Embedded newform data - 155.7.c.a.154.1

Formats: - HTML - YAML - JSON - 2025-11-09T07:19:51.428134

• 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': 7595, 'analytic_conductor': 35.6583829610769, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 155, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': -1, 'char_values': [155, 2, [32, 96], [1, 1]], 'cm_discs': [-31], 'conrey_index': 154, 'dim': 2, 'field_disc': -31, 'field_disc_factorization': [[-1, 1], [31, 1]], 'field_poly': [8, -1, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [[2, [31, 0, 1]], [3, [0, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 137556394139, 'hecke_ring_generator_nbound': 2, 'hecke_ring_index': 2, 'hecke_ring_index_factorization': [[2, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 4, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 31, 2, -1, 2, -31], [1, 1, 5, 2, 1, 2, 0], [1, 1, 155, 3, -1, 2, 0]], 'is_cm': True, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': True, 'is_twist_minimal': True, 'label': '155.7.c.a', 'level': 155, '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': True, 'level_primes': [5, 31], 'level_radical': 155, 'minimal_twist': '155.7.c.a', 'nf_label': '2.0.31.1', 'prim_orbit_index': 3, 'qexp_display': 'q-\\beta q^{2}+33q^{4}+(123-4\\beta )q^{5}-96\\beta q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '6.2.1.d2', 'self_twist_discs': [-31], 'self_twist_type': 1, 'space_label': '155.7.c', 'trace_display': [0, 0, 246, 0], 'trace_hash': 1991923957436488478, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.046', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.871', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.575', 'prec': 17}, {'__RealLiteral__': 0, 'data': '22.634', 'prec': 20}, {'__RealLiteral__': 0, 'data': '9.135', 'prec': 17}, {'__RealLiteral__': 0, 'data': '303.917', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.760', 'prec': 17}, 'traces': [2, 0, 0, 66, 246, 0, 0, 0, -1458, -248, 0, 0, 0, -5952, 0, -1790, 0, 0, -21236, 8118, 0, 0, 0, 0, 29266, 0, 0, 0, 0, 0, 59582, 0, 0, 0, -23808, -48114, 0, 0, 0, -24056, -121116, 0, 0, 0, -179334, 0, 0, 0, -336094, -61008, 0, 0, 0, 0, 0, -577344, 0, 0, 273684, 0, 0, 0, 0, -443966, 0, 0, 0, 0, 0, -732096, -568356, 0, 0, 0, 0, -700788, 0, 0, 0, -220170, 1062882, 0, 0, 0, 0, 0, 0, 0, 0, 180792, 0, 0, 0, 1298528, -2612028, 0, 0, 0, 0, 965778, -2286996, 0, 0, 0, 0, 0, 0, 0, 399884, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 3543122, 0, 0, 1966206, 3355686, 4339008, 0, 0, 0, 0, 8953164, 0, 0, -6530832, 0, 0, 0, 0, 0, -785664, 0, 0, 0, 1304910, 0, 0, 0, 0, 10850004, 0, 0, 0, 0, 0, 7328586, 0, 0, 0, 0, -1317624, 0, 0, 0, -3996828, 0, 0, 0, 0, -9653618, 0, 15481044, 0, 0, 0, -5856768, 0, 0, 0, 0, -5918022, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2633264, 27716484, 0, 0, 2836128, 0, -11091102, 0, 0, 0, -5917776, 0, 0, 0, 0, -14897268, -23501472, 0, 0, 0, 0, 24672524, 0, 0, -27248752, 0, 0, 0, 0, 0, 0, 0, 0, 0, -31622976, -21334914, -1191392, 0, 0, 0, 0, 0, 0, 0, 0, 5194112, 9031572, 0, 0, 0, 0, 0, 0, 0, 0, -41339562, 0, 0, 0, 0, -11132968, 0, 0, 0, 0, 0, -35732862, 0, 0, 0, 0, 0, 0, 0, 0, 0, 