Embedded newform data - 605.6.a.e.1.4

Formats: - HTML - YAML - JSON - 2026-01-22T18:07:10.489864

• 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': 21780, 'analytic_conductor': 97.03221098685329, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[5, 1], [11, -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': [605, 1, [122, 486], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 6, 'field_disc': 167648675150113600, 'field_disc_factorization': [[2, 6], [5, 2], [104780421968821, 1]], 'field_poly': [-20692, -6522, 4052, 297, -149, -3, 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, [-23016, 1868, 4034, -309, -149, 3, 1]]], 'hecke_orbit': 5, 'hecke_orbit_code': 18014398610145885, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 2, 'hecke_ring_index_factorization': [[2, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '605.6.a.e', 'level': 605, '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': [5, 11], 'level_radical': 55, 'minimal_twist': '55.6.a.d', 'prim_orbit_index': 1, 'qexp_display': 'q+(-1+\\beta _{1})q^{2}+(-\\beta _{1}-\\beta _{3})q^{3}+(20+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 6, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '605.6.a', 'trace_display': [-3, 0, -150, 66], 'trace_hash': 1018164504680249145, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.148', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5.566', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.677', 'prec': 17}, {'__RealLiteral__': 0, 'data': '84.051', 'prec': 20}, {'__RealLiteral__': 0, 'data': '66.595', 'prec': 20}, {'__RealLiteral__': 0, 'data': '1862.907', 'prec': 27}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.002', 'prec': 17}, 'traces': [6, -3, 0, 115, -150, -325, 66, -249, 832, 75, 0, 1301, 972, 2017, 0, 6675, -712, -5920, -610, -2875, -2508, 0, 7100, -13447, 3750, -7742, -2520, 33171, -10964, 8125, 8868, -10861, 0, -42673, -1650, -30116, -15506, 26185, -7208, 6225, -160, -47111, -7032, 0, -20800, -1650, -46320, -22215, 48512, -1875, 43378, 145838, 30518, 56881, 0, -21297, 5640, 51477, 120532, -32525, 9228, 81355, -222460, 302839, -24300, 0, 47432, -78111, 118960, -50425, 163948, 212580, -78528, -133501, 0, 29355, 0, -138086, 36712, -166875, 202166, -128902, -133792, -119033, 17800, 83996, 267082, 0, 254946, 148000, 167844, -5134, -224250, -31414, 15250, -234415, 17404, 351884, 0, 71875, 107536, 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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

  
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[-0.35391791555526514, 0.0], [0.6026787902813673, 0.0], [1.3339434827072392, 0.0], [0.4707717831665643, 0.0], [-0.04892167260432277, 0.0], [0.23766903843000114, 0.0], [0.7439387181157172, 0.0], [0.36934824438707314, 0.0], [0.0, 0.0], [-0.8146179901656452, 0.0], [-0.6289242339603937, 0.0], [0.7490024584564626, 0.0], [-0.2005317206131014, 0.0], [0.6446228188113061, 0.0], [0.5117997049121382, 0.0], [-0.330222251054103, 0.0], [-0.09302257285784375, 0.0], [-0.10916047589540122, 0.0], [-0.860705939669683, 0.0], [0.0, 0.0], [-0.19664305210916266, 0.0], [0.19651447890295848, 0.0], [0.26410161315067626, 0.0], [-1.3273580655282093, 0.0], [-1.252406775469214, 0.0], [-0.37337607816267293, 0.0], [-0.0548174384755142, 0.0], [0.12530700714234552, 0.0], [1.3246390880685064, 0.0], [0.7533024389990112, 0.0], [0.0, 0.0], [-0.20308436394874985, 0.0], [-1.0217696181415576, 0.0], [0.02705878480296831, 0.0], [-0.166847276679344, 0.0], [-0.17282054928880755, 0.0], [1.0892663704794365, 0.0], [-0.6963870888969967, 0.0], [1.010656055415069, 