Embedded newform data - 315.6.a.a.1.1

Formats: - HTML - YAML - JSON - 2026-02-08T11:04:01.202320

• 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': 11340, 'analytic_conductor': 50.5209032410889, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [5, 1], [7, -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': [315, 1, [281, 127, 136], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 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, [-8, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 100663611, 'hecke_ring_generator_nbound': 1, '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': '315.6.a.a', 'level': 315, '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': [3, 5, 7], 'level_radical': 105, 'minimal_twist': '35.6.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+8q^{2}+2^{5}q^{4}-5^{2}q^{5}+7^{2}q^{7}-200q^{10}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '315.6.a', 'trace_display': [8, 0, -25, 49], 'trace_hash': 654530172318192384, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.970', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.909', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.760', 'prec': 17}], 'trace_zratio': 0, 'traces': [1, 8, 0, 32, -25, 0, 49, 0, 0, -200, 453, 0, -969, 392, 0, -1024, -1637, 0, -1550, -800, 0, 3624, 1654, 0, 625, -7752, 0, 1568, 4985, 0, 1192, -8192, 0, -13096, -1225, 0, -11018, -12400, 0, 0, 1728, 0, -10814, 14496, 0, 13232, -26237, 0, 2401, 5000, 0, -31008, -25936, 0, -11325, 0, 0, 39880, 4580, 0, -12488, 9536, 0, -32768, 24225, 0, -15848, -52384, 0, -9800, -51792, 0, 4846, -88144, 0, -49600, 22197, 0, 62765, 25600, 0, 13824, 23644, 0, 40925, -86512, 0, 0, 147300, 0, -47481, 52928, 0, -209896, 38750, 0, -8343, 19208, 0, 20000, 11878, 0, -132439, 0, 0, -207488, -136842, 0, 109485, -90600, 0, -50176, 200934, 0, -41350, 159520, 0, 36640, -80213, 0, 44158, -99904, 0, 38144, -15625, 0, 330692, 0, 0, 193800, -43982, 0, -75950, -126784, 0, 0, 99748, 0, 258930, -39200, 0, -414336, -438957, 0, -124625, 38768, 0, -352576, 498430, 0, -245803, 0, 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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-0.237210848868071, -0.3235668719198594, -0.41673582660640873, -0.3593223112550505, -0.23635234746803485, -0.28446336908276354, -0.2845941588342596, -0.3543467577528587, -0.24152632905242252, -0.15429455941172152, -0.2198409185663786, -0.027048328804740663, -0.2571668749849845, -0.24077485425635517, -0.3554270656300981, -0.3480319796510947, -0.17725432676833197, -0.11737417817766056, -0.06816684025356153, -0.26785658490431946, -0.213550121224497, -0.15379110663811174, -0.06424827110749451, -0.32227101059264995, -0.2720948601916809, -0.20408245663293775, -0.21487712816020638, -0.19522176589138004, -0.28435982987081593, -0.3780233173095009, -0.2139241200976064, -0.2428505657262827, -0.28012418722709703, -0.4126038575231105, -0.2776434366899601, -0.13027984158245406, -0.36134198390521, -0.3400809014550462, -0.3645725037685112, -0.32138919011928535, -0.3671759292410701, -0.27225749447219505, -0.22334605073417324, -0.12781209274762814, -0.16411355483179885, -0.22316322144825673, 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• 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': [6, 4, 6, 4, 8, 7, 6, 9], 'ALdims_eis_new': [0, 0, 0, 0, 0, 0, 0, 0], 'ALdims_eis_old': [2, 2, 2, 2, 2, 2, 2, 2], 'ALdims_old': [20, 26, 26, 24, 21, 22, 23, 20], 'Nk2': 11340, 'analytic_conductor': 50.5209032410889, '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': [315, 1, [281, 127, 136], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 232, 'dim': 50, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 100663611, 'hecke_orbit_dims': [1, 2, 2, 2, 2, 2, 2, 2, 3, 4, 4, 4, 4, 4, 6, 6], 'label': '315.6.a', 'level': 315, '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': [3, 5, 7], 'level_radical': 105, 'mf_dim': 248, 'mf_new_dim': 50, 'num_forms': 16, 'plus_dim': 23, 'prim_orbit_index': 1, 'relative_dim': 50, 'sturm_bound': 288, 'trace_bound': 4, 'trace_display': [10, 0, 0, -98], 'traces': [50, 10, 0, 842, 0, 0, -98, -582, 0, -100, 974, 0, 404, -1078, 0, 14946, -2524, 0, -3864, 0, 0, -460, 7448, 0, 31250, 14436, 0, -1274, 2390, 0, 13404, -43254, 0, 12552, 4900, 0, 3168, 44692, 0, 3000, -47132, 0, -27068, 15864, 0, 101480, -16420, 0, 120050, 6250, 0, -16760, 