63198336, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -43435278, -71013312, 87907164, 0, 0, -18755748, 0, 0, 0, 0, -48275138, 0, 0, 0, 0, 0, 33663132, 0, 0, 0, 0, 0, 0, 0, 0, 19006220, 0, 0, 0, 0, 0, -7388168, 89066724, 0, 0, -48031152, 17356032, 0, 0, 0, 0, -54607818, 0, 0, 0, 35075106, 0, 94251408, 0, 0, 124658688, 0, 0, 0, 0, 0, -26123328, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 25793488, 0, 0, -131137996, -87095616, 0, 0, 0, 0, -69907788, 0, 0, 0, 151518684, 17536824, 131392086, 0, 0, 0, 0, 0, 0, 0, 88293564, 0, 0, 0, 0, 0, 0, 125957216, 0, 0, 216775444, -86196924, 0, 0, 0, 0, 0, 144181248, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -26193070, 0, 0, 0, -75470868, 130734486, 0, 0, 0, 0, 15018384, 0, 0, 0, 0, 0, 0, 0, 0, -276479436, 0, -18197356, 0, 0, 0, 0, 0, 0, 0, 0, 0, 18655164, 0, 0, -177316032, 0, 13196172, 0, 0, -331045276, 0, 245012526, 0, 0, 0, 0, 0, 0, 0, 0, 44474832, 0, 0, 0, -199192112, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -278450432, 0, 0, -626959872, 159718944, 0, 0, 0, 0, -310746388, 0, 0, 0, 146579844, 0, 0, 0, 0, 116923026, 11344512, 0, 0, 0, 0, 41675656, 0, 0, 0, 0, 0, -53325890, 0, 0, 0, 110737638, 0, 0, 0, 420883776, -281300508, 0, 0, 0, 0, 0, 0, 0, 0, 335885248, -94005888, 0, 0, 0, 0, 0, 137609244, 0, 0, 295454412, 0, 0, 0, 0, -296071778, 0, -199515636, 0, 0, 0, -108995008, -633490704, 0, 0, 0, 0, -603672116, 0, 0, 0, 49185732, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 21308160, 0, 0, 0, 0, -4765568, 330947568, 0, 0, 0, 0, 0, 0, 0, 360441216, 0, 323651214, 0, 0, 0, 0, 0, 0, 0, 0, 0, -501325552, 0, 0, -632641676, -33936816, 0, 0, 0, 0, 0, 358050132, 0, 0, 574751004, 0, 0, 0, 0, 0, 435804006, 0, 0, 0, 0, 0, 0, 0, 0, 459004848, 0, 0, 0, 0, 0, 241843338, 0, 0, 0, 0, 368217506, 0, 0, 0, 0, 533697984, 0, 0, 0, 169524368, 0, 0, 0, 0, 414331524, -29276152, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1101239172, 108398820, 0, 0, 1139619084, 0, -687025876, 0, 0, 0, 252793344, 0, 0, 0, 0, -803292336, 0, 0, 0, 0, 0, -318569394, 0, 0, 272268288, 0, 0, 0, 0, 510874452, 0, 299968896, 0, 0, 0, 0, 680903284, 0, 0, 0, 0, 0, 0, 0, 0, -193273344, -751166796, 0, 0, 0, 0, 0, 0, 0, 0, 70476144, 0, 0, 0, 0, 0, 0, 0, 0, 0, 160503930, -2256141312, 0, 0, 0, 0, 0, 0, 0, -774840978, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1334550492, -328846512, 0, 0, -2615880192, 0, -1576528196, 0, 0, 0, 0, 0, 0, 0, 0, 255426608, 0, 0, 0, 914643972, 0, 0, 0, 0, -551968636, 0, 0, 0, 0, 0, 871863406, 275104416, 0, 0, 1286009688, 0, 0, 0, 0, 300804130, -192124608, 0, 0, 0, 0, 0, -114373632, 0, 0, 430152528, 0, 0, 0, 0, 0, -324135504, 0, 0, 0, 0, 0, 0, 0, 0, 0, -131797368, -624664876, 0, 0, 0, 377005632, 0, 0, 0, 0, -491609844, 0, 0, 0, -2279642784, 0, -814483584, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -255047076, 0, 1189646642, 0, 0, 814193292, -1187395014, -946626912, 0, 0, 0, 0, 0, 0, 0, 0, 1904168412, -2643128944, 0, 0, 0, 0, 0, 0, 0, 0, 103173952, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1068764928, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1369350352, 0, 0, 0, 0, 0, 0, 0, 0, 0, -702627648, 0, 0, 0, -704052162, 0, 0, 0, -115565024, 0, 0, 0, 0, 1667220084, 0, 0, 0, 0, 0, 0, 0, 0, 