0.0], [0.2878821983011663, 0.0], [-0.489518517474483, 0.0], [0.0, 0.0], [-0.4440967647744328, 0.0], [-0.4404777147706494, 0.0], [0.7230733074692196, 0.0], [-0.19546652506740977, 0.0], [0.3258241584262795, 0.0], [-1.0408332733218995, 0.0], [-1.3715368620824935, 0.0], [-0.19585384277576132, 0.0], [0.2053689102090317, 0.0], [1.097321576220285, 0.0], [0.0, 0.0], [0.30032169687651944, 0.0], [1.4066553547188878, 0.0], [0.1272080878920708, 0.0], [2.17200484415864, 0.0], [0.5148867094125438, 0.0], [-0.13583701785838076, 0.0], [-0.5390511555464845, 0.0], [-0.3281173703146827, 0.0], [0.38416784276027194, 0.0], [0.47274662391771677, 0.0], [0.0, 0.0], [1.8100324408567514, 0.0], [-0.06513746927847726, 0.0], [-1.5571412203278503, 0.0], [0.31691212393618423, 0.0], [0.6033112439154298, 0.0], [-0.12978385235891512, 0.0], [0.17293378209734847, 0.0], [-0.365859662233848, 0.0], [-0.14325817759116632, 0.0], [-0.6905920698558957, 0.0], [0.0, 0.0], 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-0.3353410678287739, -0.15833444344567468, -0.28563714692243203, -0.3702668608286499, -0.21202058710499727, -0.3920274652393612, -0.26140989461326847, -0.28523645040144174, -0.149043468969156, -0.08827697157137149], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 4, 'dual_embedding_m': 4, 'embedding_index': 4, 'embedding_m': 4, 'embedding_root_imag': 0.0, 'embedding_root_real': 4.014143245827875, 'hecke_orbit': 5, 'hecke_orbit_code': 18014398610145885, 'label': '605.6.a.e.1.4', 'level': 605, 'weight': 6}
• mf_newspaces •

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

  
  {'ALdims': [42, 48, 48, 43], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [6, 6, 6, 6], 'ALdims_old': [33, 36, 33, 35], 'Nk2': 21780, 'analytic_conductor': 97.03221098685329, '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': [605, 1, [122, 486], [1, 1]], 'conrey_index': 1, 'cusp_dim': 318, 'dim': 181, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 100663901, 'hecke_orbit_dims': [1, 3, 4, 5, 6, 7, 7, 8, 9, 9, 10, 14, 18, 20, 20, 20, 20], 'label': '605.6.a', 'level': 605, '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': [5, 11], 'level_radical': 55, 'mf_dim': 342, 'mf_new_dim': 181, 'num_forms': 17, 'plus_dim': 85, 'prim_orbit_index': 1, 'relative_dim': 181, 'sturm_bound': 396, 'trace_bound': 2, 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-53798588, 383975312, 15780000, 307704064, 360809486, 174504288, 0, 175058300, -7464514, 173044908, -80825344, 777502188, -28279050, 25666304, -107089248, 38103020, 3002480, 0, -208647636, 232570000, 431393272, -184858908, -26996200, -168673752, 271001702, 22828568, 32345696, -7875000], 'weight': 6, '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: 44132107
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 6, 'source_embedding_index': 4, 'source_hecke_orbit_code': 18014398610145885, 'source_is_minimal': False, 'source_label': '605.6.a.e.1.4', 'source_level': 605, 'target_conrey_index': 1, 'target_dim': 6, 'target_embedding_index': 4, 'target_hecke_orbit_code': 18014398610145885, 'target_is_minimal': False, 'target_label': '605.6.a.e.1.4', 'target_level': 605, 'twist_class_label': '55.6.a.d.1.3', 'twist_class_level': 55, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
  • id: 44132108
    {'conductor': 11, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 6, 'source_embedding_index': 4, 'source_hecke_orbit_code': 18014398610145885, 'source_is_minimal': False, 'source_label': '605.6.a.e.1.4', 'source_level': 605, 'target_conrey_index': 1, 'target_dim': 6, 'target_embedding_index': 3, 'target_hecke_orbit_code': 13510798982774839, 'target_is_minimal': True, 'target_label': '55.6.a.d.1.3', 'target_level': 55, 'twist_class_label': '55.6.a.d.1.3', 'twist_class_level': 55, 'twisting_char_label': '11.10', 'twisting_conrey_index': 10, 'weight': 6}
