Embedded newform data - 560.6.a.p.1.1

Formats: - HTML - YAML - JSON - 2025-01-15T04:46:58.215456

• 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': 20160, 'analytic_conductor': 89.81493909526915, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [5, 1], [7, 1]], 'atkin_lehner_string': '-++', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [560, 1, [351, 421, 337, 241], [1, 1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 1009, 'field_disc_factorization': [[1009, 1]], 'field_poly': [-252, -1, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[3, [-120, -23, 1]]], 'hecke_orbit': 16, 'hecke_orbit_code': 67553994511221296, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '560.6.a.p', 'level': 560, '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, 5, 7], 'level_radical': 70, 'minimal_twist': '140.6.a.a', 'nf_label': '2.2.1009.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(12-\\beta )q^{3}-5^{2}q^{5}-7^{2}q^{7}+(153+\\cdots)q^{9}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '560.6.a', 'trace_display': [0, 23, -50, -98], 'trace_hash': 2032947463751687682, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.956', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.063', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.707', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.587', 'prec': 17}, {'__RealLiteral__': 0, 'data': '67.136', 'prec': 20}], 'trace_zratio': 0, 'traces': [2, 0, 23, 0, -50, 0, -98, 0, 283, 0, -873, 0, -185, 0, -575, 0, -2019, 0, 614, 0, -1127, 0, 1350, 0, 1250, 0, 9269, 0, -999, 0, 9020, 0, -5499, 0, 2450, 0, -9032, 0, 8467, 0, -18330, 0, 3974, 0, -7075, 0, 21759, 0, 4802, 0, 8565, 0, 2154, 0, 21825, 0, 4034, 0, 28704, 0, 12394, 0, -13867, 0, 4625, 0, 101888, 0, 85146, 0, -91632, 0, -35996, 0, 14375, 0, 42777, 0, 10001, 0, 120058, 0, -78108, 0, 50475, 0, 220077, 0, 33438, 0, 9065, 0, 97676, 0, -15350, 0, -85751, 0, -19098, 0, 46080, 0, 162827, 0, 28175, 0, -109794, 0, 280927, 0, -303650, 0, 51096, 0, -33750, 0, 217496, 0, 98931, 0, 99827, 0, -268308, 0, -31250, 0, 50600, 0, -163162, 0, -28818, 0, -30086, 0, -231725, 0, -84786, 0, -246454, 0, 714873, 0, 176103, 0, 24975, 0, 55223, 0, -450240, 0, 388529, 0, 445332, 0, -225500, 0, -777800, 0, 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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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'angles': [None, -0.2724459345595096, None, None, -0.3783734240395368, -0.3068385686466004, -0.40974178386108817, -0.2295995431692561, -0.2983148782124452, -0.41476015664019156, -0.17762099878888415, -0.2330206056902034, -0.305489764721034, -0.19256489609272334, -0.2697460286997473, -0.40285776757638775, -0.21610578454226015, -0.32065516544054373, -0.1702159784633603, -0.4073970447205908, -0.219987581114299, -0.2645145171480634, -0.3098602113169097, -0.27296894822040335, -0.3070594749560897, -0.035010032377606214, -0.27897754704605987, -0.4217418161168084, -0.14477571920155002, -0.18507864463540744, -0.1575460275296902, -0.19296779980211587, -0.340627954739693, -0.363432326082907, -0.26424452729867814, -0.2662655269643806, -0.35222658425372494, -0.18637601785384678, -0.056141974047171125, -0.2905643687290909, -0.17487808884976117, -0.06735013874616348, -0.43747650067768806, -0.34697895710631116, -0.12255749563551493, -0.1942560792191918, -0.23199656582758793, -0.1797681583481379, 