0, -2375182436, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 3568646092, 0, 0, 1736611568, 0, 0, 0, 0, 0, 171405696, 0, 0, 0, -244947180, 0, 0, 0, 0, 0, 647782944, 0, 0, 0, 0, 3409127532, 0, 0, 0, 0, 0, 1775007362, 0, 0, 0, 576724992, 0, 0, 0, 0, 348843744, 3445186644, 0, 0, 0, 0, 0, 0, 0, 0, -1364205546, -291515436, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1691427456, 0, 0, 0, 0, 0, -1079897896], 'weight': 7, '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, -0.6959705453537527], [0.0, 0.0], [0.515625, 0.0], [0.984, -0.17816845961056071], [0.0, 0.0], [0.0, -1.5583247196258954], [0.0, -1.0548303578017815], [-1.0, 0.0], [-0.124, -0.6848350166280927], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [-1.0845481049562682, 0.0], [0.0, 0.0], [-0.218505859375, 0.0], [0.0, 0.0], [0.0, 0.6959705453537527], [-1.54803907275113, 0.0], [0.507375, -0.09186811198669537], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.936512, -0.3506355285135835], [0.0, 0.0], [0.0, 0.0], [0.0, -0.8035111835571023], [0.0, 0.0], [0.0, 0.0], [1.0, 0.0], [0.0, -0.9027567156895724], [0.0, 0.0], [0.0, 0.0], [-0.27764431486880464, -1.533391524111881], [-0.515625, 0.0], [0.0, 0.0], [0.0, 1.0773895976915215], [0.0, 0.0], [-0.1879375, -1.037953072076953], [-0.8786581738512209, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [-0.984, 0.17816845961056071], [0.0, 0.0], [0.0, 1.1231736398978258], [0.0, 0.0], [-1.4283759317971254, 0.0], [-0.244032, -0.6517847673703336], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [-1.643768221574344, 0.0], [0.0, 0.0], [0.0, 0.0], [0.6662901270334357, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, -0.6959705453537527], [0.0, 1.5583247196258954], [-0.8467979431152344, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, -1.9499939384933094], [0.0, 0.0], [0.0, 0.0], [-1.0671953352769679, 0.19323226523361103], [-0.7939906848350567, 0.0], [0.0, 1.0548303578017815], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [-0.7982076468873014, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [-0.215009765625, 0.03893085238072554], [1.0, 0.0], [0.0, 0.6115202084347667], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.124, 0.6848350166280927], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.7816957706866494, 0.0], [-1.5232704475871117, 0.2758117370090295], [0.0, 0.0], [0.0, 0.2790614086461378], [0.0, 0.99410757622302], [0.0, 0.0], [0.482889, -0.18079644438981649], [-1.1098678929749655, 0.0], [0.0, 0.0], [0.0, -1.9314014280940224], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, -1.9974892035678284], [0.0, 0.0], [0.1543919093703693, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.3405030820471622], [0.0, -0.07414954774744262], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, -0.46371830307528145], [0.0, 0.0], [0.0, 0.0], [1.