  • id: 44132109
    {'conductor': 33, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 6, 'source_embedding_index': 4, 'source_hecke_orbit_code': 18014398610145885, 'source_is_minimal': False, 'source_label': '605.6.a.e.1.4', 'source_level': 605, 'target_conrey_index': 1, 'target_dim': 6, 'target_embedding_index': 4, 'target_hecke_orbit_code': 49539596001739247, 'target_is_minimal': False, 'target_label': '495.6.a.l.1.4', 'target_level': 495, 'twist_class_label': '55.6.a.d.1.3', 'twist_class_level': 55, 'twisting_char_label': '33.32', 'twisting_conrey_index': 32, 'weight': 6}
  • id: 44132110
    {'conductor': 44, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 6, 'source_embedding_index': 4, 'source_hecke_orbit_code': 18014398610145885, 'source_is_minimal': False, 'source_label': '605.6.a.e.1.4', 'source_level': 605, 'target_conrey_index': 1, 'target_dim': 6, 'target_embedding_index': 5, 'target_hecke_orbit_code': 90071992648074096, 'target_is_minimal': False, 'target_label': '880.6.a.u.1.5', 'target_level': 880, 'twist_class_label': '55.6.a.d.1.3', 'twist_class_level': 55, 'twisting_char_label': '44.43', 'twisting_conrey_index': 43, 'weight': 6}
  • id: 44132111
    {'conductor': 55, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 6, 'source_embedding_index': 4, 'source_hecke_orbit_code': 18014398610145885, 'source_is_minimal': False, 'source_label': '605.6.a.e.1.4', 'source_level': 605, 'target_conrey_index': 199, 'target_dim': 12, 'target_embedding_index': 5, 'target_hecke_orbit_code': 22518066956992787, 'target_is_minimal': False, 'target_label': '275.6.b.f.199.5', 'target_level': 275, 'twist_class_label': '55.6.a.d.1.3', 'twist_class_level': 55, 'twisting_char_label': '55.32', 'twisting_conrey_index': 32, 'weight': 6}
  • id: 44132112
    {'conductor': 55, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 6, 'source_embedding_index': 4, 'source_hecke_orbit_code': 18014398610145885, 'source_is_minimal': False, 'source_label': '605.6.a.e.1.4', 'source_level': 605, 'target_conrey_index': 199, 'target_dim': 12, 'target_embedding_index': 8, 'target_hecke_orbit_code': 22518066956992787, 'target_is_minimal': False, 'target_label': '275.6.b.f.199.8', 'target_level': 275, 'twist_class_label': '55.6.a.d.1.3', 'twist_class_level': 55, 'twisting_char_label': '55.43', 'twisting_conrey_index': 43, 'weight': 6}
  • id: 44132113
    {'conductor': 55, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 6, 'source_embedding_index': 4, 'source_hecke_orbit_code': 18014398610145885, 'source_is_minimal': False, 'source_label': '605.6.a.e.1.4', 'source_level': 605, 'target_conrey_index': 1, 'target_dim': 6, 'target_embedding_index': 4, 'target_hecke_orbit_code': 22517998237516051, 'target_is_minimal': False, 'target_label': '275.6.a.f.1.4', 'target_level': 275, 'twist_class_label': '55.6.a.d.1.3', 'twist_class_level': 55, 'twisting_char_label': '55.54', 'twisting_conrey_index': 54, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 1112700
    {'charpoly_factorization': [[[-23016, 1868, 4034, -309, -149, 3, 1], 1]], 'hecke_orbit_code': 18014398610145885, 'p': 2}
  • id: 1112701
    {'charpoly_factorization': [[[-18180288, -164160, 276192, 840, -1145, 0, 1], 1]], 'hecke_orbit_code': 18014398610145885, 'p': 3}
  • id: 1112702
