Embedded newform data - 304.9.e.e.113.4

Formats: - HTML - YAML - JSON - 2025-03-07T07:52:56.380840

• 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': 24624, 'analytic_conductor': 123.84309745858268, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 19, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 2, 'char_parity': -1, 'char_values': [304, 2, [191, 229, 97], [2, 2, 1]], 'cm_discs': [], 'conrey_index': 113, 'dim': 12, 'field_disc': 8360637659231767501193595618420966960194973897176907965632350781440000, 'field_disc_factorization': [[2, 22], [3, 4], [5, 4], [19935095302063, 2], [9953800093842653, 2]], 'field_poly': [9218779084612644462864, 0, 24830681474333400768, 0, 17370647163698184, 0, 5214446299656, 0, 738386961, 0, 46118, 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': [[3, [2708237004403271270400, 0, 25706868731493949440, 0, 20502135519114816, 0, 6046694283888, 0, 802348665, 0, 47162, 0, 1]], [5, [553286629221600, 47520021030720, 325516762486, 70794579, -1349339, -279, 1]]], 'hecke_orbit': 5, 'hecke_orbit_code': 18014673538384176, 'hecke_ring_generator_nbound': 19, 'hecke_ring_index': 905969664, 'hecke_ring_index_factorization': [[2, 25], [3, 3]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 19, 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': '304.9.e.e', 'level': 304, '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': [2, 19], 'level_radical': 38, 'minimal_twist': '38.9.b.a', 'prim_orbit_index': 2, 'qexp_display': 'q+\\beta _{6}q^{3}+(47-\\beta _{2})q^{5}+(452-\\beta _{1}+\\cdots)q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 12, 'rm_discs': [], 'sato_tate_group': '8.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '304.9.e', 'trace_display': [0, 0, 558, 5422], 'trace_hash': 1822417073703256773, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.057', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.908', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.829', 'prec': 17}, {'__RealLiteral__': 0, 'data': '554.548', 'prec': 24}, {'__RealLiteral__': 0, 'data': '500.540', 'prec': 24}, {'__RealLiteral__': 0, 'data': '45193.745', 'prec': 30}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.514', 'prec': 17}, 'traces': [12, 0, 0, 0, 558, 0, 5422, 0, -15592, 0, 12546, 0, 0, 0, 0, 0, 270810, 0, -41512, 0, 0, 0, 823956, 0, 865538, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1194378, 0, 0, 0, -5786100, 0, 0, 0, -7586646, 0, 2226046, 0, 20260530, 0, -19498842, 0, 0, 0, 0, 0, 14858554, 0, 14430564, 0, 0, 0, -41363266, 0, -84235798, 0, 0, 0, 0, 0, 0, 0, 0, 0, 87906498, 0, 0, 0, -78817962, 0, 0, 0, -100904812, 0, 55944960, 0, 25440254, 0, -119189604, 0, 0, 0, 0, 0, 105500856, 0, -81396774, 0, 0, 0, 85554938, 0, 50899272, 0, 0, 0, 0, 0, 0, 0, 0, 0, 7331160, 0, 0, 0, 388824100, 0, 0, 0, 1554777894, 0, -157537774, 0, -881917896, 0, 1441523790, 0, 0, 0, 0, 0, -492341574, 0, -887267562, 0, 0, 0, -747524910, 0, -1547263022, 0, 0, 0, 0, 0, 0, 0, 0, 0, 3665471382, 0, 0, 0, -3796826930, 0, 0, 0, -2502510856, 0, 1910877252, 0, 1382087712, 0, -333024776, 0, 0, 0, 0, 0, -109433928, 0, 926364256, 0, 0, 0, 4875672160, 0, 10195255620, 0, 0, 0, 0, 0, 0, 0, 0, 0, -12068945966, 0, 0, 0, 6534557334, 0, 0, 0, 13765743216, 0, -5976093480, 0, -2841463314, 0, -1302304260, 0, 0, 0, 0, 0, -12394090480, 0, -10661918514, 0, 0, 0, -6218301768, 0, -18459684486, 0, 0, 0, 0, 0, 0, 0, 0, 0, 19064217366, 0, 0, 0, -18724183042, 0, 0, 0, -14761412346, 0, 13354951258, 0, 