88604, 0, -27800, -29106, 0, -102344, -55276, 0, 44160, 135744, 0, 365242, 55850, 0, -122660, 64396, 0, -9800, -172936, 0, -238424, 129876, 0, -84380, 54880, 0, 262926, 32000, 0, 321060, 314320, 0, -170150, -408000, 0, -382832, -20568, 0, -38318, 293760, 0, 819772, 146500, 0, 319524, 24010, 0, 526250, -397904, 0, 33556, 1243760, 0, -743676, -126692, 0, -308938, -2300, 0, -158466, 459616, 0, 378700, 1105772, 0, -1469012, 175714, 0, 1747472, -2272296, 0, 853512, 0, 0, -461996, -2060990, 0, 326400, -745052, 0, -66444, 1697952, 0, 2001884, 1019768, 0, -1110004, 196000, 0, -1079840, -2428724, 0, -213200, 1009540, 0, -1850196, -1296932, 0, 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38485872, 10799600, 0, -66705384, -45638104, 0, 4192100, -37809424, 0, -105072240, 20870156, 0, 16717920, -13647488, 0, 19758564, 4655000, 0, 66358300, 8217986, 0, -34553000, 3356696, 0, 37734820, -53949100, 0, -73309892, -29033496, 0, 2974728, -8044300, 0, -141071412, -39312468, 0, -5488000, -87744180, 0, 124967144, 14143014, 0, -96306896, -2402568, 0, -133663192, -31306800, 0, 33962740, 113661364, 0, -16106700, -204298, 0, -57825172, 10128480, 0, 2664032, -38033016, 0, -15867100, 52817200, 0, 91620936, 30569532, 0, 19531250, 16180064, 0, -5309912, 71606796, 0, 22835562, -52136672, 0, 35496700, -11788500, 0, 970004, 139610684, 0, 59228000, 16912676, 0, -45175852, -9182208, 0, 68565488, 9666872, 0, -67497916, 9022500, 0, -87104912, -55749484, 0, 1951400, -6813756, 0, -64168636, -1277538, 0, -20045432, -2585424, 0, -127446996, 7310800, 0, 47954816, -166553912, 0, -20859600, -38329584, 0, -409296, -29361196, 0, 183393326, -34876268, 0, -18946242, 39797800, 0, -80104560, 82226136, 0, 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-44337302, 0, 101259988, -7779044, 0, 41124120, -14022500, 0, 50615872, 6907660, 0, -17364200, 72077186, 0, 13667804, 190441840, 0, 84640052, -113343536, 0, -133313100, -2573300, 0, 164549768, -6060124, 0, -20689350, 305076944, 0, 83199044, -14144700, 0, 30090940, 213989336, 0, -56208624, -81065800, 0, -22742762, 86921100, 0, 7845000, -145279272, 0, -254474512, -60598104, 0, -223115616, 258828240, 0, -45815136, -54705400, 0, 185077684, 33564404, 0, 19189250, 220171852, 0, -31318056, -40769690, 0, -161503668, -88185684, 0, 102551520, 3062500, 0, -80340604, -108729360, 0, -26808600, -8950648, 0, -188573984, -23011784, 0, 203634120, -52272248, 0, 98142884, -27957800, 0, -15839840, -31057644, 0, 11613400, -120060682, 0, 395552584, 144814476, 0, -126174876, -204636272, 0, 154955964, -22993100, 0, 47015192, 82755844, 0, -47245800, -191403024, 0, 71795248, -81907380, 0, -303145208, -8537368, 0, -51644010, -98786200, 0, -179418472, 114066392, 0, 1980000, 138005296, 0, -14367684, 52763148, 0, -9277464, -94783924, 0, -2773024, 88227650, 0, 328694340, -10648680, 0, -43362800, 279319920, 0, -236446792, 249166380, 0, -130344248, 73771348, 0, 130071524, 27932500, 0, 134823892, 24124900, 0, 25058800, -202011888, 0, -132076864, -38249204, 0, 215349826, 135834648, 0, -278452340, 12881600, 0, -33816860, -359880550, 0, -91928900, 49413996, 0, -29730848, 30758480, 0, -279430272, 148080796, 0, -306093664, 0, 0, -270138764, -191837468, 0, 84908700, -69333180, 0, -84556824, -233725456, 0, 135811360, -310843920, 0, 61997936, 101148900, 0, -149686844, 58262428, 0, 1875000], '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: 386442
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663611, 'source_is_minimal': False, 'source_label': '315.6.a.a.1.1', 'source_level': 315, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 100663611, 'target_is_minimal': False, 'target_label': '315.6.a.a.1.1', 'target_level': 315, 'twist_class_label': '35.6.a.a.1.1', 'twist_class_level': 35, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
  • id: 386443
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663611, 'source_is_minimal': False, 'source_label': '315.6.a.a.1.1', 'source_level': 315, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 100663331, 'target_is_minimal': True, 'target_label': '35.6.a.a.1.1', 'target_level': 35, 'twist_class_label': '35.6.a.a.1.1', 'twist_class_level': 35, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 6}
  • id: 386444