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-0.30924604656597815, -0.20257089198233844, -0.25456150890432505, -0.05386457139040761, -0.21044807216247838, -0.21952675536895225, -0.37752037763010887, -0.3738314838089378, -0.3649478438734966, -0.19635048990726295, -0.39561667145339424, -0.3392758377347507, -0.1570248222404382, -0.2161382004847733, -0.29533637530069234, -0.27691837719134627, -0.42972522897130194, -0.2946756560404917, -0.2874838016891249, -0.16964661822609553, -0.14750097004360058, -0.16770220449841278, -0.29948745287560924, -0.1661336970103656, -0.26406131212643585, -0.19232500030031158, -0.11103478381911164, -0.3667538656965221], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 1, 'dual_embedding_m': 1, 'embedding_index': 1, 'embedding_m': 1, 'embedding_root_imag': 0.0, 'embedding_root_real': 16.38238017426859, 'hecke_orbit': 16, 'hecke_orbit_code': 67553994511221296, 'label': '560.6.a.p.1.1', 'level': 560, 'weight': 6}
• 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

  
  {'ALdims': [6, 9, 9, 6, 7, 8, 7, 8], 'Nk2': 20160, 'analytic_conductor': 89.81493909526915, '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': [560, 1, [351, 421, 337, 241], [1, 1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 468, 'dim': 60, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 100663856, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 4, 4, 4, 5, 5], 'label': '560.6.a', 'level': 560, '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, 5, 7], 'level_radical': 70, 'mf_dim': 492, 'mf_new_dim': 60, 'num_forms': 26, 'plus_dim': 27, 'prim_orbit_index': 1, 'relative_dim': 60, 'sturm_bound': 576, 'trace_bound': 9, 'trace_display': [0, 0, 0, 98], 'traces': [60, 0, 0, 0, 0, 0, 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-275380, 0, 0, 0, 3568704, 0, 1950384, 0, 3413852, 0, 3479040, 0, 0, 0, -673456, 0, 4027320, 0, 1260912, 0, 3570456, 0, 2982500, 0, -1060336, 0, -172128, 0, -1496460, 0, 3501992, 0, -2799500, 0, 783120, 0, -3529148, 0, -1523080, 0, -1813752, 0, 0, 0, -2577448, 0, -122096, 0, 4808784, 0, -4027344, 0, 3886800, 0, -1444744, 0, 1451380, 0, -1619560, 0, 6437304, 0, -23200, 0, 10470896, 0, 83824, 0, -7549264, 0, 0, 0, -377500, 0, -1672552, 0, 7094432, 0, -331440, 0, -8830144, 0, -1764400, 0, 2306332, 0, 2695148, 0, 1579564, 0, -4510608, 0, 1392400, 0, 6374752, 0, 1540200, 0, 1918840, 0, 12477752, 0, 92200, 0, 669952, 0, -1788704, 0, -2361008, 0, 2062920, 0, -1786050, 0, -4525032, 0, 5009748, 0, 1917696, 0, -11302184, 0, 0, 0, -25051192, 0, -374360, 0, 1858864, 0, -1657720, 0, 3114600, 0, -197848, 0, -2228424, 0, -1730960, 0, 235298, 0, -39600, 0, 4561952, 0, -7420512, 0, -20752748, 0, -3645640, 0, 0, 0, -1409632, 0, -4352544, 0, 14279500, 0, -27593752, 0, 539600, 0, -8834168, 0, -6086408, 0, 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14789448, 0, 33906108, 