23060881464, 0, -3572498778, 0, 0, 0, 0, 0, 18111114636, 0, 17354227716, 0, 0, 0, 6043519266, 0, 13507659908, 0, 0, 0, 0, 0, 0, 0, 0, 0, -12654341982, 0, 0, 0, 25907517024, 0, 0, 0, 31355120700, 0, -10507768260, 0, -11732629524, 0, 10382468822, 0, 0, 0, 0, 0, -43585820934, 0, -25237426800, 0, 0, 0, 13649890118, 0, -30344806536, 0, 0, 0, 0, 0, 0, 0, 0, 0, 19964731102, 0, 0, 0, -42358040946, 0, 0, 0, -45902811072, 0, 14570435118, 0, -15715931836, 0, 7610002522, 0, 0, 0, 0, 0, 28950950532, 0, 27893286594, 0, 0, 0, 46540307532, 0, 73057838022, 0, 0, 0, 0, 0, 0, 0, 0, 0, -21604276248, 0, 0, 0, -24561814618, 0, 0, 0, -85410773382, 0, -8543723514, 0, 59062817820, 0, -19332942324, 0, 0, 0, 0, 0, -37844777154, 0, 38289480228, 0, 0, 0, 42483502974, 0, 54925588824, 0, 0, 0, 0, 0, 0, 0, 0, 0, -131189228388, 0, 0, 0, 33911763600, 0, 0, 0, 116348140138, 0, -77820733510, 0, -55568550618, 0, 21010859296, 0, 0, 0, 0, 0, -135065662794, 0, -46504493196, 0, 0, 0, 36873749784, 0, -135137842706, 0, 0, 0, 0, 0, 0, 0, 0, 0, 56502032020, 0, 0, 0, 3612250656, 0, 0, 0, -203293991014, 0, 99123845904, 0, 16206598746, 0, 247279385304, 0, 0, 0, 0, 0, 177037173840, 0, 22386529224, 0, 0, 0, 22661167110, 0, 227830418754, 0, 0, 0, 0, 0, 0, 0, 0, 0, -256805805336, 0, 0, 0, -1579202958, 0, 0, 0, 275504921454, 0, -388588439118, 0, -167455756224, 0, 28769689506, 0, 0, 0, 0, 0, -64212753714, 0, -156240609022, 0, 0, 0, -32248790232, 0, -484439212488, 0, 0, 0, 0, 0, 0, 0, 0, 0, 315331258752, 0, 0, 0, -133451318534, 0, 0, 0, -440602452758, 0, 477316219368, 0, 156615520212, 0, 296937162812, 0, 0, 0, 0, 0, 327541372142, 0, 41965194708, 0, 0, 0, -236510005090, 0, 202446667368, 0, 0, 0, 0, 0, 0, 0, 0, 0, -233657643208, 0, 0, 0, 77703351000, 0, 0, 0, 541508475816, 0, -186573631116, 0, -295669119906, 0, 239249636520, 0, 0, 0, 0, 0, -197794090754, 0, 75297030804, 0, 0, 0, 635873983296, 0, 191473413486, 0, 0, 0, 0, 0, 0, 0, 0, 0, -153568788202, 0, 0, 0, 5700666840, 0, 0, 0, -624177737472, 0, 550069239434, 0, 448896241080, 0, 96597808764, 0, 0, 0, 0, 0, -340334211270, 0, -144917108472, 0, 0, 0, -43787587032, 0, -96226671490, 0, 0, 0, 0, 0, 0, 0, 0, 0, -486077428548, 0, 0, 0, -910723799604, 0, 0, 0, 402471469022, 0, -631399891968, 0, -135714206778, 0, -913414348256, 0, 0, 0, 0, 0, 696693248072, 0, 309662917320, 0, 0, 0, 1000133366626, 0, -31248095124, 0, 0, 0, 0, 0, 0, 0, 0, 0, -73923613614, 0, 0, 0, 875942255310, 0, 0, 0, -31360362792, 0, -177046891482, 0, 540180595930, 0, 816564887758, 0, 0, 0, 0, 0, -1510850632140, 0, -1279034866866, 0, 0, 0, -867389714112, 0, -959569451622, 0, 0, 0, 0, 0, 0, 0, 0, 0, 774985006284, 0, 0, 0, -1771774463362, 0, 0, 0, -124237795452, 0, -87811248054, 0, 697600932974, 0, -785427858822, 0, 0, 0, 0, 0, 1924627339584, 0, 1659257092584, 0, 0, 0, 519952531788, 0, 1263178676832, 0, 0, 0, 0, 0, 0, 0, 0, 0, -312889117098, 0, 0, 0, 3253377984360, 0, 0, 0, 140821883166, 0, 637733513684, 0, 546083532714, 0, 608064412848, 0, 0, 0, 0, 0, -734620729718, 0, -2378980664472, 0, 0, 0, -531295910290, 0, -2136180265504, 0, 0, 0, 0, 0, 0, 0, 0, 0, 327144230126, 0, 0, 0, -2416878639102, 0, 0, 0, 1355449401902, 0, -1190179456860, 0, -329578928326, 0, 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1433704736634, 0, 0, 0, 4128186750030, 0, -2803815230334, 0, 0, 0, 0, 0, 0, 0, 0, 0, 5756904579072, 0, 0, 0, -511116128628, 0, 0, 0, -5449039788086, 0, 6197878714200, 0, -1213570629570, 0, 5144917462236, 0, 0, 0, 0, 0, 98443265992, 0, -2106595647012, 0, 0, 0, -1704468775194, 0, 8402680309236, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4243426386148, 0, 0, 0, -1317865235988, 0, 0, 0, 11638257188148, 0, -10317442620534, 0, -7470863233162, 0, -2304333648360, 0], 'weight': 9, 'weight_parity': -1}
