Embedded newform data - 400.6.a.r.1.1

Formats: - HTML - YAML - JSON - 2024-04-24T15:53:35.718783

• 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
  conrey_indexes	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_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_prime	boolean
  level_is_prime_power	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': 14400, 'analytic_conductor': 64.15352792519225, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [5, 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': [400, 1, [351, 101, 177], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 2, 'field_disc': 241, 'field_disc_factorization': [[241, 1]], 'field_poly': [-60, -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, [-225, 8, 1]]], 'hecke_orbit': 18, 'hecke_orbit_code': 76561193765962128, '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_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '400.6.a.r', 'level': 400, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2, 5], 'level_radical': 10, 'minimal_twist': '200.6.a.e', 'nf_label': '2.2.241.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(-4-\\beta )q^{3}+(4+2\\beta )q^{7}+(14+8\\beta )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': '400.6.a', 'trace_display': [0, -8, 0, 8], 'trace_hash': 144519834608765006, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.961', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.895', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '70.508', 'prec': 20}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.002', 'prec': 17}, 'traces': [2, 0, -8, 0, 0, 0, 8, 0, 28, 0, 200, 0, -592, 0, 0, 0, 278, 0, 840, 0, -996, 0, 1952, 0, 0, 0, -2024, 0, -4680, 0, 5008, 0, -10922, 0, 0, 0, 12500, 0, 27432, 0, -5334, 0, -224, 0, 0, 0, -26072, 0, -31654, 0, 6600, 0, -46812, 0, 0, 0, 25078, 0, 81776, 0, -46932, 0, 7824, 0, 0, 0, -68808, 0, -55044, 0, -7448, 0, -108822, 0, 0, 0, 21044, 0, 108104, 0, -93662, 0, -27224, 0, 0, 0, -52616, 0, 70990, 0, -52496, 0, -190660, 0, 0, 0, -96852, 0, 83776, 0, -151068, 0, -200552, 0, 0, 0, -114520, 0, 141428, 0, -283288, 0, -64254, 0, 0, 0, -208800, 0, -14312, 0, -89540, 0, -429816, 0, 0, 0, 109792, 0, 519528, 0, -267760, 0, -53516, 0, 0, 0, -296938, 0, -245416, 0, 104288, 0, -585544, 0, 0, 0, 118904, 0, 537768, 0, -245496, 0, -57804, 0, 0, 0, -245764, 0, 13728, 0, 102280, 0, -772552, 0, 0, 0, 333160, 0, 735974, 0, -215744, 0, -348192, 0, 0, 0, -527616, 0, -596056, 0, 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557748320, 0, 743132092, 0, -1116555936, 0, 322711218, 0, 0, 0, -986642860, 0, -192654864, 0], 'weight': 6, '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

  
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[1.6121756823340023, 0.0], [0.0, 0.0], [-0.3149399982210849, 0.0], [0.0, 0.0], [-1.7026156948754394, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.29146856626315615, 0.0], [0.0, 0.0], [-1.3652588999014474, 0.0], [0.0, 0.0], [0.4223115245200589, 0.0], [0.0, 0.0], [-1.777859102169453, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [1.5856423337971128, 0.0], [0.0, 0.0], [0.8928588799089442, 0.0], [0.0, 0.0]], 'angles': [None, -0.35770312643540475, None, -0.2284203635093461, -0.16095155301216374, -0.43017373707243484, -0.2573077779858048, -0.2751847271860071, -0.16809818574347835, -0.2507453999383999, -0.11561851766567868, -0.09518683263990008, -0.15710475413074093, -0.3719574554400413, -0.3208132981255049, -0.3217379658230721, -0.07695324040015367, -0.3141035072190398, -0.34010625784664344, -0.24697171484672215, -0.34950015219389985, -0.24064554086618997, -0.19026167171360905, -0.1127565343076035, -0.34839267523878625, -0.4568677535771696, -0.3113970243662862, -0.34852676174368974, -0.294652888752245, -0.16401627