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.515625, 0.0], [0.859055616, -0.5118822605041715], [1.0845481049562682, 0.0], [0.0, 0.0], [0.0, -0.3134102894152266], [0.0, 0.0], [0.0, 0.0], [1.991281491718974, 0.0], [0.0, 0.0], [0.0, 2.4123475540148354], [-1.3571383448097007, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [-0.1431603498542274, -0.7906550046201887], [0.0, 0.0], [0.0, 0.5525941299304541], [0.0, 0.0], [0.218505859375, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [1.6399896128991105, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 1.6329186090012124], [0.0, 0.0], [0.0, 0.0], [0.984, -0.17816845961056071], [0.0, 0.0], [0.0, -1.1145850236239003], [0.0, 0.0], [0.0, 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[-2.0373008594552893, 0.0], [0.0, 0.0], [-0.7226236946251839, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 1.3079213534345995], [-0.21592576690282683, 0.0], [0.0, 0.0], [1.0, 0.0], [0.0, 0.08486387691188367], [0.0, 0.0], [0.6771270827675868, 0.0], [-0.984, 0.17816845961056071], [-0.7816957706866494, 0.0], [0.0, -1.5583247196258954], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, -1.4271017827035841], [0.0, 0.0], [1.5232704475871117, -0.2758117370090295], [-2.107012251304648, 0.0], [0.0, -1.778991946555731], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, -0.08108268564900165], [0.0, 0.0], [0.0, 0.0], [0.07970613457630071, 0.4402060644993701], [0.0, 0.0], [0.0, 0.0], [0.0, -0.8035111835571023], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, -0.1628572730028469], [0.0, -0.2790614086461378], [0.0, 0.0], [-0.7976787800816326, -1.3386876019462508], [0.0, 0.0], [0.0, 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[0.0, 1.9690354851016911], [0.0, 2.1148622306691283], [0.0, 0.0], [0.10318384173063772, 0.5698702255431595], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [-0.1455882968005188, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.37777107100160373, 1.0089882869132822], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [1.9570554805047338, -0.354355244241803], [0.0, 0.0], [0.0, 0.0], [0.0, -0.46411817855024773], [0.0, 0.0], [0.0, 0.0], [1.0, 0.0], [0.0, 0.0], [0.0, 1.9974892035678284], [0.0, 0.0], [0.3208904822983042, 1.7722341837141602], [0.0, 0.0], [0.0, 0.0], [0.0, -1.0548303578017815], [0.0, 0.0], [0.19111102443043676, -0.034603614672121086], [1.8815903173445667, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 1.4078443095171418], [0.0, 0.0], [0.0, 0.0], [-0.7247222383955665, 0.13122220006143864], [-0.1543919093703693, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, -0.9027567156895724], [0.0, 0.0], [0.8611210925907904, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 1.7217482757089693], [0.0, 0.0], [0.0, 0.0], [-0.539948948, -0.9061579427969098]], 'angles': [-0.44343295887133943, -0.25, None, -0.3578223730281692, 0.0, -0.25, -0.25, -0.3908784020467181, -0.25, 0.0, None, -0.25, -0.3223918946681011, -0.25, 0.09490446694553593, -0.25, -0.19594505659138234, 0.0, -0.2856648600023491, -0.31497354638249564, -0.25, 0.0, -0.25, 0.0, 0.022279697354711737, -0.3436282369459653, -0.2918048704448212, -0.25797574624169806, -0.23770164678178457, -0.4940980138621568, -0.25, -0.014866170750816662, -0.25, 0.0, -0.09698812816207233, 0.0, -0.40592010299808085, 0.21595014014445787, -0.25, 0.03590384387901951, 0.0, 0.0, -0.01679277254236576, 0.17840896679846813, -0.25, 0.0, -0.13599528923455648, -0.25, -0.3614598305711742, 0.0, -0.2742496079556895, 0.0, 0.0, 0.0, 0.17412123487025485, -0.25, 0.0, 0.0, -0.25, -0.021979569611799726, 