'level': 117, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 13], 'level_radical': 39, 'mf_dim': 74, 'mf_new_dim': 25, 'num_forms': 8, 'plus_dim': 11, 'prim_orbit_index': 1, 'relative_dim': 25, 'sturm_bound': 84, 'trace_bound': 2, 'trace_display': [-6, 0, 30, 56], 'traces': [25, -6, 0, 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-41502456, -27824484, 0, -46701756, -71893152, 0, 28933518, 23285142, 0, 8131652, -7988292, 0, 504024, 29550264, 0, -20370982, -49921266, 0, -24244668, 47622792, 0, 51181488, 20611092, 0, 3279714, -23866656, 0, 5475448, -3081192, 0, -15795388, 25309458, 0, -59104152, 9868596, 0, 7031076, 15317088, 0, -6040522, -41658798, 0, 50473304, -29498250, 0, -42732688, 10268748, 0, -28997736, -8803548, 0, 13892078, 44783412, 0, -37499892, -22492638, 0, -32393620, 68800200, 0, 36751320, 29237064, 0, -30208691, -24873204, 0, 67595084, -4268268, 0, 29760656, 100615164, 0, 40964904, -29683632, 0, -2265783, 20214192, 0, 7741554, -15550254, 0, 68938964, -35686572, 0, -93122628, -20736168, 0, -17707536, -2134470, 0, -19217740, 17355126, 0, 43342584, -28751340, 0, -44636856, 23884860, 0, -13844722, -51434148, 0, 11726772, -75551328, 0, -22092624, 16424700, 0, 37749468, -1727136, 0, 61376246, -22791396, 0, 10224838, 6682662, 0, -28927424, -69069762, 0, -98617608, 30043560, 0, -11111676, -29306442, 0, 26680922, -5186610, 0, 36358676, 34043532, 0, -139697724, 36445944, 0, 23050620, -22221618, 0, -62015824, 42193134, 0, -29234552, -97681368, 0, 5022744, 35909064, 0, -41355610, 76005468, 0, -54477204, -50042976, 0, 223080, 30642222, 0, -22149960, -26245200, 0, 51266632, 26388834, 0, 36479660, 892122, 0, -22365112, 11255400, 0, -63565896, -45077376, 0, 39405350, -35227956, 0, -14806956, 13005216, 0, -15828316, -68275938, 0, -24794748, -94164492, 0, 98067372, 30282516, 0, 94245372, -25542096, 0, -7367584, 79334868, 0, -31500924, 52820736, 0, 5193206, -34870020, 0, 88534632, -6843294, 0, -48417896, 13806840, 0, 13683834, 5856864, 0, -3113158, 35870160, 0, 132509876, 50260494, 0, 18737624, -4630608, 0, 24498012, 8034816, 0, 18645744, 72807996, 0, -182220660, 41289972, 0, -61275100, -9572712, 0, 112803828, -6626472, 0, 14794598, 79099992, 0, -79138456, 13127454, 0, -112105320, 73341468, 0, 183593520, 102141600, 0, 8749032, 18921240, 0, 41829384, -125577306, 0, -59227036, -25744140, 0, 8309916, -10993824, 0, -839168, -123568896, 0, 19450080, -13635810, 0, -100442296, 81906612, 0, -111731592, -64177704, 0, -146285050, 65791908, 0, 11193208, -48765630, 0, 124049424, 45632256, 0, 75264996, 2426652, 0, 60663511, -116010858, 0, 8173922, 856830, 0, 58470920, -141224100, 0, -3940956, 119710848, 0, 16233110, -117749472, 0, 94473192, -38208966, 0, -26139748, 120163272, 0, 213296094, 4320252, 0, 120227028, -31438452, 0, 56954968, -54295152, 0, -11969932, 1885182, 0, 39788664, 78180456, 0, -107546914, 128570832, 0, -112828608, 103443894, 0, 60094940, 41338752, 0, 15306588, -46218000, 0, 168998968, -85725720, 0, 115799528, -33778248, 0, 3040056, -88709706, 0, 110576100, 36193224, 0, -120173796, -51716832, 0, -150878592, -171272964, 0, 43464452, 7274796, 0, -24369462, 15785544, 0, 121826400, 116173488, 0, -148387492, 102266664, 0, 61263176, -155445156, 0, 16749138, -3060252, 0, -133167310, 63209016, 0, -258214044, 143179098, 0, 124384284, -243711474, 0, -271474200, 54892656, 0, -81917470, 294658188, 0, -109855182, -58196058, 0, -139755936, -290259972, 0, -131518080, 14599680, 0, 13705562, -48315024, 0, 17809386, 81096342, 0, -18214368, 218324628, 0, 105886014, 81627720, 0, -9806463, 57850728, 0, -63686872, -143461548, 0, -69280768, 203949264, 0, 117623844, -159898356, 0, 27399016, -31048200, 0, -32515168, 41453490, 0, -43907832, -111896628, 0, 107695284, -174073620, 0, -80856480, 109602084, 0, -54432196, -40118664, 0, 179579408, 405983928, 0, -3983904, 147776352, 0, -96999682, -168216240, 0, 152820822], 'weight': 6, '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: 101838