• 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], [0.0, 0.0], [0.0, -0.9175893356868533], [0.0, 0.0], [-0.2477515673072211, 0.0], [0.0, 0.0], [-0.660171718491679, 0.0], [0.0, 0.0], [0.1580298110337593, 0.0], [0.0, 0.0], [1.7450472565325303, 0.0], [0.0, 0.0], [0.0, -0.36305971997414954], [0.0, 0.0], [0.0, 0.2273341960608097], [0.0, 0.0], [-1.592016000863184, 0.0], [0.0, 0.0], [-0.10087014749998771, 0.9948995996296967], [0.0, 0.0], [0.0, 0.605766528610028], [0.0, 0.0], [1.1967106162102341, 0.0], [0.0, 0.0], [-0.9386191608968155, 0.0], [0.0, 0.0], [0.0, -1.0625958050120394], [0.0, 0.0], [0.0, 0.8558478742283169], [0.0, 0.0], [0.0, 0.15321095729068057], [0.0, 0.0], [0.0, -1.6012367528638505], [0.0, 0.0], [0.16355857794821502, 0.0], [0.0, 0.0], [0.0, -1.3075097222311687], [0.0, 0.0], [-0.3331397272657348, 0.0], [0.0, 0.0], [0.0, -0.8456294854071389], [0.0, 0.0], [-0.45012640629420586, 0.0], [0.0, 0.0], [-0.03915213336487784, 0.0], [0.0, 0.0], [-1.0274010479745528, 0.0], [0.0, 0.0], [-0.5641733021037434, 0.0], [0.0, 0.0], [0.0, 1.4608169046348898], [0.0, 0.0], [0.0, 1.499290831435177], [0.0, 0.0], [-0.4323381928311007, 0.0], [0.0, 0.0], [0.9129092626993297, 0.09255737163514863], [0.0, 0.0], [0.0, 0.6043963733277251], [0.0, 0.0], [-0.8152032521495851, 0.0], [0.0, 0.0], [-0.10432681192307217, 0.0], [0.0, 0.0], [0.0, 0.08994861464971635], [0.0, 0.0], [0.0, 0.9282445217176285], [0.0, 0.0], [0.0, -1.0980888993377536], [0.0, 0.0], [0.0, -0.8564501399533804], [0.0, 0.0], [-0.31310743876307406, 0.0], [0.0, 0.0], [0.0, 0.8612669323102606], [0.0, 0.0], [-1.1520308461942703, 0.0], [0.0, 0.0], [0.0, -1.3517183349775637], [0.0, 0.0], [-0.816996767790875, 0.0], [0.0, 0.0], [-0.7935110111372919, 0.0], [0.0, 0.0], [0.3944244593920281, 0.0], [0.0, 0.0], [0.7853168823621668, 0.0], [0.0, 0.0], [0.0, 1.6998752911709187], [0.0, 0.0], [0.0, 0.23968175925044202], [0.0, 0.0], [0.14058474052030243, 0.0], [0.0, 0.0], [0.024990737137632522, -0.2464879351215841], [0.0, 0.0], [0.0, -0.277446494481885], [0.0, 0.0], 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-0.4894846161976429, -0.37632626425811994], 'char_orbit_index': 5, 'conrey_index': 113, 'dual_conrey_index': 113, 'dual_embedding_index': 9, 'dual_embedding_m': 9, 'embedding_index': 4, 'embedding_m': 4, 'embedding_root_imag': -61.59681412927726, 'embedding_root_real': 0.0, 'hecke_orbit': 5, 'hecke_orbit_code': 18014673538384176, 'label': '304.9.e.e.113.4', 'level': 304, 'weight': 9}
• mf_newspaces •

  Column	Type
  ALdims	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': 24624, 'analytic_conductor': 123.84309745858268, 'char_conductor': 19, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 2, 'char_parity': -1, 'char_values': [304, 2, [191, 229, 97], [2, 2, 1]], 'conrey_index': 113, 'cusp_dim': 314, 'dim': 79, 'eis_dim': 12, 'eis_new_dim': 2, 'hecke_cutter_primes': [3, 5], 'hecke_orbit_code': 275028902192, 'hecke_orbit_dims': [1, 2, 12, 12, 12, 40], 'label': '304.9.e', 'level': 304, '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': [2, 19], 'level_radical': 38, 'mf_dim': 326, 'mf_new_dim': 81, 'num_forms': 6, 'prim_orbit_index': 2, 'relative_dim': 79, 'sturm_bound': 360, 'trace_bound': 5, 'trace_display': [0, 0, -2, 