0, 52760664, 0, -53195984, 0, 18300400, 0, 18324960, 0, -1450204, 0, -19918728, 0, 91732232, 0, 2296400, 0, 50603056, 0, 17492576, 0, -101088848, 0, -7856464, 0, -25104800, 0, 6832408, 0, -30647536, 0, -13499736, 0, -17040344, 0, -16562800, 0, 10930626, 0, -6638920, 0, 17785808, 0, -9891856, 0, 4490000, 0, 11135096, 0, 97678400, 0, 549584, 0, 91380792, 0, -4241400, 0, 22794536, 0, -14821088, 0, -27754104, 0, 52897208, 0, -4248300, 0, -23538048, 0, 49971836, 0, 15004840, 0, -18287968, 0, 29278400, 0, -90667336, 0, 2927064, 0, -31555884, 0, 5942984, 0, 14383800, 0, 23009192, 0, -49954880, 0, -70669776, 0, 28177940, 0, 23437500, 0, -27587816, 0, 8393216, 0, -41769188, 0, 53989120, 0, 2034600, 0, 0, 0, 83231872, 0, 12094584, 0, -16321296, 0, -8247600, 0, 37576880, 0, 53210000, 0, -19707800, 0, -14874536, 0, 19751400, 0, 47149528, 0, 60671764, 0, 15587328, 0, -105927416, 0, 0, 0, -6443600, 0, 16747232, 0, -8045648, 0, 18923544, 0, -4665000, 0, 11010560, 0, 25022928, 0, 73386088, 0, -155294272, 0, -16548400, 0, -91904520, 0, -19889424, 0, 140178760, 0, 3016440, 0, 18393400, 0, 9658000, 0, 92885424, 0, -22210216, 0, 49450880, 0, 23728800, 0, -17994564, 0, 37057128, 0, 63495064, 0, 15464960, 0, 718500, 0, -83454608, 0, -144479192, 0, -3620904, 0, -90979472, 0, -2545000, 0, -25417904, 0, 130500380, 0, -116392240, 0, -24321616, 0, 2160900, 0, 87781072, 0, -55093308, 0, -53783664, 0, -14015256, 0, 9136800, 0, 182640488, 0, -10584392, 0, 45514436, 0, -62338336, 0, -8446800, 0, -62600664, 0, 127030584, 0, -1220712, 0, -54619124, 0, 42897600, 0, 91844648, 0, -25459336, 0, 217510776, 0, -7867472, 0, -4475000, 0, 8892912, 0, -76486496, 0, -39048464, 0, -81526840, 0, 22890200, 0, -10665456, 0, 15134848, 0, 26956076, 0, 53886944, 0, -30718200, 0, 120425888, 0, -99103180, 0, 126508296, 0, 200649184, 0, 0, 0, 115089440, 0, 72220448, 0, 112425968, 0, -29328528, 0, -20129800, 0, 41279872, 0, -89997908, 0, -42497800, 0, 118932168, 0, 2400000, 0, -16713376, 0, -50089648, 0, -178753624, 0, -4821208, 0, 9778900, 0, -95737840, 0, -44578136, 0, 61299420, 0, 8424456, 0, 15056800, 0, 67449578, 0, -8882760, 0, -179391312, 0, -15275152, 0, 2570200, 0, -143431416, 0, 275277144, 0, -11254320, 0, 50909752, 0, -8363600, 0, 46293656, 0, 81496896, 0, 181540840, 0, 51657448, 0, -4593750, 0, -30147016, 0, 170093652, 0, 55310952, 0, 119726048, 0, -12817600, 0, -132264656, 0, 30578352, 0, -369714556, 0, -59249584, 0, 5422800, 0, 77579696, 0, -26685640, 0, 74854576, 0, 76046040, 0, -36842600, 0, -123315792, 0, -63442240, 0, -53925184, 0, 57281280, 0, 102945600, 0, 10883488, 0, 221527060, 0, -22221000, 0, 185025264, 0, 6655000, 0, 124067616, 0, -5437144, 0, -5666360, 0, -73421392, 0, 10441700, 0, -122153928, 0, 73953124, 0, 104894864, 0, -346081488, 0, 0, 0, -184747560, 0, 74377392, 0, -56346896, 0, 67373992, 0, 46273200, 0, 159218960, 0, 41546708, 0, 18683260, 0, -113599040, 0, -900400, 0, -172446824, 0, -101799408, 0, 195224576, 0, -17451056, 0, -27352500, 0, 168899112, 0, -48159920, 0, 26462680, 0, -137689128, 0, -57890800, 0, -119862624, 0, -153704128, 0, 110189776, 0, -53252896, 0, 84431000, 0, -74954576, 0, -338401256, 0], '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: 47951262