0.1137985102650766, -0.32362216637261526, 0.1261726111304155, -0.11735521901837838, -0.25, 0.03840218609261555, 0.0, -0.25, -0.25, -0.3901827950552254, -0.25, -0.09734859662936612, -0.25, -0.45408146668747756, -0.015138276558229842, -0.25, 0.0, 0.049943802575059475, 0.0, 0.0, -0.4444192370163768, -0.25970938146667233, -0.24072373134030886, -0.25, -0.46671747917492346, -0.37497157216070376, 0.0, -0.25, 0.0, -0.25, 0.13878293907064285, -0.19589656202944244, -0.25, 0.0, 0.0, 0.009584610319525115, 0.0, -0.2108912434818707, -0.25, -0.4510759443600622, -0.4266500667295545, -0.25, 0.18362769250211694, 0.0, 0.0, 0.1332629791585487, -0.25, -0.34076574436082585, -0.13345585992218473, 0.0, -0.2823163788052594, -0.25, -0.4380906280926261, 0.0, 0.0, 0.0, -0.25, -0.25, 0.06943160358474257, -0.015095906063267356, -0.3513675038698116, -0.25, -0.25, 0.2482985049088714, -0.16372311507813347, -0.3417651582440088, 0.0, 0.0, 0.1997345227482768, -0.26101040631658046, 0.0, -0.25, -0.440318763283901, -0.25, 0.0, -0.2990678964973663, -0.25, -0.25, -0.25, 0.0, -0.2972882846579934, 0.0, -0.25, -0.25, 0.0, -0.2672163833423627, -0.3735428750383084, -0.3255278352843953, 0.0, -0.25, 0.23303444762909045, 0.0, -0.25, -0.4315125455110523, 0.1190286719033632, 0.0, -0.38864316357340944, 0.0, 0.2219576638650789, 0.0, -0.25, -0.25, -0.25, -0.05504020961280695, 0.12428481171352934, -0.25, 0.0, 0.1650413143411256], 'char_orbit_index': 3, 'conrey_index': 154, 'dual_conrey_index': 154, 'dual_embedding_index': 2, 'dual_embedding_m': 2, 'embedding_index': 1, 'embedding_m': 1, 'embedding_root_imag': 2.7838821814150108, 'embedding_root_real': 0.5, 'hecke_orbit': 1, 'hecke_orbit_code': 137556394139, 'label': '155.7.c.a.154.1', 'level': 155, 'weight': 7}
• mf_newspaces •

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

  
  {'Nk2': 7595, 'analytic_conductor': 35.6583829610769, 'char_conductor': 155, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': -1, 'char_values': [155, 2, [32, 96], [1, 1]], 'conrey_index': 154, 'cusp_dim': 94, 'dim': 94, 'eis_dim': 4, 'eis_new_dim': 4, 'hecke_cutter_primes': [2, 3], 'hecke_orbit_code': 137556394139, 'hecke_orbit_dims': [2, 2, 2, 4, 84], 'label': '155.7.c', 'level': 155, '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': True, 'level_primes': [5, 31], 'level_radical': 155, 'mf_dim': 98, 'mf_new_dim': 98, 'num_forms': 5, 'prim_orbit_index': 3, 'relative_dim': 94, 'sturm_bound': 112, 'trace_bound': 5, 'trace_display': [0, 0, 142, 0], 'traces': [94, 0, 0, -2816, 142, 0, 0, 0, 21226, 1281, 0, 0, 0, 1598, 0, 89392, 0, 0, 4124, -44407, 0, 0, 0, 0, -54794, 0, 0, 0, 0, 0, 76222, 0, 0, 0, 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0, 0, 0, 5222968992, 0, 0, 0, 10700955078, 0, 0, 0, 0, 1564762892, 0, 0, 0, 0, 0, -2017675778, -9027768328, 0, 0, 841640440, -5948058496, 0, 0, 0, -10543722266, 1333820288, 0, 0, 0, 1559905224, 0, 2424560832, 0, 0, -5966644438, -3210955656, 0, 0, 0, 0, 1072216979, 0, 0, 0, 0, 0, -4228180200, 0, 0, 0, -4918442839, 723823100, 0, 0, -5429856024, 2535526568, -3117844024, 0, 0, 0, -1588385131, 0, 0, 0, 7822123392, 5391050272, -8534273670, 0, 0, 0, 0, -3140983416, 0, 0, 9027114088, 0, 0, 0, 0, 1832661644, 0, 959216158, 0, 0, -7964835262, 