3010], 'traces': [79, 0, 0, 0, -2, 0, 3010, 0, -164593, 0, 2, 0, 0, 0, 0, 0, 27550, 0, 64641, 0, 0, 0, 113762, 0, 5859373, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1293892, 0, 0, 0, 4149632, 0, 0, 0, -9050622, 0, -768130, 0, -10131838, 0, 69036781, 0, 0, 0, 0, 0, 37902628, 0, 10336736, 0, 0, 0, 24286142, 0, -80723582, 0, 0, 0, 0, 0, 0, 0, 0, 0, 63831006, 0, 0, 0, -50159044, 0, 0, 0, 383874127, 0, -186760126, 0, -38122180, 0, -197885760, 0, 0, 0, 0, 0, 74921920, 0, 152143298, 0, 0, 0, 243584578, 0, 13685950, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1020734528, 0, 0, 0, -716460924, 0, 0, 0, -83266076, 0, 1820918509, 0, -323947456, 0, -103457860, 0, 0, 0, 0, 0, 413149058, 0, 318593534, 0, 0, 0, -621429986, 0, -35199934, 0, 0, 0, 0, 0, 0, 0, 0, 0, 444736894, 0, 0, 0, -170961346, 0, 0, 0, -253536706, 0, 2276403840, 0, -284453668, 0, 301227394, 0, 0, 0, 0, 0, -5503511473, 0, -5057534751, 0, 0, 0, -1021158938, 0, 1743563488, 0, 0, 0, 0, 0, 0, 0, 0, 0, 6360015428, 0, 0, 0, -692297854, 0, 0, 0, 7783326912, 0, -1347123458, 0, 1491431874, 0, 2236450592, 0, 0, 0, 0, 0, 11401298658, 0, -295619138, 0, 0, 0, -8027986560, 0, 11268501604, 0, 0, 0, 0, 0, 0, 0, 0, 0, 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83034730048, 0, 0, 0, 53772776832, 0, 55093315454, 0, 0, 0, 0, 0, 0, 0, 0, 0, -115845357564, 0, 0, 0, 33699234626, 0, 0, 0, 161961377154, 0, -27802626246, 0, -55861105212, 0, -77256536128, 0, 0, 0, 0, 0, -150351821504, 0, -8268297218, 0, 0, 0, -229669831603, 0, 366363575810, 0, 0, 0, 0, 0, 0, 0, 0, 0, 47776116288, 0, 0, 0, -114136484066, 0, 0, 0, -175390975874, 0, -160987968574, 0, -5228396544, 0, -134532779326, 0, 0, 0, 0, 0, 40304970524, 0, -122769843101, 0, 0, 0, -153283976158, 0, -29016900992, 0, 0, 0, 0, 0, 0, 0, 0, 0, -220480035262, 0, 0, 0, -440604229724, 0, 0, 0, -78821012478, 0, -183354721536, 0, 645039077666, 0, 128404758204, 0, 0, 0, 0, 0, 457946385700, 0, -32451092512, 0, 0, 0, -110903630020, 0, -448065472832, 0, 0, 0, 0, 0, 0, 0, 0, 0, 279360486413, 0, 0, 0, -258894960384, 0, 0, 0, 388760666816, 0, 529964312454, 0, -257386899202, 0, -395981500096, 0, 0, 0, 0, 0, -25178858754, 0, 131605239552, 0, 0, 0, 261258615296, 0, 214624319230, 0, 0, 0, 0, 0, 0, 0, 0, 0, -112953280958, 0, 0, 0, 573243895810, 0, 0, 0, 423393176934, 0, -87499897250, 0, -1856316053504, 0, 611259019196, 0, 0, 0, 0, 0, -281682642622, 0, -41890878400, 0, 0, 0, 292068401566, 0, 848904303176, 0, 0, 0, 0, 0, 0, 0, 0, 0, 382957600314, 0, 0, 0, 909519415520, 0, 0, 0, 326007977470, 0, -404880156928, 0, 120149973886, 0, 105454715330, 0, 0, 0, 0, 0, 113147052491, 0, 80095305472, 0, 0, 0, -530796174398, 0, -586020049824, 0, 0, 0, 0, 0, 0, 0, 0, 0, 239395327490, 0, 0, 0, -1603794204094, 0, 0, 0, -355685515520, 0, 77052515710, 0, 2160280703908, 0, -937510241666, 0, 0, 0, 0, 0, 26703592640, 0, 188549487452, 0, 0, 0, 339117701952, 0, -1513120769948, 0, 0, 0, 0, 0, 0, 0, 0, 0, 110853742240, 0, 0, 0, 1235551846780, 0, 0, 0, -578564703264, 0, 1181852439682, 0, 1655362296060, 0, 1198588057828, 0, 0, 0, 0, 0, 140155617214, 0, 602273286464, 0, 0, 0, -1381678079804, 0, -704769720450, 0, 0, 0, 0, 0, 0, 0, 0, 0, -366072741886, 0, 0, 0, 73335751872, 0, 0, 0, 972613580802, 0, -2336343320017, 0, -736166123324, 0, 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0, 0, 0, 745387608160, 0, 2725253690496, 0, 0, 0, 0, 0, 0, 0, 0, 0, 3569919628222, 0, 0, 0, 1321222422140, 0, 0, 0, -231778820548, 0, 3248163083810, 0, 3424627120704, 