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 67553994511221296, 'source_is_minimal': False, 'source_label': '560.6.a.p.1.1', 'source_level': 560, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 67553994511221296, 'target_is_minimal': False, 'target_label': '560.6.a.p.1.1', 'target_level': 560, 'twist_class_label': '140.6.a.a.1.2', 'twist_class_level': 140, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
  • id: 47951263
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 67553994511221296, 'source_is_minimal': False, 'source_label': '560.6.a.p.1.1', 'source_level': 560, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 100663436, 'target_is_minimal': True, 'target_label': '140.6.a.a.1.2', 'target_level': 140, 'twist_class_label': '140.6.a.a.1.2', 'twist_class_level': 140, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 6}
  • id: 47951264
    {'conductor': 20, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 67553994511221296, 'source_is_minimal': False, 'source_label': '560.6.a.p.1.1', 'source_level': 560, 'target_conrey_index': 449, 'target_dim': 4, 'target_embedding_index': 3, 'target_hecke_orbit_code': 18014673488052924, 'target_is_minimal': False, 'target_label': '700.6.e.e.449.3', 'target_level': 700, 'twist_class_label': '140.6.a.a.1.2', 'twist_class_level': 140, 'twisting_char_label': '20.3', 'twisting_conrey_index': 3, 'weight': 6}
  • id: 47951265
    {'conductor': 20, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 67553994511221296, 'source_is_minimal': False, 'source_label': '560.6.a.p.1.1', 'source_level': 560, 'target_conrey_index': 449, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 18014673488052924, 'target_is_minimal': False, 'target_label': '700.6.e.e.449.2', 'target_level': 700, 'twist_class_label': '140.6.a.a.1.2', 'twist_class_level': 140, 'twisting_char_label': '20.7', 'twisting_conrey_index': 7, 'weight': 6}
  • id: 47951266
    {'conductor': 20, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 67553994511221296, 'source_is_minimal': False, 'source_label': '560.6.a.p.1.1', 'source_level': 560, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 31525197492257468, 'target_is_minimal': False, 'target_label': '700.6.a.h.1.1', 'target_level': 700, 'twist_class_label': '140.6.a.a.1.2', 'twist_class_level': 140, 'twisting_char_label': '20.19', 'twisting_conrey_index': 19, 'weight': 6}
  • id: 47951267
    {'conductor': 28, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 67553994511221296, 'source_is_minimal': False, 'source_label': '560.6.a.p.1.1', 'source_level': 560, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 27021597864887252, 'target_is_minimal': False, 'target_label': '980.6.a.g.1.1', 'target_level': 980, 'twist_class_label': '140.6.a.a.1.2', 'twist_class_level': 140, 'twisting_char_label': '28.27', 'twisting_conrey_index': 27, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 1051325
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 67553994511221296, 'p': 2}
  • id: 1051326