203368374, -0.278713567460578, -0.2987873862798963, -0.2808957989766164, -0.3102339442658669, -0.2300892192184118, -0.2313191289902172, -0.16991032561182454, -0.37307510036871483, -0.18944740565744925, -0.42579945012945597, -0.38282931566836353, -0.3567494435570031, -0.23726356298535675, -0.24591683592667213, -0.13823749012882897, -0.2604917238437611, -0.10776322362780048, -0.23486055797265595, -0.38167407001428827, -0.40228714310127395, -0.18833236493938216, -0.27445233872386054, -0.3129051145543812, -0.32124686423821225, -0.1711643603623841, -0.18186465506711072, -0.4049029794209198, -0.3267616203412229, -0.24339794187270017, -0.3150924386192847, -0.1926431522230142, -0.2707342114053873, -0.16893276783928046, -0.14108560453777877, -0.26674794157238996, -0.2968626087789603, -0.1244067572741668, -0.21908560462373441, -0.2770904319075738, -0.22963689015047356, -0.30702758876532676, -0.14955111751548425, -0.11670592442664399, -0.14872912901558005, 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-0.21613863483473383, -0.10430571924260845], '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': 8.262087348130011, 'hecke_orbit': 18, 'hecke_orbit_code': 76561193765962128, 'label': '400.6.a.r.1.1', 'level': 400, 'weight': 6}
• mf_newspaces •

  Column	Type
  AL_dims	jsonb
  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_prime	boolean
  level_is_prime_power	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

  
  {'AL_dims': [[[[2, 1], [5, 1]], 11, 7], [[[2, -1], [5, -1]], 11, 7], [[[2, 1], [5, -1]], 13, 4], [[[2, -1], [5, 1]], 11, 9]], 'ALdims': [11, 13, 11, 11], 'Nk2': 14400, 'analytic_conductor': 64.15352792519225, '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': [400, 1, [351, 101, 177], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 282, 'dim': 46, 'eis_dim': 36, 'eis_new_dim': 3, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 100663696, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 4, 4], 'label': '400.6.a', 'level': 400, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2, 5], 'level_radical': 10, 'mf_dim': 318, 'mf_new_dim': 49, 'num_forms': 27, 'plus_dim': 22, 'prim_orbit_index': 1, 'relative_dim': 46, 'sturm_bound': 360, 'trace_bound': 9, 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0, -155609336, 0, 850410800, 0, 0, 0, -817659620, 0, 5192512936, 0, -1974552508, 0, 1874195280, 0, 0, 0, 3188806270, 0, -708553176, 0, -5007954424, 0, -883892120, 0, 0, 0, -1143684800, 0, 645647188, 0, -1223950760, 0, -2147460120, 0, 0, 0, 159118940, 0, 2443641604, 0, 3165917852, 0, 183930120, 0, 0, 0, 49913180, 0, 185655688, 0, 695175404, 0, 2679821830, 0, 0, 0, -251405000, 0, 249171468, 0, 1223509352, 0, -1335768040, 0, 0, 0, 79454280, 0, -973828324, 0, -561226072, 0, -1610599040, 0, 0, 0, -4179140340, 0, -193246016, 0, 2721508612, 0, 251924680, 0, 0, 0, 100362260, 0, -5138492744, 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: 48140774
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 76561193765962128, 'source_is_minimal': False, 'source_label': '400.6.a.r.1.1', 'source_level': 400, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 76561193765962128, 'target_is_minimal': False, 'target_label': '400.6.a.r.1.1', 'target_level': 400, 'twist_class_label': '200.6.a.e.1.1', 'twist_class_level': 200, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
  • id: 48140775
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 76561193765962128, 'source_is_minimal': False, 'source_label': '400.6.a.r.1.1', 'source_level': 400, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 22517998237515976, 'target_is_minimal': True, 'target_label': '200.6.a.f.1.2', 'target_level': 200, 'twist_class_label': '200.6.a.e.1.1', 'twist_class_level': 200, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 6}