    {'charpoly_factorization': [[[25, 1], 6]], 'hecke_orbit_code': 18014398610145885, 'p': 5}
  • id: 1112703
    {'charpoly_factorization': [[[-10894071216816, -24273716416, 1586308104, 2532328, -72499, -66, 1], 1]], 'hecke_orbit_code': 18014398610145885, 'p': 7}
  • id: 1112704
    {'charpoly_factorization': [[[0, 1], 6]], 'hecke_orbit_code': 18014398610145885, 'p': 11}
  • id: 1112705
    {'charpoly_factorization': [[[-2414205211212032, -58304630766592, 61178105920, 514821344, -504364, -972, 1], 1]], 'hecke_orbit_code': 18014398610145885, 'p': 13}
  • id: 1112706
    {'charpoly_factorization': [[[-2091272621765568192, -2010033851644608, 12306670466272, -1894481416, -6712585, 712, 1], 1]], 'hecke_orbit_code': 18014398610145885, 'p': 17}
  • id: 1112707
    {'charpoly_factorization': [[[-13367181309419520000, -10780354658304000, 36392955724800, -1361534400, -11666015, 610, 1], 1]], 'hecke_orbit_code': 18014398610145885, 'p': 19}
  • id: 1112708
    {'charpoly_factorization': [[[-280219676204506368, 18786925601666560, -48131272718528, 25942132640, 7587620, -7100, 1], 1]], 'hecke_orbit_code': 18014398610145885, 'p': 23}
  • id: 1112709
    {'charpoly_factorization': [[[94792870854294663600, -373939526507008800, -834458945527880, -309162095960, -546613, 10964, 1], 1]], 'hecke_orbit_code': 18014398610145885, 'p': 29}
  • id: 1112710
    {'charpoly_factorization': [[[111424302742862566195200, -58702530695775436800, 3921928284842496, 1444327914048, -148288141, -8868, 1], 1]], 'hecke_orbit_code': 18014398610145885, 'p': 31}
  • id: 1112711
    {'charpoly_factorization': [[[22099845387915258421712, 55565890004226094976, 2078114447202920, -2053458953368, -125561651, 15506, 1], 1]], 'hecke_orbit_code': 18014398610145885, 'p': 37}
  • id: 1112712
    {'charpoly_factorization': [[[80321325001740935614656, -73207868570591751936, 13024921424234544, 685240112448, -232607004, 160, 1], 1]], 'hecke_orbit_code': 18014398610145885, 'p': 41}
  • id: 1112713
    {'charpoly_factorization': [[[11713048911687023870976, -10794184195435792128, -247037707025136, 1570270411296, -290919016, 7032, 1], 1]], 'hecke_orbit_code': 18014398610145885, 'p': 43}
  • id: 1112714
    {'charpoly_factorization': [[[-700122313746137575450368, -645076252799629021440, -153857919147872960, -10410284575200, 316697804, 46320, 1], 1]], 'hecke_orbit_code': 18014398610145885, 'p': 47}
  • id: 1112715
    {'charpoly_factorization': [[[-180392690528887643879856, -89324935830245850368, 117484410532626088, 10835592633896, -520669003, -30518, 1], 1]], 'hecke_orbit_code': 18014398610145885, 'p': 53}
  • id: 1112716
    {'charpoly_factorization': [[[-8470009917914266111564800, 3884583458956363801600, 281716215781664640, -85587718615040, 5122894404, -120532, 1], 1]], 'hecke_orbit_code': 18014398610145885, 'p': 59}
  • id: 1112717
    {'charpoly_factorization': [[[-2467599427107552844531664, -2309368220565203544544, 34341114559269208, 36518755912856, -1839059173, -9228, 1], 1]], 'hecke_orbit_code': 18014398610145885, 'p': 61}
  • id: 1112718
    {'charpoly_factorization': [[[-26696151423830268865826816, 9718891868706197644288, 2448140685750298304, 94049638872256, -3014646304, -47432, 1], 1]], 'hecke_orbit_code': 18014398610145885, 'p': 67}
  • id: 1112719
    {'charpoly_factorization': [[[-10815583835674877450108928, -7193625101891772534784, 2409507821072495104, -229535337295328, 9289534811, -163948, 1], 1]], 'hecke_orbit_code': 18014398610145885, 'p': 71}
  • id: 1112720
    {'charpoly_factorization': [[[-237166426524105561798985472, 38024010284442493983488, 174667622896751680, -128970412345696, -1297405684, 78528, 1], 1]], 'hecke_orbit_code': 18014398610145885, 'p': 73}