    {'charpoly_factorization': [[[-120, -23, 1], 1]], 'hecke_orbit_code': 67553994511221296, 'p': 3}
  • id: 1051327
    {'charpoly_factorization': [[[25, 1], 2]], 'hecke_orbit_code': 67553994511221296, 'p': 5}
  • id: 1051328
    {'charpoly_factorization': [[[49, 1], 2]], 'hecke_orbit_code': 67553994511221296, 'p': 7}
  • id: 1051329
    {'charpoly_factorization': [[[170100, 873, 1], 1]], 'hecke_orbit_code': 67553994511221296, 'p': 11}
  • id: 1051330
    {'charpoly_factorization': [[[-102686, 185, 1], 1]], 'hecke_orbit_code': 67553994511221296, 'p': 13}
  • id: 1051331
    {'charpoly_factorization': [[[17910, 2019, 1], 1]], 'hecke_orbit_code': 67553994511221296, 'p': 17}
  • id: 1051332
    {'charpoly_factorization': [[[85168, -614, 1], 1]], 'hecke_orbit_code': 67553994511221296, 'p': 19}
  • id: 1051333
    {'charpoly_factorization': [[[-4348224, -1350, 1], 1]], 'hecke_orbit_code': 67553994511221296, 'p': 23}
  • id: 1051334
    {'charpoly_factorization': [[[-52894782, 999, 1], 1]], 'hecke_orbit_code': 67553994511221296, 'p': 29}
  • id: 1051335
    {'charpoly_factorization': [[[20303776, -9020, 1], 1]], 'hecke_orbit_code': 67553994511221296, 'p': 31}
  • id: 1051336
    {'charpoly_factorization': [[[-19162580, 9032, 1], 1]], 'hecke_orbit_code': 67553994511221296, 'p': 37}
  • id: 1051337
    {'charpoly_factorization': [[[80718984, 18330, 1], 1]], 'hecke_orbit_code': 67553994511221296, 'p': 41}
  • id: 1051338
    {'charpoly_factorization': [[[-39286472, -3974, 1], 1]], 'hecke_orbit_code': 67553994511221296, 'p': 43}
  • id: 1051339
    {'charpoly_factorization': [[[-95605272, -21759, 1], 1]], 'hecke_orbit_code': 67553994511221296, 'p': 47}
  • id: 1051340
    {'charpoly_factorization': [[[-1195434360, -2154, 1], 1]], 'hecke_orbit_code': 67553994511221296, 'p': 53}
  • id: 1051341
    {'charpoly_factorization': [[[196680960, -28704, 1], 1]], 'hecke_orbit_code': 67553994511221296, 'p': 59}
  • id: 1051342
    {'charpoly_factorization': [[[-932619440, -12394, 1], 1]], 'hecke_orbit_code': 67553994511221296, 'p': 61}
  • id: 1051343
    {'charpoly_factorization': [[[2351048560, -101888, 1], 1]], 'hecke_orbit_code': 67553994511221296, 'p': 67}
  • id: 1051344
    {'charpoly_factorization': [[[1466196480, 91632, 1], 1]], 'hecke_orbit_code': 67553994511221296, 'p': 71}
  • id: 1051345
    {'charpoly_factorization': [[[-905857340, 35996, 1], 1]], 'hecke_orbit_code': 67553994511221296, 'p': 73}
  • id: 1051346
    {'charpoly_factorization': [[[-203130152, -10001, 1], 1]], 'hecke_orbit_code': 67553994511221296, 'p': 79}
  • id: 1051347
    {'charpoly_factorization': [[[1475487360, 78108, 1], 1]], 'hecke_orbit_code': 67553994511221296, 'p': 83}
  • id: 1051348
    {'charpoly_factorization': [[[-1180708920, -33438, 1], 1]], 'hecke_orbit_code': 67553994511221296, 'p': 89}
  • id: 1051349
    {'charpoly_factorization': [[[1347423694, 85751, 1], 1]], 'hecke_orbit_code': 67553994511221296, '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': 16, 'label': '560.6.a.p', 'level': 560, 'portrait': 'data:image/png;base64,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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 61123531