0, -6784640001600, 0, 0, 0, 0, 0, 2451226431166, 0, 2338518729923, 0, 0, 0, 4933376214056, 0, 646039747934, 0, 0, 0, 0, 0, 0, 0, 0, 0, -95268586174, 0, 0, 0, -4113598074304, 0, 0, 0, 9259086370116, 0, 6599159321280, 0, -6323132091932, 0, -1891270037681, 0, 0, 0, 0, 0, 3147544002914, 0, 3212162684384, 0, 0, 0, -2949531000324, 0, -1008504188032, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1279243867332, 0, 0, 0, 3203138725628, 0, 0, 0, -3261880394144, 0, -3639418065020, 0, 714729381246, 0, 11222275764288, 0], 'weight': 9, 'weight_parity': -1}
• 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: 44312523
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 113, 'source_dim': 12, 'source_embedding_index': 4, 'source_hecke_orbit_code': 18014673538384176, 'source_is_minimal': False, 'source_label': '304.9.e.e.113.4', 'source_level': 304, 'target_conrey_index': 113, 'target_dim': 12, 'target_embedding_index': 4, 'target_hecke_orbit_code': 18014673538384176, 'target_is_minimal': False, 'target_label': '304.9.e.e.113.4', 'target_level': 304, 'twist_class_label': '38.9.b.a.37.4', 'twist_class_level': 38, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 9}
  • id: 44312524
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 113, 'source_dim': 12, 'source_embedding_index': 4, 'source_hecke_orbit_code': 18014673538384176, 'source_is_minimal': False, 'source_label': '304.9.e.e.113.4', 'source_level': 304, 'target_conrey_index': 37, 'target_dim': 12, 'target_embedding_index': 4, 'target_hecke_orbit_code': 68870471718, 'target_is_minimal': True, 'target_label': '38.9.b.a.37.4', 'target_level': 38, 'twist_class_label': '38.9.b.a.37.4', 'twist_class_level': 38, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 9}
  • id: 44312525
    {'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 113, 'source_dim': 12, 'source_embedding_index': 4, 'source_hecke_orbit_code': 18014673538384176, 'source_is_minimal': False, 'source_label': '304.9.e.e.113.4', 'source_level': 304, 'target_conrey_index': 37, 'target_dim': 12, 'target_embedding_index': 10, 'target_hecke_orbit_code': 206309425494, 'target_is_minimal': False, 'target_label': '342.9.d.a.37.10', 'target_level': 342, 'twist_class_label': '38.9.b.a.37.4', 'twist_class_level': 38, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 9}
  • id: 44312526
    {'conductor': 19, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 113, 'source_dim': 12, 'source_embedding_index': 4, 'source_hecke_orbit_code': 18014673538384176, 'source_is_minimal': False, 'source_label': '304.9.e.e.113.4', 'source_level': 304, 'target_conrey_index': 113, 'target_dim': 12, 'target_embedding_index': 9, 'target_hecke_orbit_code': 18014673538384176, 'target_is_minimal': False, 'target_label': '304.9.e.e.113.9', 'target_level': 304, 'twist_class_label': '38.9.b.a.37.4', 'twist_class_level': 38, 'twisting_char_label': '19.18', 'twisting_conrey_index': 18, 'weight': 9}
  • id: 44312527
    {'conductor': 76, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 113, 'source_dim': 12, 'source_embedding_index': 4, 'source_hecke_orbit_code': 18014673538384176, 'source_is_minimal': False, 'source_label': '304.9.e.e.113.4', 'source_level': 304, 'target_conrey_index': 37, 'target_dim': 12, 'target_embedding_index': 9, 'target_hecke_orbit_code': 68870471718, 'target_is_minimal': True, 'target_label': '38.9.b.a.37.9', 'target_level': 38, 'twist_class_label': '38.9.b.a.37.4', 'twist_class_level': 38, 'twisting_char_label': '76.75', 'twisting_conrey_index': 75, 'weight': 9}