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '117.6.a.c', 'source_level': 117, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '13.6.a.a', 'target_level': 13, 'twist_class_label': '13.6.a.a', 'twist_class_level': 13, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 101839
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '117.6.a.c', 'source_level': 117, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '117.6.a.c', 'target_level': 117, 'twist_class_label': '13.6.a.a', 'twist_class_level': 13, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
  • id: 101840
    {'conductor': 39, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '117.6.a.c', 'source_level': 117, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '169.6.a.a', 'target_level': 169, 'twist_class_label': '13.6.a.a', 'twist_class_level': 13, 'twisting_char_label': '39.d', 'twisting_char_orbit': 4, 'weight': 6}
  • id: 101841
    {'conductor': 39, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '117.6.a.c', 'source_level': 117, 'target_char_orbit': 2, 'target_dim': 4, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '169.6.b.a', 'target_level': 169, 'twist_class_label': '13.6.a.a', 'twist_class_level': 13, 'twisting_char_label': '39.f', 'twisting_char_orbit': 6, 'weight': 6}
  • id: 101842
    {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '117.6.a.c', 'source_level': 117, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '208.6.a.h', 'target_level': 208, 'twist_class_label': '13.6.a.a', 'twist_class_level': 13, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 101843
    {'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '117.6.a.c', 'source_level': 117, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '325.6.a.b', 'target_level': 325, 'twist_class_label': '13.6.a.a', 'twist_class_level': 13, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 6}
  • id: 101844
    {'conductor': 15, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '117.6.a.c', 'source_level': 117, 'target_char_orbit': 2, 'target_dim': 4, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '325.6.b.b', 'target_level': 325, 'twist_class_label': '13.6.a.a', 'twist_class_level': 13, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 6}
  • id: 101845
    {'conductor': 21, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '117.6.a.c', 'source_level': 117, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '637.6.a.a', 'target_level': 637, 'twist_class_label': '13.6.a.a', 'twist_class_level': 13, 'twisting_char_label': '21.c', 'twisting_char_orbit': 3, 'weight': 6}
  • id: 101846
    {'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '117.6.a.c', 'source_level': 117, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '832.6.a.i', 'target_level': 832, 'twist_class_label': '13.6.a.a', 'twist_class_level': 13, 'twisting_char_label': '24.f', 'twisting_char_orbit': 6, 'weight': 6}
  • id: 101847