    {'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663611, 'source_is_minimal': False, 'source_label': '315.6.a.a.1.1', 'source_level': 315, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007199355404848, 'target_is_minimal': False, 'target_label': '560.6.a.c.1.1', 'target_level': 560, 'twist_class_label': '35.6.a.a.1.1', 'twist_class_level': 35, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 6}
  • id: 386445
    {'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663611, 'source_is_minimal': False, 'source_label': '315.6.a.a.1.1', 'source_level': 315, 'target_conrey_index': 99, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503668447510703, 'target_is_minimal': False, 'target_label': '175.6.b.b.99.1', 'target_level': 175, 'twist_class_label': '35.6.a.a.1.1', 'twist_class_level': 35, 'twisting_char_label': '15.2', 'twisting_conrey_index': 2, 'weight': 6}
  • id: 386446
    {'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663611, 'source_is_minimal': False, 'source_label': '315.6.a.a.1.1', 'source_level': 315, 'target_conrey_index': 99, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 4503668447510703, 'target_is_minimal': False, 'target_label': '175.6.b.b.99.2', 'target_level': 175, 'twist_class_label': '35.6.a.a.1.1', 'twist_class_level': 35, 'twisting_char_label': '15.8', 'twisting_conrey_index': 8, 'weight': 6}
  • id: 386447
    {'conductor': 15, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663611, 'source_is_minimal': False, 'source_label': '315.6.a.a.1.1', 'source_level': 315, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 100663471, 'target_is_minimal': False, 'target_label': '175.6.a.a.1.1', 'target_level': 175, 'twist_class_label': '35.6.a.a.1.1', 'twist_class_level': 35, 'twisting_char_label': '15.14', 'twisting_conrey_index': 14, 'weight': 6}
  • id: 386448
    {'conductor': 21, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663611, 'source_is_minimal': False, 'source_label': '315.6.a.a.1.1', 'source_level': 315, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 100663541, 'target_is_minimal': False, 'target_label': '245.6.a.a.1.1', 'target_level': 245, 'twist_class_label': '35.6.a.a.1.1', 'twist_class_level': 35, 'twisting_char_label': '21.20', 'twisting_conrey_index': 20, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 694825
    {'charpoly_factorization': [[[-8, 1], 1]], 'hecke_orbit_code': 100663611, 'p': 2}
  • id: 694826
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 100663611, 'p': 3}
  • id: 694827
    {'charpoly_factorization': [[[25, 1], 1]], 'hecke_orbit_code': 100663611, 'p': 5}
  • id: 694828
    {'charpoly_factorization': [[[-49, 1], 1]], 'hecke_orbit_code': 100663611, 'p': 7}
  • id: 694829
    {'charpoly_factorization': [[[-453, 1], 1]], 'hecke_orbit_code': 100663611, 'p': 11}
  • id: 694830
    {'charpoly_factorization': [[[969, 1], 1]], 'hecke_orbit_code': 100663611, 'p': 13}
  • id: 694831
    {'charpoly_factorization': [[[1637, 1], 1]], 'hecke_orbit_code': 100663611, 'p': 17}
  • id: 694832
    {'charpoly_factorization': [[[1550, 1], 1]], 'hecke_orbit_code': 100663611, 'p': 19}
  • id: 694833
    {'charpoly_factorization': [[[-1654, 1], 1]], 'hecke_orbit_code': 100663611, 'p': 23}
  • id: 694834
    {'charpoly_factorization': [[[-4985, 1], 1]], 'hecke_orbit_code': 100663611, 'p': 29}
  • id: 694835
    {'charpoly_factorization': [[[-1192, 1], 1]], 'hecke_orbit_code': 100663611, 'p': 31}
  • id: 694836
    {'charpoly_factorization': [[[11018, 1], 1]], 'hecke_orbit_code': 100663611, 'p': 37}
  • id: 694837
    {'charpoly_factorization': [[[-1728, 1], 1]], 'hecke_orbit_code': 100663611, 'p': 41}
  • id: 694838
    {'charpoly_factorization': [[[10814, 1], 1]], 'hecke_orbit_code': 100663611, 'p': 43}
  • id: 694839
    {'charpoly_factorization': [[[26237, 1], 1]], 'hecke_orbit_code': 100663611, 'p': 47}
  • id: 694840
    {'charpoly_factorization': [[[25936, 1], 1]], 'hecke_orbit_code': 100663611, 'p': 53}
  • id: 694841
    {'charpoly_factorization': [[[-4580, 1], 1]], 'hecke_orbit_code': 100663611, 'p': 59}
  • id: 694842
    {'charpoly_factorization': [[[12488, 1], 1]], 'hecke_orbit_code': 100663611, 'p': 61}
  • id: 694843
    {'charpoly_factorization': [[[15848, 1], 1]], 'hecke_orbit_code': 100663611, 'p': 67}
  • id: 694844
    {'charpoly_factorization': [[[51792, 1], 1]], 'hecke_orbit_code': 100663611, 'p': 71}
  • id: 694845
    {'charpoly_factorization': [[[-4846, 1], 1]], 'hecke_orbit_code': 100663611, 'p': 73}
  • id: 694846