    {'hecke_orbit_code': 67553994511221296, 'n': 1, 'trace_an': 2}
  • id: 61123532
    {'hecke_orbit_code': 67553994511221296, 'n': 2, 'trace_an': 0}
  • id: 61123533
    {'hecke_orbit_code': 67553994511221296, 'n': 3, 'trace_an': 23}
  • id: 61123534
    {'hecke_orbit_code': 67553994511221296, 'n': 4, 'trace_an': 0}
  • id: 61123535
    {'hecke_orbit_code': 67553994511221296, 'n': 5, 'trace_an': -50}
  • id: 61123536
    {'hecke_orbit_code': 67553994511221296, 'n': 6, 'trace_an': 0}
  • id: 61123537
    {'hecke_orbit_code': 67553994511221296, 'n': 7, 'trace_an': -98}
  • id: 61123538
    {'hecke_orbit_code': 67553994511221296, 'n': 8, 'trace_an': 0}
  • id: 61123539
    {'hecke_orbit_code': 67553994511221296, 'n': 9, 'trace_an': 283}
  • id: 61123540
    {'hecke_orbit_code': 67553994511221296, 'n': 10, 'trace_an': 0}
  • id: 61123541
    {'hecke_orbit_code': 67553994511221296, 'n': 11, 'trace_an': -873}
  • id: 61123542
    {'hecke_orbit_code': 67553994511221296, 'n': 12, 'trace_an': 0}
  • id: 61123543
    {'hecke_orbit_code': 67553994511221296, 'n': 13, 'trace_an': -185}
  • id: 61123544
    {'hecke_orbit_code': 67553994511221296, 'n': 14, 'trace_an': 0}
  • id: 61123545
    {'hecke_orbit_code': 67553994511221296, 'n': 15, 'trace_an': -575}
  • id: 61123546
    {'hecke_orbit_code': 67553994511221296, 'n': 16, 'trace_an': 0}
  • id: 61123547
    {'hecke_orbit_code': 67553994511221296, 'n': 17, 'trace_an': -2019}
  • id: 61123548
    {'hecke_orbit_code': 67553994511221296, 'n': 18, 'trace_an': 0}
  • id: 61123549
    {'hecke_orbit_code': 67553994511221296, 'n': 19, 'trace_an': 614}
  • id: 61123550
    {'hecke_orbit_code': 67553994511221296, 'n': 20, 'trace_an': 0}
  • id: 61123551
    {'hecke_orbit_code': 67553994511221296, 'n': 21, 'trace_an': -1127}
  • id: 61123552
    {'hecke_orbit_code': 67553994511221296, 'n': 22, 'trace_an': 0}
  • id: 61123553
    {'hecke_orbit_code': 67553994511221296, 'n': 23, 'trace_an': 1350}
  • id: 61123554
    {'hecke_orbit_code': 67553994511221296, 'n': 24, 'trace_an': 0}
  • id: 61123555
    {'hecke_orbit_code': 67553994511221296, 'n': 25, 'trace_an': 1250}
  • id: 61123556
    {'hecke_orbit_code': 67553994511221296, 'n': 26, 'trace_an': 0}
  • id: 61123557
    {'hecke_orbit_code': 67553994511221296, 'n': 27, 'trace_an': 9269}
  • id: 61123558
    {'hecke_orbit_code': 67553994511221296, 'n': 28, 'trace_an': 0}
  • id: 61123559
    {'hecke_orbit_code': 67553994511221296, 'n': 29, 'trace_an': -999}
  • id: 61123560
    {'hecke_orbit_code': 67553994511221296, 'n': 30, 'trace_an': 0}
  • id: 61123561
    {'hecke_orbit_code': 67553994511221296, 'n': 31, 'trace_an': 9020}
  • id: 61123562
    {'hecke_orbit_code': 67553994511221296, 'n': 32, 'trace_an': 0}
  • id: 61123563
    {'hecke_orbit_code': 67553994511221296, 'n': 33, 'trace_an': -5499}
  • id: 61123564
    {'hecke_orbit_code': 67553994511221296, 'n': 34, 'trace_an': 0}
  • id: 61123565
    {'hecke_orbit_code': 67553994511221296, 'n': 35, 'trace_an': 2450}
  • id: 61123566
    {'hecke_orbit_code': 67553994511221296, 'n': 36, 'trace_an': 0}
  • id: 61123567