    {'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '117.6.a.c', 'source_level': 117, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 16, 'target_is_minimal': False, 'target_label': '832.6.a.p', 'target_level': 832, 'twist_class_label': '13.6.a.a', 'twist_class_level': 13, 'twisting_char_label': '24.h', 'twisting_char_orbit': 8, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 334150
    {'charpoly_factorization': [[[2, -5, 1], 1]], 'hecke_orbit_code': 9007199355404405, 'p': 2}
  • id: 334151
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 9007199355404405, 'p': 3}
  • id: 334152
    {'charpoly_factorization': [[[-6359, -42, 1], 1]], 'hecke_orbit_code': 9007199355404405, 'p': 5}
  • id: 334153
    {'charpoly_factorization': [[[-20501, 36, 1], 1]], 'hecke_orbit_code': 9007199355404405, 'p': 7}
  • id: 334154
    {'charpoly_factorization': [[[5356, -376, 1], 1]], 'hecke_orbit_code': 9007199355404405, 'p': 11}
  • id: 334155
    {'charpoly_factorization': [[[169, 1], 2]], 'hecke_orbit_code': 9007199355404405, 'p': 13}
  • id: 334156
    {'charpoly_factorization': [[[1659593, -2630, 1], 1]], 'hecke_orbit_code': 9007199355404405, 'p': 17}
  • id: 334157
    {'charpoly_factorization': [[[21004, 312, 1], 1]], 'hecke_orbit_code': 9007199355404405, 'p': 19}
  • id: 334158
    {'charpoly_factorization': [[[-6800144, -2624, 1], 1]], 'hecke_orbit_code': 9007199355404405, 'p': 23}
  • id: 334159
    {'charpoly_factorization': [[[155044, -812, 1], 1]], 'hecke_orbit_code': 9007199355404405, 'p': 29}
  • id: 334160
    {'charpoly_factorization': [[[14046608, -7720, 1], 1]], 'hecke_orbit_code': 9007199355404405, 'p': 31}
  • id: 334161
    {'charpoly_factorization': [[[56659241, 16858, 1], 1]], 'hecke_orbit_code': 9007199355404405, 'p': 37}
  • id: 334162
    {'charpoly_factorization': [[[-827392, 7840, 1], 1]], 'hecke_orbit_code': 9007199355404405, 'p': 41}
  • id: 334163
    {'charpoly_factorization': [[[-93138877, -2420, 1], 1]], 'hecke_orbit_code': 9007199355404405, 'p': 43}
  • id: 334164
    {'charpoly_factorization': [[[-372552629, 9972, 1], 1]], 'hecke_orbit_code': 9007199355404405, 'p': 47}
  • id: 334165
    {'charpoly_factorization': [[[280413712, -43720, 1], 1]], 'hecke_orbit_code': 9007199355404405, 'p': 53}
  • id: 334166
    {'charpoly_factorization': [[[59682572, -38936, 1], 1]], 'hecke_orbit_code': 9007199355404405, 'p': 59}
  • id: 334167
    {'charpoly_factorization': [[[-366282304, -1984, 1], 1]], 'hecke_orbit_code': 9007199355404405, 'p': 61}
  • id: 334168
    {'charpoly_factorization': [[[1222318028, 69928, 1], 1]], 'hecke_orbit_code': 9007199355404405, 'p': 67}
  • id: 334169
    {'charpoly_factorization': [[[1078437091, 67396, 1], 1]], 'hecke_orbit_code': 9007199355404405, 'p': 71}
  • id: 334170
    {'charpoly_factorization': [[[-79726364, -74412, 1], 1]], 'hecke_orbit_code': 9007199355404405, 'p': 73}
  • id: 334171
    {'charpoly_factorization': [[[361555696, 55296, 1], 1]], 'hecke_orbit_code': 9007199355404405, 'p': 79}
  • id: 334172
    {'charpoly_factorization': [[[68289536, -75712, 1], 1]], 'hecke_orbit_code': 9007199355404405, 'p': 83}
  • id: 334173
    {'charpoly_factorization': [[[1045666948, 116508, 1], 1]], 'hecke_orbit_code': 9007199355404405, 'p': 89}
  • id: 334174
    {'charpoly_factorization': [[[-14352168316, 34756, 1], 1]], 'hecke_orbit_code': 9007199355404405, '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': 1, 'hecke_orbit': 3, 'label': '117.6.a.c', 'level': 117, 'portrait': 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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  Showing the first 100 of 258 matching records in this table.