    {'charpoly_factorization': [[[-62765, 1], 1]], 'hecke_orbit_code': 100663611, 'p': 79}
  • id: 694847
    {'charpoly_factorization': [[[-23644, 1], 1]], 'hecke_orbit_code': 100663611, 'p': 83}
  • id: 694848
    {'charpoly_factorization': [[[-147300, 1], 1]], 'hecke_orbit_code': 100663611, 'p': 89}
  • id: 694849
    {'charpoly_factorization': [[[8343, 1], 1]], 'hecke_orbit_code': 100663611, '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': 1, 'label': '315.6.a.a', 'level': 315, 'portrait': 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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 3299562
    {'hecke_orbit_code': 100663611, 'n': 1, 'trace_an': 1}
  • id: 3299563
    {'hecke_orbit_code': 100663611, 'n': 2, 'trace_an': 8}
  • id: 3299564
    {'hecke_orbit_code': 100663611, 'n': 3, 'trace_an': 0}
  • id: 3299565
    {'hecke_orbit_code': 100663611, 'n': 4, 'trace_an': 32}
  • id: 3299566
    {'hecke_orbit_code': 100663611, 'n': 5, 'trace_an': -25}
  • id: 3299567
    {'hecke_orbit_code': 100663611, 'n': 6, 'trace_an': 0}
  • id: 3299568
    {'hecke_orbit_code': 100663611, 'n': 7, 'trace_an': 49}
  • id: 3299569
    {'hecke_orbit_code': 100663611, 'n': 8, 'trace_an': 0}
  • id: 3299570
    {'hecke_orbit_code': 100663611, 'n': 9, 'trace_an': 0}
  • id: 3299571
    {'hecke_orbit_code': 100663611, 'n': 10, 'trace_an': -200}
  • id: 3299572
    {'hecke_orbit_code': 100663611, 'n': 11, 'trace_an': 453}
  • id: 3299573
    {'hecke_orbit_code': 100663611, 'n': 12, 'trace_an': 0}
  • id: 3299574
    {'hecke_orbit_code': 100663611, 'n': 13, 'trace_an': -969}
  • id: 3299575
    {'hecke_orbit_code': 100663611, 'n': 14, 'trace_an': 392}
  • id: 3299576
    {'hecke_orbit_code': 100663611, 'n': 15, 'trace_an': 0}
  • id: 3299577
    {'hecke_orbit_code': 100663611, 'n': 16, 'trace_an': -1024}
  • id: 3299578
    {'hecke_orbit_code': 100663611, 'n': 17, 'trace_an': -1637}
  • id: 3299579
    {'hecke_orbit_code': 100663611, 'n': 18, 'trace_an': 0}
  • id: 3299580
    {'hecke_orbit_code': 100663611, 'n': 19, 'trace_an': -1550}
  • id: 3299581
    {'hecke_orbit_code': 100663611, 'n': 20, 'trace_an': -800}
  • id: 3299582
    {'hecke_orbit_code': 100663611, 'n': 21, 'trace_an': 0}
  • id: 3299583
    {'hecke_orbit_code': 100663611, 'n': 22, 'trace_an': 3624}
  • id: 3299584
    {'hecke_orbit_code': 100663611, 'n': 23, 'trace_an': 1654}
  • id: 3299585
    {'hecke_orbit_code': 100663611, 'n': 24, 'trace_an': 0}
  • id: 3299586
    {'hecke_orbit_code': 100663611, 'n': 25, 'trace_an': 625}
  • id: 3299587
    {'hecke_orbit_code': 100663611, 'n': 26, 'trace_an': -7752}
  • id: 3299588
    {'hecke_orbit_code': 100663611, 'n': 27, 'trace_an': 0}
  • id: 3299589
    {'hecke_orbit_code': 100663611, 'n': 28, 'trace_an': 1568}
  • id: 3299590
    {'hecke_orbit_code': 100663611, 'n': 29, 'trace_an': 4985}
  • id: 3299591
    {'hecke_orbit_code': 100663611, 'n': 30, 'trace_an': 0}
  • id: 3299592
    {'hecke_orbit_code': 100663611, 'n': 31, 'trace_an': 1192}
  • id: 3299593
    {'hecke_orbit_code': 100663611, 'n': 32, 'trace_an': -8192}
  • id: 3299594
    {'hecke_orbit_code': 100663611, 'n': 33, 'trace_an': 0}
  • id: 3299595
    {'hecke_orbit_code': 100663611, 'n': 34, 'trace_an': -13096}
  • id: 3299596
    {'hecke_orbit_code': 100663611, 'n': 35, 'trace_an': -1225}
  • id: 3299597
    {'hecke_orbit_code': 100663611, 'n': 36, 'trace_an': 0}
  • id: 3299598
    {'hecke_orbit_code': 100663611, 'n': 37, 'trace_an': -11018}
  • id: 3299599
    {'hecke_orbit_code': 100663611, 'n': 38, 'trace_an': -12400}
  • id: 3299600
    {'hecke_orbit_code': 100663611, 'n': 39, 'trace_an': 0}
  • id: 3299601
    {'hecke_orbit_code': 100663611, 'n': 40, 'trace_an': 0}
  • id: 3299602
    {'hecke_orbit_code': 100663611, 'n': 41, 'trace_an': 1728}
  • id: 3299603
    {'hecke_orbit_code': 100663611, 'n': 42, 'trace_an': 0}
  • id: 3299604
    {'hecke_orbit_code': 100663611, 'n': 43, 'trace_an': -10814}
  • id: 3299605
    {'hecke_orbit_code': 100663611, 'n': 44, 'trace_an': 14496}
  • id: 3299606
    {'hecke_orbit_code': 100663611, 'n': 45, 'trace_an': 0}
  • id: 3299607
    {'hecke_orbit_code': 100663611, 'n': 46, 'trace_an': 13232}
  • id: 3299608
    {'hecke_orbit_code': 100663611, 'n': 47, 'trace_an': -26237}
  • id: 3299609
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  • id: 3299610