  • id: 44312528
    {'conductor': 228, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 113, 'source_dim': 12, 'source_embedding_index': 4, 'source_hecke_orbit_code': 18014673538384176, 'source_is_minimal': False, 'source_label': '304.9.e.e.113.4', 'source_level': 304, 'target_conrey_index': 37, 'target_dim': 12, 'target_embedding_index': 4, 'target_hecke_orbit_code': 206309425494, 'target_is_minimal': False, 'target_label': '342.9.d.a.37.4', 'target_level': 342, 'twist_class_label': '38.9.b.a.37.4', 'twist_class_level': 38, 'twisting_char_label': '228.227', 'twisting_conrey_index': 227, 'weight': 9}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 678275
    {'charpoly_factorization': [[[0, 1], 12]], 'hecke_orbit_code': 18014673538384176, 'p': 2}
  • id: 678276
    {'charpoly_factorization': [[[2708237004403271270400, 0, 25706868731493949440, 0, 20502135519114816, 0, 6046694283888, 0, 802348665, 0, 47162, 0, 1], 1]], 'hecke_orbit_code': 18014673538384176, 'p': 3}
  • id: 678277
    {'charpoly_factorization': [[[553286629221600, 47520021030720, 325516762486, 70794579, -1349339, -279, 1], 2]], 'hecke_orbit_code': 18014673538384176, 'p': 5}
  • id: 678278
    {'charpoly_factorization': [[[11865787103826721870, -41184460252417895, 12236356426133, 24023746558, -8744932, -2711, 1], 2]], 'hecke_orbit_code': 18014673538384176, 'p': 7}
  • id: 678279
    {'charpoly_factorization': [[[-774086719749395366747400, -26458396561582198020, 49328929353999886, 494570853093, -584016935, -6273, 1], 2]], 'hecke_orbit_code': 18014673538384176, 'p': 11}
  • id: 678280
    {'charpoly_factorization': [[[404156222609383505728157547597211095358856006467584, 0, 20613712881844407237114153296030775365468160, 0, 366018360142220988774942274057552896, 0, 2641013013881525498822440512, 0, 6982525632107945529, 0, 4949101290, 0, 1], 1]], 'hecke_orbit_code': 18014673538384176, 'p': 13}
  • id: 678281
    {'charpoly_factorization': [[[-2206440600072153149788695330, 750529438952576083990215, -72300753751092189647, 2140280044497558, -15172487840, -135405, 1], 2]], 'hecke_orbit_code': 18014673538384176, 'p': 17}
  • id: 678282
    {'charpoly_factorization': [[[23997878253756106444997335735942416102218125380085922630082241, 58656709411623368127652089719731124660137729033211695912, -1521126981893080646511986973836409385210698335582962, -21834815924618883657144423214733761848019380984, -111059874680240651419812270448471881886913, 1088549078157602568052705862424087248, 14021765101127262427125370901860, 64094270179333835350098128, -385034427985162310273, -4457210163533304, -18283117042, 41512, 1], 1]], 'hecke_orbit_code': 18014673538384176, 'p': 19}
  • id: 678283
    {'charpoly_factorization': [[[32930033050350785858310288026640, -353227688177011746743583840, -4013660246695971560216, 53597891963955840, -91655608799, -411978, 1], 2]], 'hecke_orbit_code': 18014673538384176, 'p': 23}
  • id: 678284
    {'charpoly_factorization': [[[35518011594964473623182662566288168654925781656820605260723650560000, 0, 2733770776607882480041721131802547305267748521388241920000, 0, 64801004539095148669357942994313224213952667200, 0, 489185667103995645853617286239682800, 0, 1552908984466065406725321, 0, 2131908998922, 0, 1], 1]], 'hecke_orbit_code': 18014673538384176, 'p': 29}
  • id: 678285