  • id: 28854181
    {'hecke_orbit_code': 9007199355404405, 'n': 1, 'trace_an': 2}
  • id: 28854182
    {'hecke_orbit_code': 9007199355404405, 'n': 2, 'trace_an': 5}
  • id: 28854183
    {'hecke_orbit_code': 9007199355404405, 'n': 3, 'trace_an': 0}
  • id: 28854184
    {'hecke_orbit_code': 9007199355404405, 'n': 4, 'trace_an': -43}
  • id: 28854185
    {'hecke_orbit_code': 9007199355404405, 'n': 5, 'trace_an': 42}
  • id: 28854186
    {'hecke_orbit_code': 9007199355404405, 'n': 6, 'trace_an': 0}
  • id: 28854187
    {'hecke_orbit_code': 9007199355404405, 'n': 7, 'trace_an': -36}
  • id: 28854188
    {'hecke_orbit_code': 9007199355404405, 'n': 8, 'trace_an': -225}
  • id: 28854189
    {'hecke_orbit_code': 9007199355404405, 'n': 9, 'trace_an': 0}
  • id: 28854190
    {'hecke_orbit_code': 9007199355404405, 'n': 10, 'trace_an': 445}
  • id: 28854191
    {'hecke_orbit_code': 9007199355404405, 'n': 11, 'trace_an': 376}
  • id: 28854192
    {'hecke_orbit_code': 9007199355404405, 'n': 12, 'trace_an': 0}
  • id: 28854193
    {'hecke_orbit_code': 9007199355404405, 'n': 13, 'trace_an': -338}
  • id: 28854194
    {'hecke_orbit_code': 9007199355404405, 'n': 14, 'trace_an': 505}
  • id: 28854195
    {'hecke_orbit_code': 9007199355404405, 'n': 15, 'trace_an': 0}
  • id: 28854196
    {'hecke_orbit_code': 9007199355404405, 'n': 16, 'trace_an': 465}
  • id: 28854197
    {'hecke_orbit_code': 9007199355404405, 'n': 17, 'trace_an': 2630}
  • id: 28854198
    {'hecke_orbit_code': 9007199355404405, 'n': 18, 'trace_an': 0}
  • id: 28854199
    {'hecke_orbit_code': 9007199355404405, 'n': 19, 'trace_an': -312}
  • id: 28854200
    {'hecke_orbit_code': 9007199355404405, 'n': 20, 'trace_an': 797}
  • id: 28854201
    {'hecke_orbit_code': 9007199355404405, 'n': 21, 'trace_an': 0}
  • id: 28854202
    {'hecke_orbit_code': 9007199355404405, 'n': 22, 'trace_an': 226}
  • id: 28854203
    {'hecke_orbit_code': 9007199355404405, 'n': 23, 'trace_an': 2624}
  • id: 28854204
    {'hecke_orbit_code': 9007199355404405, 'n': 24, 'trace_an': 0}
  • id: 28854205
    {'hecke_orbit_code': 9007199355404405, 'n': 25, 'trace_an': 8232}
  • id: 28854206
    {'hecke_orbit_code': 9007199355404405, 'n': 26, 'trace_an': -845}
  • id: 28854207
    {'hecke_orbit_code': 9007199355404405, 'n': 27, 'trace_an': 0}
  • id: 28854208
    {'hecke_orbit_code': 9007199355404405, 'n': 28, 'trace_an': 3749}
  • id: 28854209
    {'hecke_orbit_code': 9007199355404405, 'n': 29, 'trace_an': 812}
  • id: 28854210
    {'hecke_orbit_code': 9007199355404405, 'n': 30, 'trace_an': 0}
  • id: 28854211
    {'hecke_orbit_code': 9007199355404405, 'n': 31, 'trace_an': 7720}
  • id: 28854212
    {'hecke_orbit_code': 9007199355404405, 'n': 32, 'trace_an': 5175}
  • id: 28854213
    {'hecke_orbit_code': 9007199355404405, 'n': 33, 'trace_an': 0}
  • id: 28854214
    {'hecke_orbit_code': 9007199355404405, 'n': 34, 'trace_an': 5487}