2971781218, -5267049736, 0, 0, 0, 0, -2710420568, 0, 0, 0, -5172357164, 2445966504, 0, 0, 0, 0, 0, 0, 0, 0, -7497292392, 0, 0, 0, 3640421216, 3201628640, 0, 0, 0, 0, 7456765296, 1705614984, 0, 0, 0, 0, 0, 0, 0, -19975785480, 0, 3722966154, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1506070722, 0, 0, 1162879232, -3509174539, 5137915144, 0, 0, 23414618568, 0, 8920558464, 0, 0, -8051386620, 0, 0, 0, 0, 0, 9099834520, 0, 0, 0, 13731897932, 0, 0, 0, 0, -654880176, 0, 0, 0, 0, 0, -4981185160, -3068740036, 0, 0, -2556820914, -8338095456, 0, 0, 0, -12643965992, -96591600, 0, 0, 0, 12204391846, 0, 10437052296, 0, 0, -15022202360, -9419026243, 0, 0, 0, 0, -607055452, 0, 0, 0, 0, 0, 399473710, 0, 0, 0, -470277408, -20552756176, 0, 0, -3363538112, 8575487493, 4322424380, 0, 0, 0, 2978508192, 0, 0, 0, 19250485632, 26699694652, -4150948252, 0, 0, 0, 0, 13633734056, 0, 0, 4002146984, 0, 0, 0, 0, -15550887786, 0, 7931248080, 0, 0, -12995553024, 10988270916], 'weight': 7, '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: 1575835
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 154, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 137556394139, 'source_is_minimal': True, 'source_label': '155.7.c.a.154.1', 'source_level': 155, 'target_conrey_index': 154, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 137556394139, 'target_is_minimal': True, 'target_label': '155.7.c.a.154.1', 'target_level': 155, 'twist_class_label': '155.7.c.a.154.1', 'twist_class_level': 155, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 7}
  • id: 1575836
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 154, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 137556394139, 'source_is_minimal': True, 'source_label': '155.7.c.a.154.1', 'source_level': 155, 'target_conrey_index': 154, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 137556394139, 'target_is_minimal': True, 'target_label': '155.7.c.a.154.2', 'target_level': 155, 'twist_class_label': '155.7.c.a.154.1', 'twist_class_level': 155, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 7}
  • id: 1575837
    {'conductor': 31, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 154, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 137556394139, 'source_is_minimal': True, 'source_label': '155.7.c.a.154.1', 'source_level': 155, 'target_conrey_index': 154, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 137556394139, 'target_is_minimal': True, 'target_label': '155.7.c.a.154.1', 'target_level': 155, 'twist_class_label': '155.7.c.a.154.1', 'twist_class_level': 155, 'twisting_char_label': '31.30', 'twisting_conrey_index': 30, 'weight': 7}
  • id: 1575838
    {'conductor': 155, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 154, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 137556394139, 'source_is_minimal': True, 'source_label': '155.7.c.a.154.1', 'source_level': 155, 'target_conrey_index': 154, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 137556394139, 'target_is_minimal': True, 'target_label': '155.7.c.a.154.2', 'target_level': 155, 'twist_class_label': '155.7.c.a.154.1', 'twist_class_level': 155, 'twisting_char_label': '155.154', 'twisting_conrey_index': 154, 'weight': 7}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 413300
