Embedded newform data - 75.18.a.i.1.1

Formats: - HTML - YAML - JSON - 2026-06-27T18:02:46.763224

• 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': 24300, 'analytic_conductor': 137.41656550841975, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [5, 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': [75, 1, [26, 52], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 6, 'field_disc': 959286186590256731152350035116832671203493056, 'field_disc_factorization': [[2, 6], [3, 1], [41, 1], [139, 1], [876694546731751852620662648341844211707, 1]], 'field_poly': [-149217035286528, -6623241804288, 72695152416, 45393344, -580318, -2, 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, [436009513623552, 13933788526592, 54300836896, -171809536, -532718, 338, 1]]], 'hecke_orbit': 9, 'hecke_orbit_code': 36028797320953931, 'hecke_ring_generator_nbound': 11, 'hecke_ring_index': 19440000000, 'hecke_ring_index_factorization': [[2, 10], [3, 5], [5, 7]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': True, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '75.18.a.i', 'level': 75, '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, 5], 'level_radical': 15, 'minimal_twist': '75.18.a.i', 'prim_orbit_index': 1, 'qexp_display': 'q+(-56-\\beta _{1})q^{2}+3^{8}q^{3}+(65542+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 6, 'rm_discs': [], 'sato_tate_group': '17.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '75.18.a', 'trace_display': [-338, 39366, 0, 20999794], 'trace_hash': 203226446401708593, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.085', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5.616', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.840', 'prec': 17}, {'__RealLiteral__': 0, 'data': '86.051', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2092.556', 'prec': 27}], 'trace_zratio': 0, 'traces': [6, -338, 39366, 393248, 0, -2217618, 20999794, 25242756, 258280326, 0, 85907324, 2580100128, 344649098, 4962466602, 0, 13788291320, 48742285828, -14549791698, 27193720402, 0, 137779648434, 336975966076, -71031572148, 165617722116, 0, 611333714642, 1694577218886, 136912343008, -686216807636, 0, -1873231882354, 6803078403464, 563637952764, 912815171396, 0, 16928036939808, 19242169234164, -18566472971078, 2261242731978, 0, 221880229804096, 32558743375722, -61700614892950, -41956372268096, 0, 652819536934476, 314747038040020, 90464979350520, -101690853393620, 0, 319798137317508, 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• mf_hecke_cc •

  Column	Type
  an_normalized	double precision[]
  angles	double precision[]
  char_orbit_index	smallint
  conrey_index	integer
  dual_conrey_index	integer
  dual_embedding_index	integer
  dual_embedding_m	integer
  embedding_index	integer
  embedding_m	integer
  embedding_root_imag	double precision
  embedding_root_real	double precision
  hecke_orbit	integer
  hecke_orbit_code	bigint
  label	text
  level	integer
  weight	smallint

  
  {'an_normalized': [[1.0, 0.0], [-1.649071383648583, 0.0], [0.5773502691896257, 0.0], [1.7194364283686525, 0.0], [0.0, 0.0], [-0.9520918072624182, 0.0], [-1.2997839727056364, 0.0], [-1.1864020263770887, 0.0], [0.3333333333333333, 0.0], [0.0, 0.0], [0.8504435290033691, 0.0], [0.9927170847730902, 0.0], [-0.8530538013055154, 0.0], [2.143436554313936, 0.0], [0.0, 0.0], [0.23702520283249587, 0.0], [-0.2916472414507137, 0.0], [-0.5496904612161944, 0.0], [-0.5691332139327834, 0.0], [0.0, 0.0], [-0.7504306265299604, 0.0], [-1.4024420870885697, 0.0], [-1.0234328053943684, 0.0], [-0.6849695292959296, 0.0], [0.0, 0.0], [1.4067466124455699, 0.0], [0.19245008972987526, 0.0], [-2.2348959116797977, 0.0], [-1.220481096793554, 0.0], [0.0, 0.0], [-0.010725835897521036, 0.0], [0.7955305471825186, 