  • id: 28854215
    {'hecke_orbit_code': 9007199355404405, 'n': 35, 'trace_an': 23044}
  • id: 28854216
    {'hecke_orbit_code': 9007199355404405, 'n': 36, 'trace_an': 0}
  • id: 28854217
    {'hecke_orbit_code': 9007199355404405, 'n': 37, 'trace_an': -16858}
  • id: 28854218
    {'hecke_orbit_code': 9007199355404405, 'n': 38, 'trace_an': -1018}
  • id: 28854219
    {'hecke_orbit_code': 9007199355404405, 'n': 39, 'trace_an': 0}
  • id: 28854220
    {'hecke_orbit_code': 9007199355404405, 'n': 40, 'trace_an': -18665}
  • id: 28854221
    {'hecke_orbit_code': 9007199355404405, 'n': 41, 'trace_an': -7840}
  • id: 28854222
    {'hecke_orbit_code': 9007199355404405, 'n': 42, 'trace_an': 0}
  • id: 28854223
    {'hecke_orbit_code': 9007199355404405, 'n': 43, 'trace_an': 2420}
  • id: 28854224
    {'hecke_orbit_code': 9007199355404405, 'n': 44, 'trace_an': -11654}
  • id: 28854225
    {'hecke_orbit_code': 9007199355404405, 'n': 45, 'trace_an': 0}
  • id: 28854226
    {'hecke_orbit_code': 9007199355404405, 'n': 46, 'trace_an': 18596}
  • id: 28854227
    {'hecke_orbit_code': 9007199355404405, 'n': 47, 'trace_an': -9972}
  • id: 28854228
    {'hecke_orbit_code': 9007199355404405, 'n': 48, 'trace_an': 0}
  • id: 28854229
    {'hecke_orbit_code': 9007199355404405, 'n': 49, 'trace_an': 8684}
  • id: 28854230
    {'hecke_orbit_code': 9007199355404405, 'n': 50, 'trace_an': 34860}
  • id: 28854231
    {'hecke_orbit_code': 9007199355404405, 'n': 51, 'trace_an': 0}
  • id: 28854232
    {'hecke_orbit_code': 9007199355404405, 'n': 52, 'trace_an': 7267}
  • id: 28854233
    {'hecke_orbit_code': 9007199355404405, 'n': 53, 'trace_an': 43720}
  • id: 28854234
    {'hecke_orbit_code': 9007199355404405, 'n': 54, 'trace_an': 0}
  • id: 28854235
    {'hecke_orbit_code': 9007199355404405, 'n': 55, 'trace_an': -20664}
  • id: 28854236
    {'hecke_orbit_code': 9007199355404405, 'n': 56, 'trace_an': -20345}
  • id: 28854237
    {'hecke_orbit_code': 9007199355404405, 'n': 57, 'trace_an': 0}
  • id: 28854238
    {'hecke_orbit_code': 9007199355404405, 'n': 58, 'trace_an': 2438}
  • id: 28854239
    {'hecke_orbit_code': 9007199355404405, 'n': 59, 'trace_an': 38936}
  • id: 28854240
    {'hecke_orbit_code': 9007199355404405, 'n': 60, 'trace_an': 0}
  • id: 28854241
    {'hecke_orbit_code': 9007199355404405, 'n': 61, 'trace_an': 1984}
  • id: 28854242
    {'hecke_orbit_code': 9007199355404405, 'n': 62, 'trace_an': 23108}
  • id: 28854243
    {'hecke_orbit_code': 9007199355404405, 'n': 63, 'trace_an': 0}
  • id: 28854244
    {'hecke_orbit_code': 9007199355404405, 'n': 64, 'trace_an': 3217}
  • id: 28854245
    {'hecke_orbit_code': 9007199355404405, 'n': 65, 'trace_an': -7098}
  • id: 28854246
    {'hecke_orbit_code': 9007199355404405, 'n': 66, 'trace_an': 0}
  • id: 28854247
    {'hecke_orbit_code': 9007199355404405, 'n': 67, 'trace_an': -69928}