    {'charpoly_factorization': [[[31, 0, 1], 1]], 'hecke_orbit_code': 137556394139, 'p': 2}
  • id: 413301
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 137556394139, 'p': 3}
  • id: 413302
    {'charpoly_factorization': [[[15625, -246, 1], 1]], 'hecke_orbit_code': 137556394139, 'p': 5}
  • id: 413303
    {'charpoly_factorization': [[[285696, 0, 1], 1]], 'hecke_orbit_code': 137556394139, 'p': 7}
  • id: 413304
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 137556394139, 'p': 11}
  • id: 413305
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 137556394139, 'p': 13}
  • id: 413306
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 137556394139, 'p': 17}
  • id: 413307
    {'charpoly_factorization': [[[10618, 1], 2]], 'hecke_orbit_code': 137556394139, 'p': 19}
  • id: 413308
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 137556394139, 'p': 23}
  • id: 413309
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 137556394139, 'p': 29}
  • id: 413310
    {'charpoly_factorization': [[[-29791, 1], 2]], 'hecke_orbit_code': 137556394139, 'p': 31}
  • id: 413311
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 137556394139, 'p': 37}
  • id: 413312
    {'charpoly_factorization': [[[60558, 1], 2]], 'hecke_orbit_code': 137556394139, 'p': 41}
  • id: 413313
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 137556394139, 'p': 43}
  • id: 413314
    {'charpoly_factorization': [[[13598185216, 0, 1], 1]], 'hecke_orbit_code': 137556394139, 'p': 47}
  • id: 413315
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 137556394139, 'p': 53}
  • id: 413316
    {'charpoly_factorization': [[[-136842, 1], 2]], 'hecke_orbit_code': 137556394139, 'p': 59}
  • id: 413317
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 137556394139, 'p': 61}
  • id: 413318
    {'charpoly_factorization': [[[343965859776, 0, 1], 1]], 'hecke_orbit_code': 137556394139, 'p': 67}
  • id: 413319
    {'charpoly_factorization': [[[284178, 1], 2]], 'hecke_orbit_code': 137556394139, 'p': 71}
  • id: 413320
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 137556394139, 'p': 73}
  • id: 413321
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 137556394139, 'p': 79}
  • id: 413322
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 137556394139, 'p': 83}
  • id: 413323
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 137556394139, 'p': 89}
  • id: 413324
    {'charpoly_factorization': [[[64867919616, 0, 1], 1]], 'hecke_orbit_code': 137556394139, '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': 3, 'hecke_orbit': 1, 'label': '155.7.c.a', 'level': 155, 'portrait': 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', 'weight': 7}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 6080317
    {'hecke_orbit_code': 137556394139, 'n': 1, 'trace_an': 2}
  • id: 6080318
    {'hecke_orbit_code': 137556394139, 'n': 2, 'trace_an': 0}
  • id: 6080319
    {'hecke_orbit_code': 137556394139, 'n': 3, 'trace_an': 0}
  • id: 6080320
    {'hecke_orbit_code': 137556394139, 'n': 4, 'trace_an': 66}
  • id: 6080321
    {'hecke_orbit_code': 137556394139, 'n': 5, 'trace_an': 246}
  • id: 6080322