0.0], [0.49100380040067043, 0.0], [0.48094711999642087, 0.0], [0.0, 0.0], [0.5731454761228841, 0.0], [0.7585518826377033, 0.0], [0.9385412965805002, 0.0], [-0.4925108418169729, 0.0], [0.0, 0.0], [1.771680477443893, 0.0], [1.237513671624035, 0.0], [-1.7304444578774731, 0.0], [1.4622835840387853, 0.0], [0.0, 0.0], [1.6877137524630423, 0.0], [1.195129257057016, 0.0], [0.13684656466006714, 0.0], [0.6894383757024467, 0.0], [0.0, 0.0], [-0.16838261335998134, 0.0], [-1.4667717813230576, 0.0], [-1.1939841085566552, 0.0], [-0.31736393575413935, 0.0], [0.0, 0.0], [1.5420663390704297, 0.0], [-0.3285892142688494, 0.0], [2.0126604510062864, 0.0], [-1.2151506821419595, 0.0], [0.0, 0.0], [1.303496024737894, 0.0], [0.017687669044312657, 0.0], [-0.43326132423521213, 0.0], [-1.5489118630094862, 0.0], [0.0, 0.0], [-0.8097003165034463, 0.0], [-0.9334510283897121, 0.0], [-0.5014688911835852, 0.0], [-0.5908792056919325, 0.0], [0.0, 0.0], [-0.4102633497717375, 0.0], [-0.39546734212569623, 0.0], [1.182865977488936, 0.0], [-1.250906202670595, 0.0], [0.0, 0.0], [-0.9785883806305574, 0.0], [-1.1053928686898002, 0.0], [0.812185535377044, 0.0], [1.0160701735156277, 0.0], [0.0, 0.0], [0.1111111111111111, 0.0], [-2.921627576321583, 0.0], [-1.714958339498314, 0.0], [-1.2903177562191253, 0.0], [0.0, 0.0], [2.853626436479027, 0.0], [-0.7046450897746082, 0.0], [-1.0089679261288793, 0.0], [0.43335175471773973, 0.0], [0.0, 0.0], [1.1087856587925276, 0.0], [-1.7597276475826031, 0.0], [-0.006192564242717522, 0.0], [-1.9708534575739167, 0.0], [0.0, 0.0], [0.4592997755643974, 0.0], [0.11420352260700375, 0.0], [-1.1369330961600654, 0.0], [0.28348117633445635, 0.0], [0.0, 0.0]], 'angles': [-0.4042817938960796, None, None, -0.3625929405632761, -0.1800980522555792, -0.3201315266104565, -0.273291600395551, -0.29592484541621705, -0.33549507288872993, -0.35446360614612993, -0.2508535389923982, -0.18808655552560535, -0.07679139066619614, -0.41641136273423834, -0.1480675683163997, -0.35181881053522174, -0.3539288613087653, -0.1370179874199891, -0.3272831990008105, -0.28288113132722814, -0.14928121249207557, -0.16518601036415018, -0.413985309991689, -0.21523926128265564, -0.2409070264146926, -0.24776049999801086, -0.3413212487361473, -0.2928787870744705, -0.30857231378879924, -0.43653514163250573, -0.2024399218298707, -0.3223408310544148, -0.21402226180958062, -0.06989079870326849, -0.11653742130985026, -0.2479824509226137, -0.042415755761365206, -0.10966569920839228, -0.28950311681839774, -0.22452123614718147, -0.31240380713873184, -0.3858217435011185, -0.26768257371524423, -0.36084359200003296, -0.3250882925905444, -0.25103593083216746, -0.05331491895727579, -0.3283616217702455, -0.14569903576655432, -0.1028638093241219, -0.16747635319132378, -0.22674332135528222, -0.29514155472774384, -0.30654597786743926, -0.16839755831628006, -0.12707343499803173, -0.20330646070206793, -0.07032959137928496, -0.04746061831481405, -0.2819753452715969, -0.1477784790788789, -0.22103229540224037, -0.17552327981088195, -0.19258202873331454, -0.2056951242353534, -0.192602942616553, -0.27750078672025547, -0.23754977754124362, -0.35348604944899387, -0.1614072094884287, -0.13337007301282378, -0.27860610907655114, -0.18078937369522438, -0.1930602622234873, -0.35747318510447423, -0.19155821270018708, -0.18443374481543817, -0.2606278123991073, -0.05564413994043288, -0.28190183944039343, -0.306238119623315, -0.2555274013400132, -0.24410257617456968, -0.1225057930934259, -0.37215370499786327, -0.37768033993563493, -0.2892457260259411, -0.25846216699577923, -0.28650363488513997, -0.3120442785349168, -0.31357396224382256, -0.2857107679405814, -0.21479050682072134, -0.2196925931475684, -0.2079327707323403, -0.1990424056907759, -0.21327383930969496, -0.42724553243272395, -0.23631039370603513, -0.25530443779529], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 1, 'dual_embedding_m': 1, 'embedding_index': 1, 'embedding_m': 1, 'embedding_root_imag': 0.0, 'embedding_root_real': 541.027613715761, 'hecke_orbit': 9, 'hecke_orbit_code': 36028797320953931, 'label': '75.18.a.i.1.1', 'level': 75, 'weight': 18}