    {'charpoly_factorization': [[[10954453487750796806867947510256639346893463236406837275095203840000, 0, 1091222440507580135946503576073878881274247589730608742400, 0, 35034635475667485093614798909243281800143102976, 0, 429097934765613620118162640931926272, 0, 1874973750465423453969744, 0, 2544887493528, 0, 1], 1]], 'hecke_orbit_code': 18014673538384176, 'p': 31}
  • id: 678286
    {'charpoly_factorization': [[[264141000236919702478859178425130679916300641500615824391908544302215593984, 0, 1153076431545737384697302275404862037789111537883821871758180352, 0, 1371331690379143272318316025979277083359310850089984, 0, 706990146833197582361029550602546884864, 0, 177961858976480760897896016, 0, 21514669315032, 0, 1], 1]], 'hecke_orbit_code': 18014673538384176, 'p': 37}
  • id: 678287
    {'charpoly_factorization': [[[12678738489317811228568846095154491223356034861416678761452069184257759641600, 0, 37647553999707913826253022979318166718008033951431820388285808640, 0, 22232468044540128887066943495882966151174369111778304, 0, 5573541614864156259093825018827739920640, 0, 692106526648705917048968016, 0, 42067529126808, 0, 1], 1]], 'hecke_orbit_code': 18014673538384176, 'p': 41}
  • id: 678288
    {'charpoly_factorization': [[[-135461743304760653671443059255794964000, 76386879698735523404570810781600, 89232824569579159565345190, -39947652894592854635, -15055316092071, 3793323, 1], 2]], 'hecke_orbit_code': 18014673538384176, 'p': 43}
  • id: 678289
    {'charpoly_factorization': [[[365079707285138906297522628649621187640, -71778149799132667788438895555860, -603178713350056388353990106, 258105681668905396557, -1586867540351, -10130265, 1], 2]], 'hecke_orbit_code': 18014673538384176, 'p': 47}
  • id: 678290
    {'charpoly_factorization': [[[115187878531208369192532424136082772995754180784861335352939922131299224226916990976, 0, 11751943782325466984196265674425611492984080216604483464106207538651136, 0, 476196680529734037779150126513049442980061651251329160768, 0, 9681153263131420234623915837870009154738416, 0, 102313459456109739013279009257, 0, 521969657351082, 0, 1], 1]], 'hecke_orbit_code': 18014673538384176, 'p': 53}
  • id: 678291
    {'charpoly_factorization': [[[4562732831559955760536740391289122425280193275516673881772114335688703954659573760000, 0, 326007967276342000891962855711032094590845231119727971198640508977152000, 0, 8050285133123929996695320080419262057728313003708582118400, 0, 87716607850075960616528047467972344742204480, 0, 454784019526068631610213727081, 0, 1101775827114906, 0, 1], 1]], 'hecke_orbit_code': 18014673538384176, 'p': 59}
  • id: 678292
    {'charpoly_factorization': [[[2618827325964796449064964099874213961600, 3076778609444214582360677993244320, -4598115180142496242087073554, -1496520104713485042853, 11521159103789, 20681633, 1], 2]], 'hecke_orbit_code': 18014673538384176, 'p': 61}
  • id: 678293
    {'charpoly_factorization': [[[262298118748898300671002759421424978058357547422298492735715601389315588308913759453184, 0, 27628211618185918889116688489837293385917524300288672432969235573429837824, 0, 349334056845267137565037958799672977697157143944174596682304, 0, 1646401435341370030145786272404974141342902128, 0, 3447700068338860471589113545321, 0, 3117103182650154, 0, 1], 1]], 'hecke_orbit_code': 18014673538384176, 'p': 67}
  • id: 678294
    {'charpoly_factorization': [[[42408246207241957798803397923586352702449926721966690036048109459563467908344671790694400, 0, 482941963465969362073192172457729429719729080942604147287778970871749672960, 0, 2205576102843960859368522114765417397227793080019660314771456, 0, 5144235466686528683359357302497081518028021760, 0, 6426074225198834440431961771152, 0, 4050479503467240, 0, 1], 1]], 'hecke_orbit_code': 18014673538384176, 'p': 71}