  • id: 1112721
    {'charpoly_factorization': [[[2913851581854961605234764800, 607601254861551818316800, 26767937995092947840, 54292318775360, -10196486164, -36712, 1], 1]], 'hecke_orbit_code': 18014398610145885, 'p': 79}
  • id: 1112722
    {'charpoly_factorization': [[[-3024948526028158467173184, -9154014748451556795648, -1488354164370338256, -38778890912064, 2949028644, 133792, 1], 1]], 'hecke_orbit_code': 18014398610145885, 'p': 83}
  • id: 1112723
    {'charpoly_factorization': [[[3038089265483318709167610000, 45491161710708555760000, -19072474594248131800, 63450846588600, 16550221681, -254946, 1], 1]], 'hecke_orbit_code': 18014398610145885, 'p': 89}
  • id: 1112724
    {'charpoly_factorization': [[[-4126567488489813069878844928, 61524489352773033657536, 9902615951204744720, -54409872995968, -7248307016, -17404, 1], 1]], 'hecke_orbit_code': 18014398610145885, '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': 5, 'label': '605.6.a.e', 'level': 605, 'portrait': 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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 40144777
    {'hecke_orbit_code': 18014398610145885, 'n': 1, 'trace_an': 6}
  • id: 40144778
    {'hecke_orbit_code': 18014398610145885, 'n': 2, 'trace_an': -3}
  • id: 40144779
    {'hecke_orbit_code': 18014398610145885, 'n': 3, 'trace_an': 0}
  • id: 40144780
    {'hecke_orbit_code': 18014398610145885, 'n': 4, 'trace_an': 115}
  • id: 40144781
    {'hecke_orbit_code': 18014398610145885, 'n': 5, 'trace_an': -150}
  • id: 40144782
    {'hecke_orbit_code': 18014398610145885, 'n': 6, 'trace_an': -325}
  • id: 40144783
    {'hecke_orbit_code': 18014398610145885, 'n': 7, 'trace_an': 66}
  • id: 40144784
    {'hecke_orbit_code': 18014398610145885, 'n': 8, 'trace_an': -249}
  • id: 40144785
    {'hecke_orbit_code': 18014398610145885, 'n': 9, 'trace_an': 832}
  • id: 40144786
    {'hecke_orbit_code': 18014398610145885, 'n': 10, 'trace_an': 75}
  • id: 40144787
    {'hecke_orbit_code': 18014398610145885, 'n': 11, 'trace_an': 0}
  • id: 40144788
    {'hecke_orbit_code': 18014398610145885, 'n': 12, 'trace_an': 1301}
  • id: 40144789
    {'hecke_orbit_code': 18014398610145885, 'n': 13, 'trace_an': 972}
  • id: 40144790
    {'hecke_orbit_code': 18014398610145885, 'n': 14, 'trace_an': 2017}
  • id: 40144791
    {'hecke_orbit_code': 18014398610145885, 'n': 15, 'trace_an': 0}
  • id: 40144792
    {'hecke_orbit_code': 18014398610145885, 'n': 16, 'trace_an': 6675}
  • id: 40144793
    {'hecke_orbit_code': 18014398610145885, 'n': 17, 'trace_an': -712}
  • id: 40144794
    {'hecke_orbit_code': 18014398610145885, 'n': 18, 'trace_an': -5920}
  • id: 40144795
    {'hecke_orbit_code': 18014398610145885, 'n': 19, 'trace_an': -610}
  • id: 40144796
    {'hecke_orbit_code': 18014398610145885, 'n': 20, 'trace_an': -2875}
  • id: 40144797
    {'hecke_orbit_code': 18014398610145885, 'n': 21, 'trace_an': -2508}
  • id: 40144798
    {'hecke_orbit_code': 18014398610145885, 'n': 22, 'trace_an': 0}
  • id: 40144799
    {'hecke_orbit_code': 18014398610145885, 'n': 23, 'trace_an': 7100}
  • id: 40144800
    {'hecke_orbit_code': 18014398610145885, 'n': 24, 'trace_an': -13447}
  • id: 40144801
    {'hecke_orbit_code': 18014398610145885, 'n': 25, 'trace_an': 3750}
  • id: 40144802
    {'hecke_orbit_code': 18014398610145885, 'n': 26, 'trace_an': -7742}
  • id: 40144803
    {'hecke_orbit_code': 18014398610145885, 'n': 27, 'trace_an': -2520}
  • id: 40144804
    {'hecke_orbit_code': 18014398610145885, 'n': 28, 'trace_an': 33171}