• 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': [12, 14, 14, 13], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [3, 3, 3, 3], 'ALdims_old': [28, 28, 28, 27], 'Nk2': 24300, 'analytic_conductor': 137.41656550841975, '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': [75, 1, [26, 52], [1, 1]], 'conrey_index': 1, 'cusp_dim': 164, 'dim': 53, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 301989963, 'hecke_orbit_dims': [1, 2, 2, 3, 3, 4, 5, 5, 6, 6, 8, 8], 'label': '75.18.a', 'level': 75, '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, 5], 'level_radical': 15, 'mf_dim': 176, 'mf_new_dim': 53, 'num_forms': 12, 'plus_dim': 25, 'prim_orbit_index': 1, 'relative_dim': 53, 'sturm_bound': 180, 'trace_bound': 2, 'trace_display': [286, 6561, 0, 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• mf_twists_cc •

  Column	Type
  conductor	integer
  degree	integer
  order	integer
  parity	smallint
  source_conrey_index	integer
  source_dim	integer
  source_embedding_index	integer
  source_hecke_orbit_code	bigint
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_conrey_index	integer
  target_dim	integer
  target_embedding_index	integer
  target_hecke_orbit_code	bigint
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_conrey_index	integer
  weight	smallint

  
  
  • id: 46590376
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 6, 'source_embedding_index': 1, 'source_hecke_orbit_code': 36028797320953931, 'source_is_minimal': True, 'source_label': '75.18.a.i.1.1', 'source_level': 75, 'target_conrey_index': 1, 'target_dim': 6, 'target_embedding_index': 1, 'target_hecke_orbit_code': 36028797320953931, 'target_is_minimal': True, 'target_label': '75.18.a.i.1.1', 'target_level': 75, 'twist_class_label': '75.18.a.i.1.1', 'twist_class_level': 75, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 18}
  • id: 46590377
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 6, 'source_embedding_index': 1, 'source_hecke_orbit_code': 36028797320953931, 'source_is_minimal': True, 'source_label': '75.18.a.i.1.1', 'source_level': 75, 'target_conrey_index': 49, 'target_dim': 12, 'target_embedding_index': 2, 'target_hecke_orbit_code': 31525266413060171, 'target_is_minimal': False, 'target_label': '75.18.b.h.49.2', 'target_level': 75, 'twist_class_label': '75.18.a.i.1.1', 'twist_class_level': 75, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 18}
  • id: 46590378
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 6, 'source_embedding_index': 1, 'source_hecke_orbit_code': 36028797320953931, 'source_is_minimal': True, 'source_label': '75.18.a.i.1.1', 'source_level': 75, 'target_conrey_index': 49, 'target_dim': 12, 'target_embedding_index': 11, 'target_hecke_orbit_code': 31525266413060171, 'target_is_minimal': False, 'target_label': '75.18.b.h.49.11', 'target_level': 75, 'twist_class_label': '75.18.a.i.1.1', 'twist_class_level': 75, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 18}
  • id: 46590379
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 6, 'source_embedding_index': 1, 'source_hecke_orbit_code': 36028797320953931, 'source_is_minimal': True, 'source_label': '75.18.a.i.1.1', 'source_level': 75, 'target_conrey_index': 1, 'target_dim': 6, 'target_embedding_index': 6, 'target_hecke_orbit_code': 40532396948324427, 'target_is_minimal': True, 'target_label': '75.18.a.j.1.6', 'target_level': 75, 'twist_class_label': '75.18.a.i.1.1', 'twist_class_level': 75, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 18}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 237900