    {'hecke_orbit_code': 137556394139, 'n': 6, 'trace_an': 0}
  • id: 6080323
    {'hecke_orbit_code': 137556394139, 'n': 7, 'trace_an': 0}
  • id: 6080324
    {'hecke_orbit_code': 137556394139, 'n': 8, 'trace_an': 0}
  • id: 6080325
    {'hecke_orbit_code': 137556394139, 'n': 9, 'trace_an': -1458}
  • id: 6080326
    {'hecke_orbit_code': 137556394139, 'n': 10, 'trace_an': -248}
  • id: 6080327
    {'hecke_orbit_code': 137556394139, 'n': 11, 'trace_an': 0}
  • id: 6080328
    {'hecke_orbit_code': 137556394139, 'n': 12, 'trace_an': 0}
  • id: 6080329
    {'hecke_orbit_code': 137556394139, 'n': 13, 'trace_an': 0}
  • id: 6080330
    {'hecke_orbit_code': 137556394139, 'n': 14, 'trace_an': -5952}
  • id: 6080331
    {'hecke_orbit_code': 137556394139, 'n': 15, 'trace_an': 0}
  • id: 6080332
    {'hecke_orbit_code': 137556394139, 'n': 16, 'trace_an': -1790}
  • id: 6080333
    {'hecke_orbit_code': 137556394139, 'n': 17, 'trace_an': 0}
  • id: 6080334
    {'hecke_orbit_code': 137556394139, 'n': 18, 'trace_an': 0}
  • id: 6080335
    {'hecke_orbit_code': 137556394139, 'n': 19, 'trace_an': -21236}
  • id: 6080336
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    {'hecke_orbit_code': 137556394139, 'n': 839, 'trace_an': -255047076}
  • id: 6080551
    {'hecke_orbit_code': 137556394139, 'n': 841, 'trace_an': 1189646642}
  • id: 6080552
    {'hecke_orbit_code': 137556394139, 'n': 853, 'trace_an': 0}
  • id: 6080553
    {'hecke_orbit_code': 137556394139, 'n': 857, 'trace_an': 0}
  • id: 6080554
    {'hecke_orbit_code': 137556394139, 'n': 859, 'trace_an': 0}
  • id: 6080555
    {'hecke_orbit_code': 137556394139, 'n': 863, 'trace_an': 0}
  • id: 6080556
    {'hecke_orbit_code': 137556394139, 'n': 877, 'trace_an': 0}
  • id: 6080557
    {'hecke_orbit_code': 137556394139, 'n': 881, 'trace_an': 0}
  • id: 6080558
    {'hecke_orbit_code': 137556394139, 'n': 883, 'trace_an': 0}
  • id: 6080559
    {'hecke_orbit_code': 137556394139, 'n': 887, 'trace_an': 0}
  • id: 6080560
    {'hecke_orbit_code': 137556394139, 'n': 907, 'trace_an': 0}
  • id: 6080561
    {'hecke_orbit_code': 137556394139, 'n': 911, 'trace_an': 0}
  • id: 6080562
    {'hecke_orbit_code': 137556394139, 'n': 919, 'trace_an': -2375182436}
  • id: 6080563
    {'hecke_orbit_code': 137556394139, 'n': 929, 'trace_an': 0}
  • id: 6080564
    {'hecke_orbit_code': 137556394139, 'n': 937, 'trace_an': 0}
  • id: 6080565
    {'hecke_orbit_code': 137556394139, 'n': 941, 'trace_an': 0}
  • id: 6080566
    {'hecke_orbit_code': 137556394139, 'n': 947, 'trace_an': 0}
  • id: 6080567
    {'hecke_orbit_code': 137556394139, 'n': 953, 'trace_an': 0}
  • id: 6080568
    {'hecke_orbit_code': 137556394139, 'n': 961, 'trace_an': 1775007362}
  • id: 6080569
    {'hecke_orbit_code': 137556394139, 'n': 967, 'trace_an': 0}
  • id: 6080570
    {'hecke_orbit_code': 137556394139, 'n': 971, 'trace_an': 3445186644}
  • id: 6080571
    {'hecke_orbit_code': 137556394139, 'n': 977, 'trace_an': 0}
  • id: 6080572
    {'hecke_orbit_code': 137556394139, 'n': 983, 'trace_an': 0}
  • id: 6080573
    {'hecke_orbit_code': 137556394139, 'n': 991, 'trace_an': 0}
  • id: 6080574
    {'hecke_orbit_code': 137556394139, 'n': 997, 'trace_an': 0}