  • id: 40144805
    {'hecke_orbit_code': 18014398610145885, 'n': 29, 'trace_an': -10964}
  • id: 40144806
    {'hecke_orbit_code': 18014398610145885, 'n': 30, 'trace_an': 8125}
  • id: 40144807
    {'hecke_orbit_code': 18014398610145885, 'n': 31, 'trace_an': 8868}
  • id: 40144808
    {'hecke_orbit_code': 18014398610145885, 'n': 32, 'trace_an': -10861}
  • id: 40144809
    {'hecke_orbit_code': 18014398610145885, 'n': 33, 'trace_an': 0}
  • id: 40144810
    {'hecke_orbit_code': 18014398610145885, 'n': 34, 'trace_an': -42673}
  • id: 40144811
    {'hecke_orbit_code': 18014398610145885, 'n': 35, 'trace_an': -1650}
  • id: 40144812
    {'hecke_orbit_code': 18014398610145885, 'n': 36, 'trace_an': -30116}
  • id: 40144813
    {'hecke_orbit_code': 18014398610145885, 'n': 37, 'trace_an': -15506}
  • id: 40144814
    {'hecke_orbit_code': 18014398610145885, 'n': 38, 'trace_an': 26185}
  • id: 40144815
    {'hecke_orbit_code': 18014398610145885, 'n': 39, 'trace_an': -7208}
  • id: 40144816
    {'hecke_orbit_code': 18014398610145885, 'n': 40, 'trace_an': 6225}
  • id: 40144817
    {'hecke_orbit_code': 18014398610145885, 'n': 41, 'trace_an': -160}
  • id: 40144818
    {'hecke_orbit_code': 18014398610145885, 'n': 42, 'trace_an': -47111}
  • id: 40144819
    {'hecke_orbit_code': 18014398610145885, 'n': 43, 'trace_an': -7032}
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  • id: 40144885
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  • id: 40144891
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  • id: 40144892
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  • id: 40144893
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  • id: 40144894
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  • id: 40144899
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  • id: 40144900
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  • id: 40144901
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  • id: 40144902
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  • id: 40144903
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  • id: 40144904
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  • id: 40144905
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  • id: 40144906
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  • id: 40144907
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  • id: 40144910
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  • id: 40144911
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  • id: 40144912
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  • id: 40144913
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  • id: 40144914
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  • id: 40144915
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  • id: 40144916
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  • id: 40144917
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  • id: 40144918
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  • id: 40144919
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  • id: 40144920
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  • id: 40144921
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  • id: 40144922
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  • id: 40144923
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  • id: 40144924
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  • id: 40144925
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  • id: 40144926
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  • id: 40144927