    {'charpoly_factorization': [[[436009513623552, 13933788526592, 54300836896, -171809536, -532718, 338, 1], 1]], 'hecke_orbit_code': 36028797320953931, 'p': 2}
  • id: 237901
    {'charpoly_factorization': [[[-6561, 1], 6]], 'hecke_orbit_code': 36028797320953931, 'p': 3}
  • id: 237902
    {'charpoly_factorization': [[[0, 1], 6]], 'hecke_orbit_code': 36028797320953931, 'p': 5}
  • id: 237903
    {'charpoly_factorization': [[[226067477501964710464577184883025458319625, -133813075449634512804995702354759250, 303223977709418958872777055, 7973192670256828959588, -426550441243593, -20999794, 1], 1]], 'hecke_orbit_code': 36028797320953931, 'p': 7}
  • id: 237904
    {'charpoly_factorization': [[[-24913011121301178161909772805682141189046975199657152, -163429031730516593527951720246917656000110016, 620337939798185134268073831032350576, 273111018673299710962798432, -1536432837335599892, -85907324, 1], 1]], 'hecke_orbit_code': 36028797320953931, 'p': 11}
  • id: 237905
    {'charpoly_factorization': [[[-4691153323962440517436479945850062865478033789449490563663, -440870177755067703432061143482551213379001976522, 951856007026387842027147864489218608111, 29775404732421384473790526836, -56030703714310703233, -344649098, 1], 1]], 'hecke_orbit_code': 36028797320953931, 'p': 13}
  • id: 237906
    {'charpoly_factorization': [[[-15347894721500893517969993081459429501137388418099645099777216, -3179215725042415829542975112165066192680652959455808, 3098377452666173244008403384168299075440, 22975348561358773371243814835360, -70743406664573118740, -48742285828, 1], 1]], 'hecke_orbit_code': 36028797320953931, 'p': 17}
  • id: 237907
    {'charpoly_factorization': [[[-76185646882397650444078733099342202644017214056164733993402972375, 2520642924672221294823602124563558397199414479151055950, 143500552919025035017171379482538337183610015, 110256799751923731742650024551076, -23263464047195031647017, -27193720402, 1], 1]], 'hecke_orbit_code': 36028797320953931, 'p': 19}
  • id: 237908
    {'charpoly_factorization': [[[913879067518053913715044138922177148705411564715318276267531332168000, 16300876961160396143566206817488643768927870059403518792000, 60382502436108017238699119186592606707315138160, -88925945274308601709061773043229984, -515316267334886464536372, 71031572148, 1], 1]], 'hecke_orbit_code': 36028797320953931, 'p': 23}
  • id: 237909
    {'charpoly_factorization': [[[13946988274597179806245158504103434384815570352943679365941255560946120000, 70226754142128030794280551050350849094158855691965522508270400, 73770234573975006803863578904284881070617681937520, -39960171244030527862396768309866705952, -25675396790286945860028788, 686216807636, 1], 1]], 'hecke_orbit_code': 36028797320953931, 'p': 29}
  • id: 237910
    {'charpoly_factorization': [[[4695528162548295815710296930349261154478434720480910053371323042764015625, 100755307489006959506672691565418616440373057936704715023111250, 169653294494758829189454860593446759679753949428575, 26576607320160734539372233598596197532, -43651639864797183446142153, 1873231882354, 1], 1]], 'hecke_orbit_code': 36028797320953931, 'p': 31}
  • id: 237911
    {'charpoly_factorization': [[[11240672473221640158858101605514488880242521963499296893851966552975095351592000, -2038613270140485617114655280651165949399323593221908878964125345600, 25793620037789332615659512234299466858801524536952560, 12867793342930301119682032857776575216288, -527015600573036285756849028, -19242169234164, 1], 1]], 'hecke_orbit_code': 36028797320953931, 'p': 37}
  • id: 237912