  • id: 48140776
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 76561193765962128, 'source_is_minimal': False, 'source_label': '400.6.a.r.1.1', 'source_level': 400, 'target_conrey_index': 49, 'target_dim': 4, 'target_embedding_index': 4, 'target_hecke_orbit_code': 63050532322804112, 'target_is_minimal': False, 'target_label': '400.6.c.o.49.4', 'target_level': 400, 'twist_class_label': '200.6.a.e.1.1', 'twist_class_level': 200, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 6}
  • id: 48140777
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 76561193765962128, 'source_is_minimal': False, 'source_label': '400.6.a.r.1.1', 'source_level': 400, 'target_conrey_index': 49, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 63050532322804112, 'target_is_minimal': False, 'target_label': '400.6.c.o.49.1', 'target_level': 400, 'twist_class_label': '200.6.a.e.1.1', 'twist_class_level': 200, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 6}
  • id: 48140778
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 76561193765962128, 'source_is_minimal': False, 'source_label': '400.6.a.r.1.1', 'source_level': 400, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 90071992648073616, 'target_is_minimal': False, 'target_label': '400.6.a.u.1.2', 'target_level': 400, 'twist_class_label': '200.6.a.e.1.1', 'twist_class_level': 200, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 6}
  • id: 48140779
    {'conductor': 20, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 76561193765962128, 'source_is_minimal': False, 'source_label': '400.6.a.r.1.1', 'source_level': 400, 'target_conrey_index': 49, 'target_dim': 4, 'target_embedding_index': 4, 'target_hecke_orbit_code': 22518135676469448, 'target_is_minimal': False, 'target_label': '200.6.c.f.49.4', 'target_level': 200, 'twist_class_label': '200.6.a.e.1.1', 'twist_class_level': 200, 'twisting_char_label': '20.3', 'twisting_conrey_index': 3, 'weight': 6}
  • id: 48140780
    {'conductor': 20, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 76561193765962128, 'source_is_minimal': False, 'source_label': '400.6.a.r.1.1', 'source_level': 400, 'target_conrey_index': 49, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22518135676469448, 'target_is_minimal': False, 'target_label': '200.6.c.f.49.1', 'target_level': 200, 'twist_class_label': '200.6.a.e.1.1', 'twist_class_level': 200, 'twisting_char_label': '20.7', 'twisting_conrey_index': 7, 'weight': 6}
  • id: 48140781
    {'conductor': 20, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 76561193765962128, 'source_is_minimal': False, 'source_label': '400.6.a.r.1.1', 'source_level': 400, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014398610145480, 'target_is_minimal': True, 'target_label': '200.6.a.e.1.1', 'target_level': 200, 'twist_class_label': '200.6.a.e.1.1', 'twist_class_level': 200, 'twisting_char_label': '20.19', 'twisting_conrey_index': 19, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 837250
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 76561193765962128, 'p': 2}
  • id: 837251
    {'charpoly_factorization': [[[-225, 8, 1], 1]], 'hecke_orbit_code': 76561193765962128, 'p': 3}
  • id: 837252
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 76561193765962128, 'p': 5}
  • id: 837253
    {'charpoly_factorization': [[[-948, -8, 1], 1]], 'hecke_orbit_code': 76561193765962128, 'p': 7}
  • id: 837254
    {'charpoly_factorization': [[[-96281, -200, 1], 1]], 'hecke_orbit_code': 76561193765962128, 'p': 11}
  • id: 837255
    {'charpoly_factorization': [[[-564048, 592, 1], 1]], 'hecke_orbit_code': 76561193765962128, 'p': 13}
  • id: 837256
    {'charpoly_factorization': [[[-42375, -278, 1], 1]], 'hecke_orbit_code': 76561193765962128, 'p': 17}