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  • id: 40144928
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  • id: 40144929
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  • id: 40144930
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  • id: 40144931
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  • id: 40144932
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  • id: 40144933
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  • id: 40144934
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  • id: 40144935
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  • id: 40144936
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  • id: 40144937
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  • id: 40144938
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  • id: 40144939
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  • id: 40144940
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  • id: 40144941
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  • id: 40144942
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  • id: 40144943
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  • id: 40144944
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  • id: 40144946
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  • id: 40144948
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    {'hecke_orbit_code': 18014398610145885, 'n': 841, 'trace_an': -1764372}
  • id: 40145012
    {'hecke_orbit_code': 18014398610145885, 'n': 853, 'trace_an': 6530132}
  • id: 40145013
    {'hecke_orbit_code': 18014398610145885, 'n': 857, 'trace_an': -4575144}
  • id: 40145014
    {'hecke_orbit_code': 18014398610145885, 'n': 859, 'trace_an': 29366372}
  • id: 40145015
    {'hecke_orbit_code': 18014398610145885, 'n': 863, 'trace_an': -38476936}
  • id: 40145016
    {'hecke_orbit_code': 18014398610145885, 'n': 877, 'trace_an': 59947112}
  • id: 40145017
    {'hecke_orbit_code': 18014398610145885, 'n': 881, 'trace_an': -22937652}
  • id: 40145018
    {'hecke_orbit_code': 18014398610145885, 'n': 883, 'trace_an': 65848520}
  • id: 40145019
    {'hecke_orbit_code': 18014398610145885, 'n': 887, 'trace_an': 14194840}
  • id: 40145020
    {'hecke_orbit_code': 18014398610145885, 'n': 907, 'trace_an': 91691032}
  • id: 40145021
    {'hecke_orbit_code': 18014398610145885, 'n': 911, 'trace_an': 40044796}
  • id: 40145022
    {'hecke_orbit_code': 18014398610145885, 'n': 919, 'trace_an': 27129984}
  • id: 40145023
    {'hecke_orbit_code': 18014398610145885, 'n': 929, 'trace_an': 29526518}
  • id: 40145024
    {'hecke_orbit_code': 18014398610145885, 'n': 937, 'trace_an': -51605672}
  • id: 40145025
    {'hecke_orbit_code': 18014398610145885, 'n': 941, 'trace_an': 47561908}
  • id: 40145026
    {'hecke_orbit_code': 18014398610145885, 'n': 947, 'trace_an': -77801728}
  • id: 40145027
    {'hecke_orbit_code': 18014398610145885, 'n': 953, 'trace_an': -89140808}
  • id: 40145028
    {'hecke_orbit_code': 18014398610145885, 'n': 961, 'trace_an': 203442800}
  • id: 40145029
    {'hecke_orbit_code': 18014398610145885, 'n': 967, 'trace_an': -117426666}
  • id: 40145030
    {'hecke_orbit_code': 18014398610145885, 'n': 971, 'trace_an': 35198428}
  • id: 40145031
    {'hecke_orbit_code': 18014398610145885, 'n': 977, 'trace_an': 123075364}
  • id: 40145032
    {'hecke_orbit_code': 18014398610145885, 'n': 983, 'trace_an': -5381228}
  • id: 40145033
    {'hecke_orbit_code': 18014398610145885, 'n': 991, 'trace_an': 68528800}
  • id: 40145034
    {'hecke_orbit_code': 18014398610145885, 'n': 997, 'trace_an': 146787408}