    {'charpoly_factorization': [[[-14628405534069901181828739398751885181837936314396961131112626398490200978079744000, 1835094742304124550475380590440451353282096899359312831841623760486400, -60024743167641380041691313605389945191518582809895244800, 365812012788620272684691883691369302175232, 12918548668042734895809411472, -221880229804096, 1], 1]], 'hecke_orbit_code': 36028797320953931, 'p': 41}
  • id: 237913
    {'charpoly_factorization': [[[-336448584216989944314705176023440999063037255195436599202772341144905065885297116191, 2875400252614143200059308840831217907025308023226188183088476978102550, 151876665837245051542676758638464626938706116648955178383, -877348030565646527165439089098664796703500, -22336455224340669250944714193, 61700614892950, 1], 1]], 'hecke_orbit_code': 36028797320953931, 'p': 43}
  • id: 237914
    {'charpoly_factorization': [[[3372681319926259527498315636989851138765020124654794782488565249431826727554604373056, -198508400924307085351144061066812542806890763271556015944408156186137920, -1003807721708495869901335869428775940198975023429009546512, 29505582188366875205012220108708916246662560, -77116032397840834316300514692, -314747038040020, 1], 1]], 'hecke_orbit_code': 36028797320953931, 'p': 47}
  • id: 237915
    {'charpoly_factorization': [[[-3762563182945205192224364030408892305794797062882592667086013253580693694887722099712000, 47175024581781004279925160069959089176342762549873793243147718322696857600, -201450442863909146512219997562459629935788189681802068657920, 255631972664799868964956999398351541177235456, 438679229157036955221961205248, -1423050064341352, 1], 1]], 'hecke_orbit_code': 36028797320953931, 'p': 53}
  • id: 237916
    {'charpoly_factorization': [[[1450666237937529640881112125095233621576378572275286747396954801874000827271242858683880000, 3104900819608336720225978917972275413278537314513736461074603225654829502400, -1277835019333101574683144527043814691370167358349999393590800, -6159795328790613978046638348490271477064621536, -2343164310639423045838581161252, 1863818311706812, 1], 1]], 'hecke_orbit_code': 36028797320953931, 'p': 59}
  • id: 237917
    {'charpoly_factorization': [[[297722077058368536586651227132542407851120577447572531572653877797853395553227897877566721, -2833242609106050335381723205548162845048499034295532795258581234695316884410, -2202325885289399166855626846408529130976681231579439223177457, 10134066778323241718543769859790654321482802580, -3053427441926526036080528968177, -2566675276206010, 1], 1]], 'hecke_orbit_code': 36028797320953931, 'p': 61}
  • id: 237918
    {'charpoly_factorization': [[[-291163409938155045896405387357749371025920867466482066928347108658405262161354870802845916391, 119914076156627894113856574823266186944921806409676976552768122307833831014142, 183550387667987376464393794548434194268141872372854319020169215, -32961319930308833678650301898671661670848953340, -28751350841498459682169653734265, 1098817645784222, 1], 1]], 'hecke_orbit_code': 36028797320953931, 'p': 67}
  • id: 237919
    {'charpoly_factorization': [[[9286226555345425599958447259445444602222353362643868871892711125496554732289370276452014096384, 8738767285577224405719749965800151477893334861592553395422555723969048313643008, 1655941147379025773053256401835135557500415781619074947047255040, -409949562276503859562384444041813941900574722560, -104560259998712958235958823257840, 2129839058265728, 1], 1]], 'hecke_orbit_code': 36028797320953931, 'p': 71}
  • id: 237920
    {'charpoly_factorization': [[[-3330214016848417332364984846294971408982296644173067795997640342921917308192399893275251800000, -2952109596291255538854560294219288190077782008729727227238318281169827378529600, -36931236697896234242506465624202896678256706943691377459527440, 366914309060380682046304348795613472223198712736, 6879458948914086503990578587068, -13688077112354132, 1], 1]], 'hecke_orbit_code': 36028797320953931, 'p': 73}