    {'hecke_orbit_code': 67553994511221296, 'n': 37, 'trace_an': -9032}
  • id: 61123568
    {'hecke_orbit_code': 67553994511221296, 'n': 38, 'trace_an': 0}
  • id: 61123569
    {'hecke_orbit_code': 67553994511221296, 'n': 39, 'trace_an': 8467}
  • id: 61123570
    {'hecke_orbit_code': 67553994511221296, 'n': 40, 'trace_an': 0}
  • id: 61123571
    {'hecke_orbit_code': 67553994511221296, 'n': 41, 'trace_an': -18330}
  • id: 61123572
    {'hecke_orbit_code': 67553994511221296, 'n': 42, 'trace_an': 0}
  • id: 61123573
    {'hecke_orbit_code': 67553994511221296, 'n': 43, 'trace_an': 3974}
  • id: 61123574
    {'hecke_orbit_code': 67553994511221296, 'n': 44, 'trace_an': 0}
  • id: 61123575
    {'hecke_orbit_code': 67553994511221296, 'n': 45, 'trace_an': -7075}
  • id: 61123576
    {'hecke_orbit_code': 67553994511221296, 'n': 46, 'trace_an': 0}
  • id: 61123577
    {'hecke_orbit_code': 67553994511221296, 'n': 47, 'trace_an': 21759}
  • id: 61123578
    {'hecke_orbit_code': 67553994511221296, 'n': 48, 'trace_an': 0}
  • id: 61123579
    {'hecke_orbit_code': 67553994511221296, 'n': 49, 'trace_an': 4802}
  • id: 61123580
    {'hecke_orbit_code': 67553994511221296, 'n': 50, 'trace_an': 0}
  • id: 61123581
    {'hecke_orbit_code': 67553994511221296, 'n': 51, 'trace_an': 8565}
  • id: 61123582
    {'hecke_orbit_code': 67553994511221296, 'n': 52, 'trace_an': 0}
  • id: 61123583
    {'hecke_orbit_code': 67553994511221296, 'n': 53, 'trace_an': 2154}
  • id: 61123584
    {'hecke_orbit_code': 67553994511221296, 'n': 54, 'trace_an': 0}
  • id: 61123585
    {'hecke_orbit_code': 67553994511221296, 'n': 55, 'trace_an': 21825}
  • id: 61123586
    {'hecke_orbit_code': 67553994511221296, 'n': 56, 'trace_an': 0}
  • id: 61123587
    {'hecke_orbit_code': 67553994511221296, 'n': 57, 'trace_an': 4034}
  • id: 61123588
    {'hecke_orbit_code': 67553994511221296, 'n': 58, 'trace_an': 0}
  • id: 61123589
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    {'hecke_orbit_code': 67553994511221296, 'n': 919, 'trace_an': -67415491}
  • id: 61123777
    {'hecke_orbit_code': 67553994511221296, 'n': 929, 'trace_an': -30093138}
  • id: 61123778
    {'hecke_orbit_code': 67553994511221296, 'n': 937, 'trace_an': 15056329}
  • id: 61123779
    {'hecke_orbit_code': 67553994511221296, 'n': 941, 'trace_an': 4964178}
  • id: 61123780
    {'hecke_orbit_code': 67553994511221296, 'n': 947, 'trace_an': 39311220}
  • id: 61123781
    {'hecke_orbit_code': 67553994511221296, 'n': 953, 'trace_an': 23231322}
  • id: 61123782
    {'hecke_orbit_code': 67553994511221296, 'n': 961, 'trace_an': -16505454}
  • id: 61123783
    {'hecke_orbit_code': 67553994511221296, 'n': 967, 'trace_an': 10246454}
  • id: 61123784
    {'hecke_orbit_code': 67553994511221296, 'n': 971, 'trace_an': 32277312}
  • id: 61123785
    {'hecke_orbit_code': 67553994511221296, 'n': 977, 'trace_an': 26337624}
  • id: 61123786
    {'hecke_orbit_code': 67553994511221296, 'n': 983, 'trace_an': -1445547}
  • id: 61123787
    {'hecke_orbit_code': 67553994511221296, 'n': 991, 'trace_an': 2402048}
  • id: 61123788
    {'hecke_orbit_code': 67553994511221296, 'n': 997, 'trace_an': -69504515}