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  • id: 3299611
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  • id: 3299612
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  • id: 3299613
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  • id: 3299614
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  • id: 3299615
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  • id: 3299616
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  • id: 3299617
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  • id: 3299618
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  • id: 3299619
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  • id: 3299620
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  • id: 3299621
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  • id: 3299622
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  • id: 3299623
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  • id: 3299624
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  • id: 3299625
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  • id: 3299626
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  • id: 3299627
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  • id: 3299628
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  • id: 3299631
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  • id: 3299633
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  • id: 3299636
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  • id: 3299637
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  • id: 3299638
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  • id: 3299639
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  • id: 3299640
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  • id: 3299641
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  • id: 3299642
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  • id: 3299644
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  • id: 3299646
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  • id: 3299647
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  • id: 3299648
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  • id: 3299650
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  • id: 3299653
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  • id: 3299656
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  • id: 3299659
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  • id: 3299660
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  • id: 3299662
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  • id: 3299663
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  • id: 3299664
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  • id: 3299667
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  • id: 3299672
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  • id: 3299673
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  • id: 3299678
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  • id: 3299680
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  • id: 3299681
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  • id: 3299682
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  • id: 3299683
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  • id: 3299685
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  • id: 3299688
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  • id: 3299689
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  • id: 3299692
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  • id: 3299693
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  • id: 3299694
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  • id: 3299695
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  • id: 3299696
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  • id: 3299698
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  • id: 3299699
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  • id: 3299700
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  • id: 3299701
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  • id: 3299702
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  • id: 3299705
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  • id: 3299709
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  • id: 3299710