  • id: 237921
    {'charpoly_factorization': [[[-23134646846944709734408403258070080007663904457584733073954673138255327670115742958839922688000000, 501396577564358238858714809160782665697941484956192294506676201179469735526400000, 254409928302093374425748098552907287931404947264852513370275840000, -3223999340710494778683933222763973922378485760000, -905580497118205008844300311955200, 4340635048065760, 1], 1]], 'hecke_orbit_code': 36028797320953931, 'p': 79}
  • id: 237922
    {'charpoly_factorization': [[[-1065267059846133065296495043111959332814907503221003764309505126066920408009303742569013843728832, -362766163889093873382113635881288689269712597817759992581886776631932572403737024, 83610158796254586977635156481279179817217260898127405449990341616, 7167616346082572807704181463484858354023475201248, -1120578516739791826125201404727012, -306584076554076, 1], 1]], 'hecke_orbit_code': 36028797320953931, 'p': 83}
  • id: 237923
    {'charpoly_factorization': [[[660979590922747501069156600703986315297500556214889473592862238748536406411412497816994933899264000, -40653050598109184182256300770706057224164509101183278535409819573470931689301606400, -1658901927129502288658758382561169674839846024294624308729037455360, 114988283091397172521381224745614112559725681115136, 221470035957345967420688458576128, -82066415686814592, 1], 1]], 'hecke_orbit_code': 36028797320953931, 'p': 89}
  • id: 237924
    {'charpoly_factorization': [[[13534248596451958010186183354820808676213290622363639397246606056757651865378940971993268817985246369, -2125048290947284135451762023313688776582656430429438319702544554084878416877584618458, 67545649136975412943926674268264909197701421050923307357955029377615, 76176434399351652494523728928589743464643070667860, -17156290655783551824150536136672465, 13942082667796902, 1], 1]], 'hecke_orbit_code': 36028797320953931, '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': 9, 'label': '75.18.a.i', 'level': 75, 'portrait': 'data:image/png;base64,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', 'weight': 18}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 51886615
    {'hecke_orbit_code': 36028797320953931, 'n': 1, 'trace_an': 6}
  • id: 51886616
    {'hecke_orbit_code': 36028797320953931, 'n': 2, 'trace_an': -338}
  • id: 51886617
    {'hecke_orbit_code': 36028797320953931, 'n': 3, 'trace_an': 39366}
  • id: 51886618
    {'hecke_orbit_code': 36028797320953931, 'n': 4, 'trace_an': 393248}
  • id: 51886619
    {'hecke_orbit_code': 36028797320953931, 'n': 5, 'trace_an': 0}
  • id: 51886620
    {'hecke_orbit_code': 36028797320953931, 'n': 6, 'trace_an': -2217618}
  • id: 51886621
    {'hecke_orbit_code': 36028797320953931, 'n': 7, 'trace_an': 20999794}
  • id: 51886622
    {'hecke_orbit_code': 36028797320953931, 'n': 8, 'trace_an': 25242756}
  • id: 51886623
    {'hecke_orbit_code': 36028797320953931, 'n': 9, 'trace_an': 258280326}
  • id: 51886624
    {'hecke_orbit_code': 36028797320953931, 'n': 10, 'trace_an': 0}
  • id: 51886625
    {'hecke_orbit_code': 36028797320953931, 'n': 11, 'trace_an': 85907324}
  • id: 51886626
    {'hecke_orbit_code': 36028797320953931, 'n': 12, 'trace_an': 2580100128}
  • id: 51886627
    {'hecke_orbit_code': 36028797320953931, 'n': 13, 'trace_an': 344649098}
  • id: 51886628
    {'hecke_orbit_code': 36028797320953931, 'n': 14, 'trace_an': 4962466602}
  • id: 51886629
    {'hecke_orbit_code': 36028797320953931, 'n': 15, 'trace_an': 0}
  • id: 51886630
    {'hecke_orbit_code': 36028797320953931, 'n': 16, 'trace_an': 13788291320}
  • id: 51886631
    {'hecke_orbit_code': 36028797320953931, 'n': 17, 'trace_an': 48742285828}
  • id: 51886632
    {'hecke_orbit_code': 36028797320953931, 'n': 18, 'trace_an': -14549791698}