  • id: 837257
    {'charpoly_factorization': [[[-662521, -840, 1], 1]], 'hecke_orbit_code': 76561193765962128, 'p': 19}
  • id: 837258
    {'charpoly_factorization': [[[-1361988, -1952, 1], 1]], 'hecke_orbit_code': 76561193765962128, 'p': 23}
  • id: 837259
    {'charpoly_factorization': [[[196736, 4680, 1], 1]], 'hecke_orbit_code': 76561193765962128, 'p': 29}
  • id: 837260
    {'charpoly_factorization': [[[-23931140, -5008, 1], 1]], 'hecke_orbit_code': 76561193765962128, 'p': 31}
  • id: 837261
    {'charpoly_factorization': [[[-17393196, -12500, 1], 1]], 'hecke_orbit_code': 76561193765962128, 'p': 37}
  • id: 837262
    {'charpoly_factorization': [[[-204026247, 5334, 1], 1]], 'hecke_orbit_code': 76561193765962128, 'p': 41}
  • id: 837263
    {'charpoly_factorization': [[[-279011472, 224, 1], 1]], 'hecke_orbit_code': 76561193765962128, 'p': 43}
  • id: 837264
    {'charpoly_factorization': [[[13036, 1], 2]], 'hecke_orbit_code': 76561193765962128, 'p': 47}
  • id: 837265
    {'charpoly_factorization': [[[516607236, 46812, 1], 1]], 'hecke_orbit_code': 76561193765962128, 'p': 53}
  • id: 837266
    {'charpoly_factorization': [[[1630122048, -81776, 1], 1]], 'hecke_orbit_code': 76561193765962128, 'p': 59}
  • id: 837267
    {'charpoly_factorization': [[[550186580, 46932, 1], 1]], 'hecke_orbit_code': 76561193765962128, 'p': 61}
  • id: 837268
    {'charpoly_factorization': [[[1158491927, 68808, 1], 1]], 'hecke_orbit_code': 76561193765962128, 'p': 67}
  • id: 837269
    {'charpoly_factorization': [[[-14650800, 7448, 1], 1]], 'hecke_orbit_code': 76561193765962128, 'p': 71}
  • id: 837270
    {'charpoly_factorization': [[[2959307577, 108822, 1], 1]], 'hecke_orbit_code': 76561193765962128, 'p': 73}
  • id: 837271
    {'charpoly_factorization': [[[662040300, -108104, 1], 1]], 'hecke_orbit_code': 76561193765962128, 'p': 79}
  • id: 837272
    {'charpoly_factorization': [[[-3370254177, 27224, 1], 1]], 'hecke_orbit_code': 76561193765962128, 'p': 83}
  • id: 837273
    {'charpoly_factorization': [[[-4823083791, -70990, 1], 1]], 'hecke_orbit_code': 76561193765962128, 'p': 89}
  • id: 837274
    {'charpoly_factorization': [[[-1134962524, 96852, 1], 1]], 'hecke_orbit_code': 76561193765962128, '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': 18, 'label': '400.6.a.r', 'level': 400, 'portrait': 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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 243272000
    {'hecke_orbit_code': 76561193765962128, 'n': 1, 'trace_an': 2}
  • id: 243272001
    {'hecke_orbit_code': 76561193765962128, 'n': 2, 'trace_an': 0}
  • id: 243272002
    {'hecke_orbit_code': 76561193765962128, 'n': 3, 'trace_an': -8}
  • id: 243272003
    {'hecke_orbit_code': 76561193765962128, 'n': 4, 'trace_an': 0}
  • id: 243272004
    {'hecke_orbit_code': 76561193765962128, 'n': 5, 'trace_an': 0}
  • id: 243272005
    {'hecke_orbit_code': 76561193765962128, 'n': 6, 'trace_an': 0}
  • id: 243272006
    {'hecke_orbit_code': 76561193765962128, 'n': 7, 'trace_an': 8}
  • id: 243272007
    {'hecke_orbit_code': 76561193765962128, 'n': 8, 'trace_an': 0}
  • id: 243272008
    {'hecke_orbit_code': 76561193765962128, 'n': 9, 'trace_an': 28}
  • id: 243272009
    {'hecke_orbit_code': 76561193765962128, 'n': 10, 'trace_an': 0}
  • id: 243272010
    {'hecke_orbit_code': 76561193765962128, 'n': 11, 'trace_an': 200}
  • id: 243272011
    {'hecke_orbit_code': 76561193765962128, 'n': 12, 'trace_an': 0}
  • id: 243272012
    {'hecke_orbit_code': 76561193765962128, 'n': 13, 'trace_an': -592}
  • id: 243272013
    {'hecke_orbit_code': 76561193765962128, 'n': 14, 'trace_an': 0}
  • id: 243272014
    {'hecke_orbit_code': 76561193765962128, 'n': 15, 'trace_an': 0}
  • id: 243272015
    {'hecke_orbit_code': 76561193765962128, 'n': 16, 'trace_an': 0}