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  • id: 3299711
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  • id: 3299712
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  • id: 3299713
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  • id: 3299714
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  • id: 3299715
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  • id: 3299716
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  • id: 3299717
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  • id: 3299718
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  • id: 3299719
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  • id: 3299720
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  • id: 3299721
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  • id: 3299722
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  • id: 3299723
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  • id: 3299724
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  • id: 3299725
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  • id: 3299726
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  • id: 3299727
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  • id: 3299728
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  • id: 3299729
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  • id: 3299730
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  • id: 3299731
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  • id: 3299732
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  • id: 3299733
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  • id: 3299734
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  • id: 3299735
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  • id: 3299736
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  • id: 3299737
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  • id: 3299738
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  • id: 3299739
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  • id: 3299740
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  • id: 3299741
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  • id: 3299742
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  • id: 3299743
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  • id: 3299744
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  • id: 3299745
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  • id: 3299746
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  • id: 3299747
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  • id: 3299748
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  • id: 3299749
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  • id: 3299750
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  • id: 3299751
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  • id: 3299753
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  • id: 3299754
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  • id: 3299756
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  • id: 3299757
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  • id: 3299760
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  • id: 3299761
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  • id: 3299762
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  • id: 3299764
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  • id: 3299765
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  • id: 3299766
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  • id: 3299767
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  • id: 3299768
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  • id: 3299771
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  • id: 3299772
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  • id: 3299773
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  • id: 3299811
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    {'hecke_orbit_code': 100663611, 'n': 971, 'trace_an': 26202748}
  • id: 3299816
    {'hecke_orbit_code': 100663611, 'n': 977, 'trace_an': 8011138}
  • id: 3299817
    {'hecke_orbit_code': 100663611, 'n': 983, 'trace_an': 46012609}
  • id: 3299818
    {'hecke_orbit_code': 100663611, 'n': 991, 'trace_an': -37582848}
  • id: 3299819
    {'hecke_orbit_code': 100663611, 'n': 997, 'trace_an': 22206617}