  • id: 51886633
    {'hecke_orbit_code': 36028797320953931, 'n': 19, 'trace_an': 27193720402}
  • id: 51886634
    {'hecke_orbit_code': 36028797320953931, 'n': 20, 'trace_an': 0}
  • id: 51886635
    {'hecke_orbit_code': 36028797320953931, 'n': 21, 'trace_an': 137779648434}
  • id: 51886636
    {'hecke_orbit_code': 36028797320953931, 'n': 22, 'trace_an': 336975966076}
  • id: 51886637
    {'hecke_orbit_code': 36028797320953931, 'n': 23, 'trace_an': -71031572148}
  • id: 51886638
    {'hecke_orbit_code': 36028797320953931, 'n': 24, 'trace_an': 165617722116}
  • id: 51886639
    {'hecke_orbit_code': 36028797320953931, 'n': 25, 'trace_an': 0}
  • id: 51886640
    {'hecke_orbit_code': 36028797320953931, 'n': 26, 'trace_an': 611333714642}
  • id: 51886641
    {'hecke_orbit_code': 36028797320953931, 'n': 27, 'trace_an': 1694577218886}
  • id: 51886642
    {'hecke_orbit_code': 36028797320953931, 'n': 28, 'trace_an': 136912343008}
  • id: 51886643
    {'hecke_orbit_code': 36028797320953931, 'n': 29, 'trace_an': -686216807636}
  • id: 51886644
    {'hecke_orbit_code': 36028797320953931, 'n': 30, 'trace_an': 0}
  • id: 51886645
    {'hecke_orbit_code': 36028797320953931, 'n': 31, 'trace_an': -1873231882354}
  • id: 51886646
    {'hecke_orbit_code': 36028797320953931, 'n': 32, 'trace_an': 6803078403464}
  • id: 51886647
    {'hecke_orbit_code': 36028797320953931, 'n': 33, 'trace_an': 563637952764}
  • id: 51886648
    {'hecke_orbit_code': 36028797320953931, 'n': 34, 'trace_an': 912815171396}
  • id: 51886649
    {'hecke_orbit_code': 36028797320953931, 'n': 35, 'trace_an': 0}
  • id: 51886650
    {'hecke_orbit_code': 36028797320953931, 'n': 36, 'trace_an': 16928036939808}
  • id: 51886651
    {'hecke_orbit_code': 36028797320953931, 'n': 37, 'trace_an': 19242169234164}
  • id: 51886652
    {'hecke_orbit_code': 36028797320953931, 'n': 38, 'trace_an': -18566472971078}
  • id: 51886653
    {'hecke_orbit_code': 36028797320953931, 'n': 39, 'trace_an': 2261242731978}
  • id: 51886654
    {'hecke_orbit_code': 36028797320953931, 'n': 40, 'trace_an': 0}
  • id: 51886655
    {'hecke_orbit_code': 36028797320953931, 'n': 41, 'trace_an': 221880229804096}
  • id: 51886656
    {'hecke_orbit_code': 36028797320953931, 'n': 42, 'trace_an': 32558743375722}
  • id: 51886657
    {'hecke_orbit_code': 36028797320953931, 'n': 43, 'trace_an': -61700614892950}
  • id: 51886658
    {'hecke_orbit_code': 36028797320953931, 'n': 44, 'trace_an': -41956372268096}
  • id: 51886659
    {'hecke_orbit_code': 36028797320953931, 'n': 45, 'trace_an': 0}
  • id: 51886660
    {'hecke_orbit_code': 36028797320953931, 'n': 46, 'trace_an': 652819536934476}
  • id: 51886661
    {'hecke_orbit_code': 36028797320953931, 'n': 47, 'trace_an': 314747038040020}
  • id: 51886662
    {'hecke_orbit_code': 36028797320953931, 'n': 48, 'trace_an': 90464979350520}
  • id: 51886663
    {'hecke_orbit_code': 36028797320953931, 'n': 49, 'trace_an': -101690853393620}
  • id: 51886664
    {'hecke_orbit_code': 36028797320953931, 'n': 50, 'trace_an': 0}
  • id: 51886665
    {'hecke_orbit_code': 36028797320953931, 'n': 51, 'trace_an': 319798137317508}
  • id: 51886666
    {'hecke_orbit_code': 36028797320953931, 'n': 52, 'trace_an': 1013894104582368}
  • id: 51886667
    {'hecke_orbit_code': 36028797320953931, 'n': 53, 'trace_an': 1423050064341352}
  • id: 51886668
    {'hecke_orbit_code': 36028797320953931, 'n': 54, 'trace_an': -95461183330578}
  • id: 51886669
    {'hecke_orbit_code': 36028797320953931, 'n': 55, 'trace_an': 0}
  • id: 51886670
    {'hecke_orbit_code': 36028797320953931, 'n': 56, 'trace_an': 616015365358860}
  • id: 51886671
    {'hecke_orbit_code': 36028797320953931, 'n': 57, 'trace_an': 178417999557522}
  • id: 51886672