  • id: 243272016
    {'hecke_orbit_code': 76561193765962128, 'n': 17, 'trace_an': 278}
  • id: 243272017
    {'hecke_orbit_code': 76561193765962128, 'n': 18, 'trace_an': 0}
  • id: 243272018
    {'hecke_orbit_code': 76561193765962128, 'n': 19, 'trace_an': 840}
  • id: 243272019
    {'hecke_orbit_code': 76561193765962128, 'n': 20, 'trace_an': 0}
  • id: 243272020
    {'hecke_orbit_code': 76561193765962128, 'n': 21, 'trace_an': -996}
  • id: 243272021
    {'hecke_orbit_code': 76561193765962128, 'n': 22, 'trace_an': 0}
  • id: 243272022
    {'hecke_orbit_code': 76561193765962128, 'n': 23, 'trace_an': 1952}
  • id: 243272023
    {'hecke_orbit_code': 76561193765962128, 'n': 24, 'trace_an': 0}
  • id: 243272024
    {'hecke_orbit_code': 76561193765962128, 'n': 25, 'trace_an': 0}
  • id: 243272025
    {'hecke_orbit_code': 76561193765962128, 'n': 26, 'trace_an': 0}
  • id: 243272026
    {'hecke_orbit_code': 76561193765962128, 'n': 27, 'trace_an': -2024}
  • id: 243272027
    {'hecke_orbit_code': 76561193765962128, 'n': 28, 'trace_an': 0}
  • id: 243272028
    {'hecke_orbit_code': 76561193765962128, 'n': 29, 'trace_an': -4680}
  • id: 243272029
    {'hecke_orbit_code': 76561193765962128, 'n': 30, 'trace_an': 0}
  • id: 243272030
    {'hecke_orbit_code': 76561193765962128, 'n': 31, 'trace_an': 5008}
  • id: 243272031
    {'hecke_orbit_code': 76561193765962128, 'n': 32, 'trace_an': 0}
  • id: 243272032
    {'hecke_orbit_code': 76561193765962128, 'n': 33, 'trace_an': -10922}
  • id: 243272033
    {'hecke_orbit_code': 76561193765962128, 'n': 34, 'trace_an': 0}
  • id: 243272034
    {'hecke_orbit_code': 76561193765962128, 'n': 35, 'trace_an': 0}
  • id: 243272035
    {'hecke_orbit_code': 76561193765962128, 'n': 36, 'trace_an': 0}
  • id: 243272036
    {'hecke_orbit_code': 76561193765962128, 'n': 37, 'trace_an': 12500}
  • id: 243272037
    {'hecke_orbit_code': 76561193765962128, 'n': 38, 'trace_an': 0}
  • id: 243272038
    {'hecke_orbit_code': 76561193765962128, 'n': 39, 'trace_an': 27432}
  • id: 243272039
    {'hecke_orbit_code': 76561193765962128, 'n': 40, 'trace_an': 0}
  • id: 243272040
    {'hecke_orbit_code': 76561193765962128, 'n': 41, 'trace_an': -5334}
  • id: 243272041
    {'hecke_orbit_code': 76561193765962128, 'n': 42, 'trace_an': 0}
  • id: 243272042
    {'hecke_orbit_code': 76561193765962128, 'n': 43, 'trace_an': -224}
  • id: 243272043
    {'hecke_orbit_code': 76561193765962128, 'n': 44, 'trace_an': 0}
  • id: 243272044
    {'hecke_orbit_code': 76561193765962128, 'n': 45, 'trace_an': 0}
  • id: 243272045
    {'hecke_orbit_code': 76561193765962128, 'n': 46, 'trace_an': 0}
  • id: 243272046
    {'hecke_orbit_code': 76561193765962128, 'n': 47, 'trace_an': -26072}
  • id: 243272047
    {'hecke_orbit_code': 76561193765962128, 'n': 48, 'trace_an': 0}
  • id: 243272048
    {'hecke_orbit_code': 76561193765962128, 'n': 49, 'trace_an': -31654}
  • id: 243272049
    {'hecke_orbit_code': 76561193765962128, 'n': 50, 'trace_an': 0}
  • id: 243272050
    {'hecke_orbit_code': 76561193765962128, 'n': 51, 'trace_an': 6600}
  • id: 243272051
    {'hecke_orbit_code': 76561193765962128, 'n': 52, 'trace_an': 0}
  • id: 243272052
    {'hecke_orbit_code': 76561193765962128, 'n': 53, 'trace_an': -46812}
  • id: 243272053
    {'hecke_orbit_code': 76561193765962128, 'n': 54, 'trace_an': 0}
  • id: 243272054
    {'hecke_orbit_code': 76561193765962128, 'n': 55, 'trace_an': 0}
  • id: 243272055
    {'hecke_orbit_code': 76561193765962128, 'n': 56, 'trace_an': 0}
  • id: 243272056
    {'hecke_orbit_code': 76561193765962128, 'n': 57, 'trace_an': 25078}
  • id: 243272057
    {'hecke_orbit_code': 76561193765962128, 'n': 58, 'trace_an': 0}
  • id: 243272058
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