  • id: 28854248
    {'hecke_orbit_code': 9007199355404405, 'n': 68, 'trace_an': -61985}
  • id: 28854249
    {'hecke_orbit_code': 9007199355404405, 'n': 69, 'trace_an': 0}
  • id: 28854250
    {'hecke_orbit_code': 9007199355404405, 'n': 70, 'trace_an': 63985}
  • id: 28854251
    {'hecke_orbit_code': 9007199355404405, 'n': 71, 'trace_an': -67396}
  • id: 28854252
    {'hecke_orbit_code': 9007199355404405, 'n': 72, 'trace_an': 0}
  • id: 28854253
    {'hecke_orbit_code': 9007199355404405, 'n': 73, 'trace_an': 74412}
  • id: 28854254
    {'hecke_orbit_code': 9007199355404405, 'n': 74, 'trace_an': -26505}
  • id: 28854255
    {'hecke_orbit_code': 9007199355404405, 'n': 75, 'trace_an': 0}
  • id: 28854256
    {'hecke_orbit_code': 9007199355404405, 'n': 76, 'trace_an': 5518}
  • id: 28854257
    {'hecke_orbit_code': 9007199355404405, 'n': 77, 'trace_an': -56748}
  • id: 28854258
    {'hecke_orbit_code': 9007199355404405, 'n': 78, 'trace_an': 0}
  • id: 28854259
    {'hecke_orbit_code': 9007199355404405, 'n': 79, 'trace_an': -55296}
  • id: 28854260
    {'hecke_orbit_code': 9007199355404405, 'n': 80, 'trace_an': -117735}
  • id: 28854261
    {'hecke_orbit_code': 9007199355404405, 'n': 81, 'trace_an': 0}
  • id: 28854262
    {'hecke_orbit_code': 9007199355404405, 'n': 82, 'trace_an': -36192}
  • id: 28854263
    {'hecke_orbit_code': 9007199355404405, 'n': 83, 'trace_an': 75712}
  • id: 28854264
    {'hecke_orbit_code': 9007199355404405, 'n': 84, 'trace_an': 0}
  • id: 28854265
    {'hecke_orbit_code': 9007199355404405, 'n': 85, 'trace_an': 11710}
  • id: 28854266
    {'hecke_orbit_code': 9007199355404405, 'n': 86, 'trace_an': -34053}
  • id: 28854267
    {'hecke_orbit_code': 9007199355404405, 'n': 87, 'trace_an': 0}
  • id: 28854268
    {'hecke_orbit_code': 9007199355404405, 'n': 88, 'trace_an': -13026}
  • id: 28854269
    {'hecke_orbit_code': 9007199355404405, 'n': 89, 'trace_an': -116508}
  • id: 28854270
    {'hecke_orbit_code': 9007199355404405, 'n': 90, 'trace_an': 0}
  • id: 28854271
    {'hecke_orbit_code': 9007199355404405, 'n': 91, 'trace_an': 6084}
  • id: 28854272
    {'hecke_orbit_code': 9007199355404405, 'n': 92, 'trace_an': 3764}
  • id: 28854273
    {'hecke_orbit_code': 9007199355404405, 'n': 93, 'trace_an': 0}
  • id: 28854274
    {'hecke_orbit_code': 9007199355404405, 'n': 94, 'trace_an': -107125}
  • id: 28854275
    {'hecke_orbit_code': 9007199355404405, 'n': 95, 'trace_an': -16072}
  • id: 28854276
    {'hecke_orbit_code': 9007199355404405, 'n': 96, 'trace_an': 0}
  • id: 28854277
    {'hecke_orbit_code': 9007199355404405, 'n': 97, 'trace_an': -34756}
  • id: 28854278
    {'hecke_orbit_code': 9007199355404405, 'n': 98, 'trace_an': 290}
  • id: 28854279
    {'hecke_orbit_code': 9007199355404405, 'n': 99, 'trace_an': 0}
  • id: 28854280
    {'hecke_orbit_code': 9007199355404405, 'n': 100, 'trace_an': -105588}