    {'hecke_orbit_code': 36028797320953931, 'n': 58, 'trace_an': 2839276675035884}
  • id: 51886673
    {'hecke_orbit_code': 36028797320953931, 'n': 59, 'trace_an': -1863818311706812}
  • id: 51886674
    {'hecke_orbit_code': 36028797320953931, 'n': 60, 'trace_an': 0}
  • id: 51886675
    {'hecke_orbit_code': 36028797320953931, 'n': 61, 'trace_an': 2566675276206010}
  • id: 51886676
    {'hecke_orbit_code': 36028797320953931, 'n': 62, 'trace_an': -454744867715562}
  • id: 51886677
    {'hecke_orbit_code': 36028797320953931, 'n': 63, 'trace_an': 903972273375474}
  • id: 51886678
    {'hecke_orbit_code': 36028797320953931, 'n': 64, 'trace_an': -7658758145388288}
  • id: 51886679
    {'hecke_orbit_code': 36028797320953931, 'n': 65, 'trace_an': 0}
  • id: 51886680
    {'hecke_orbit_code': 36028797320953931, 'n': 66, 'trace_an': 2210899313424636}
  • id: 51886681
    {'hecke_orbit_code': 36028797320953931, 'n': 67, 'trace_an': -1098817645784222}
  • id: 51886682
    {'hecke_orbit_code': 36028797320953931, 'n': 68, 'trace_an': 9463070915595584}
  • id: 51886683
    {'hecke_orbit_code': 36028797320953931, 'n': 69, 'trace_an': -466038144863028}
  • id: 51886684
    {'hecke_orbit_code': 36028797320953931, 'n': 70, 'trace_an': 0}
  • id: 51886685
    {'hecke_orbit_code': 36028797320953931, 'n': 71, 'trace_an': -2129839058265728}
  • id: 51886686
    {'hecke_orbit_code': 36028797320953931, 'n': 72, 'trace_an': 1086617874803076}
  • id: 51886687
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  • id: 51886849
    {'hecke_orbit_code': 36028797320953931, 'n': 841, 'trace_an': 8278800667275596058937418}
  • id: 51886850
    {'hecke_orbit_code': 36028797320953931, 'n': 853, 'trace_an': 720497113195433908145374}
  • id: 51886851
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  • id: 51886852
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  • id: 51886854
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  • id: 51886855
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  • id: 51886856
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  • id: 51886857
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  • id: 51886858
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  • id: 51886859
    {'hecke_orbit_code': 36028797320953931, 'n': 911, 'trace_an': 18929355332071012405839812}
  • id: 51886860
    {'hecke_orbit_code': 36028797320953931, 'n': 919, 'trace_an': -5354780586323941093734230}
  • id: 51886861
    {'hecke_orbit_code': 36028797320953931, 'n': 929, 'trace_an': 18594833823273802040279332}
  • id: 51886862
    {'hecke_orbit_code': 36028797320953931, 'n': 937, 'trace_an': -62567906897942761832115674}
  • id: 51886863
    {'hecke_orbit_code': 36028797320953931, 'n': 941, 'trace_an': -23314826060668683027716444}
  • id: 51886864
    {'hecke_orbit_code': 36028797320953931, 'n': 947, 'trace_an': 30716583139163792415802812}
  • id: 51886865
    {'hecke_orbit_code': 36028797320953931, 'n': 953, 'trace_an': -19529979368811232490467472}
  • id: 51886866
    {'hecke_orbit_code': 36028797320953931, 'n': 961, 'trace_an': -44488423230314582083231844}
  • id: 51886867
    {'hecke_orbit_code': 36028797320953931, 'n': 967, 'trace_an': -27497631229707548312239392}
  • id: 51886868
    {'hecke_orbit_code': 36028797320953931, 'n': 971, 'trace_an': -16303594511869219151587044}
  • id: 51886869
    {'hecke_orbit_code': 36028797320953931, 'n': 977, 'trace_an': -50506925768288009025467372}
  • id: 51886870
    {'hecke_orbit_code': 36028797320953931, 'n': 983, 'trace_an': 44364080937476905655657832}
  • id: 51886871
    {'hecke_orbit_code': 36028797320953931, 'n': 991, 'trace_an': -54216010317858138508397658}
  • id: 51886872
    {'hecke_orbit_code': 36028797320953931, 'n': 997, 'trace_an': 24360512123100805263837892}