  • id: 678295
    {'charpoly_factorization': [[[-673623488715719121714028067294015789125250, -10234225051622793339569929259822419425, -335633684643514459810124685435, 80975860126565240083010, -1567993642449156, -43953249, 1], 2]], 'hecke_orbit_code': 18014673538384176, 'p': 73}
  • id: 678296
    {'charpoly_factorization': [[[905588611070757742576025727236370297940564253152245235134061173003955147615231608776294400, 0, 63347049099219341294286525485109654197032173826749970084074417099251971522560, 0, 152360707000058469490671118969354067941489721029415694432101376, 0, 137147075206150515360650607985071870403497390336, 0, 58970077260242631195554353144656, 0, 12282774329030424, 0, 1], 1]], 'hecke_orbit_code': 18014673538384176, 'p': 79}
  • id: 678297
    {'charpoly_factorization': [[[-2174426670516783721193507095745010334001710080, -65585813362330398721204701082468273920, 5267404443128353617510875517328, 85916741514976722700992, -4051233405969320, -27972480, 1], 2]], 'hecke_orbit_code': 18014673538384176, 'p': 83}
  • id: 678298
    {'charpoly_factorization': [[[287336397272073892204805549401257825128324839133599087805581002600921495292162605113042534400, 0, 1089978695892977752019173967103892538449084177687622787579712786708009278504960, 0, 1438374739960337309037411504641978487867510798661468424242200576, 0, 822424700150591071682643422764643607678637916160, 0, 213903028679343198437918958276672, 0, 24737221670238960, 0, 1], 1]], 'hecke_orbit_code': 18014673538384176, 'p': 89}
  • id: 678299
    {'charpoly_factorization': [[[3986709992226834221836968387567955814975155976584048729988440187057510902565577525964365103104, 0, 21294445336022310336762522612476351282054126107586667882277858790000194366734336, 0, 29613010201469734073854932000829412052937258437728218732441780224, 0, 9380572700059267960659610079276494001243873713152, 0, 1103204387958083132571397224433296, 0, 55211770964533416, 0, 1], 1]], 'hecke_orbit_code': 18014673538384176, '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': 5, 'hecke_orbit': 5, 'label': '304.9.e.e', 'level': 304, 'portrait': 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', 'weight': 9}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 40935805
    {'hecke_orbit_code': 18014673538384176, 'n': 1, 'trace_an': 12}
  • id: 40935806
    {'hecke_orbit_code': 18014673538384176, 'n': 2, 'trace_an': 0}
  • id: 40935807
    {'hecke_orbit_code': 18014673538384176, 'n': 3, 'trace_an': 0}
  • id: 40935808
    {'hecke_orbit_code': 18014673538384176, 'n': 4, 'trace_an': 0}
  • id: 40935809
    {'hecke_orbit_code': 18014673538384176, 'n': 5, 'trace_an': 558}
  • id: 40935810
    {'hecke_orbit_code': 18014673538384176, 'n': 6, 'trace_an': 0}
  • id: 40935811
    {'hecke_orbit_code': 18014673538384176, 'n': 7, 'trace_an': 5422}
  • id: 40935812
    {'hecke_orbit_code': 18014673538384176, 'n': 8, 'trace_an': 0}
  • id: 40935813
    {'hecke_orbit_code': 18014673538384176, 'n': 9, 'trace_an': -15592}
  • id: 40935814
    {'hecke_orbit_code': 18014673538384176, 'n': 10, 'trace_an': 0}
  • id: 40935815
    {'hecke_orbit_code': 18014673538384176, 'n': 11, 'trace_an': 12546}
  • id: 40935816
    {'hecke_orbit_code': 18014673538384176, 'n': 12, 'trace_an': 0}
  • id: 40935817
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