Embedded newform data - 10.9.c.b.3.1

Formats: - HTML - YAML - JSON - 2026-04-30T22:51:20.652624

• 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': 810, 'analytic_conductor': 4.073786100611272, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 5, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 4, 'char_parity': -1, 'char_values': [10, 4, [7], [3]], 'cm_discs': [], 'conrey_index': 3, 'dim': 4, 'field_disc': 5779216, 'field_disc_factorization': [[2, 4], [601, 2]], 'field_poly': [22500, 0, 301, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [[3, [43401744, 566568, 3698, -86, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503737217318922, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 50, 'hecke_ring_index_factorization': [[2, 1], [5, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 5, 3, -1, 4, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '10.9.c.b', 'level': 10, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 5], 'level_radical': 10, 'minimal_twist': '10.9.c.b', 'nf_label': '4.0.5779216.2', 'prim_orbit_index': 3, 'qexp_display': 'q+(8+8\\beta _{1})q^{2}+(22-21\\beta _{1}+\\beta _{3})q^{3}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '8.2.3.c4', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '10.9.c', 'trace_display': [32, 86, -870, 5726], 'trace_hash': 68712077756390847, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.904', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '53.648', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1074.537', 'prec': 27}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.246', 'prec': 17}, 'traces': [4, 32, 86, 0, -870, 1376, 5726, -4096, 0, -4640, -14732, 11008, 45576, 0, -115090, -65536, 3616, 60032, 0, 37120, 877268, -117856, -456794, 0, -913600, 729216, -889240, -732928, 0, 421920, 4672348, -524288, -4553788, 0, 2956030, 960512, -5554884, -3932480, 0, 1187840, 10738708, 7018144, 4913286, 0, -12173390, -7308704, -5448474, -1409024, 0, -1827200, -1827812, 5833728, 20290316, 0, -9506940, -11726848, -2593360, -4236800, 0, 21482240, -43572012, 37378784, 37877126, 0, 15450660, -72860608, 9518486, -462848, 0, 52077760, 20406908, 7684096, -11608364, 0, -21302450, -62919680, -110066908, -60769056, 0, 14254080, 96218224, 85909664, 64264686, 0, -12424120, 78612576, 8501600, 15085568, 0, -79432480, -70189812, -58469632, 16706132, 0, -82819000, -22544384, 34113396, -52691072, 0, 87705600, 393534128, 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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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-0.3683295332188126, -0.3815370401130318, -0.22344600692146732, -0.48375125738589797, -0.09771695461328216, -0.4786867593498067, -0.1392551757752453, -0.14399174625867728, -0.300545300063469, 0.0057036513729709585, -0.3896354756828653, -0.3724822529477822, -0.4321073989022116, -0.1909542422798446, -0.020224680283958966, 0.045098908049940246, -0.11550456043480495, -0.41854917592028523, -0.3551412356180092, -0.22271009804642763, -0.0956863992194944, -0.4646410722529653, 0.01741053514934883, -0.16744975345010407, -0.28582967297948, -0.34798361922908183, -0.4065135171013829, 0.07801513661390472, 0.02782288961236704, -0.31680332330149297, -0.37424957460421215, -0.1553957904185403, -0.2902847989780678, -0.13761254550993915, -0.4309633063720513, -0.09687341404670395, -0.10482116206999857, -0.24991976652780495, 0.26679285116120216, -0.4860615609084902, -0.3155389022642598, 0.002390836319147702, -0.44196646470192075, 0.05470873891221341, -0.09750410642385082, 0.08026885202542465, 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-0.4211664161803985, -0.4489282031207376, -0.10417862878062067, -0.3072359705085122, 0.007473600579150522, -0.02612948491666909, -0.2806361073972418, -0.23908568319314985, 0.018584414018974132, 0.26804249894567306, -0.2421100061708208, -0.4270746581246506, 0.002725156333099881, -0.427320436443854, -0.2969426164733117, -0.3573994637475068, -0.4729896098851603, 0.06247390638625219, -0.3555814948413897, -0.16184746646657475, 0.27114458024761656, -0.15608604315952854, -0.3567257561870059, -0.366494448402006], 'char_orbit_index': 3, 'conrey_index': 3, 'dual_conrey_index': 7, 'dual_embedding_index': 1, 'dual_embedding_m': 3, 'embedding_index': 1, 'embedding_m': 1, 'embedding_root_imag': -11.757650672131263, 'embedding_root_real': 0.0, 'hecke_orbit': 2, 'hecke_orbit_code': 4503737217318922, 'label': '10.9.c.b.3.1', 'level': 10, 'weight': 9}
• mf_newspaces •

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

  
  {'Nk2': 810, 'analytic_conductor': 4.073786100611272, 'char_conductor': 5, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 4, 'char_parity': -1, 'char_values': [10, 4, [7], [3]], 'conrey_index': 3, 'cusp_dim': 20, 'dim': 8, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 137589948426, 'hecke_orbit_dims': [4, 4], 'label': '10.9.c', 'level': 10, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 5], 'level_radical': 10, 'mf_dim': 28, 'mf_new_dim': 8, 'num_forms': 2, 'prim_orbit_index': 3, 'relative_dim': 4, 'sturm_bound': 13, 'trace_bound': 2, 'trace_display': [0, 140, -780, 4540], 'traces': [8, 0, 140, 0, -780, 512, 4540, 0, 0, -6400, -34584, 17920, 119280, 0, -252580, -131072, 202560, 158720, 0, 53760, 110696, 40960, 174540, 0, -368000, -450048, -704560, 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122136599040, 0, 450507783680, -889595405808, -215461396480, 296227221800, 0, -339876242000, 127587574784, -296253134280, -532184890880, 0, 1291714560, 827169785576, -314632970240, -878661229140, 0, 95832077400, -631099975680, -5220330240, -197588090880, 0, 286113198080, 8389454376, 7518489600, -477117620920, 0, 714158557200, 101685002240, -234228150040, 416590318080, 0, 299263654400, 1218233563176, -648267018240, -74046809040, 0, 245896296840, 903431749632, -258122176680, 373059153920, 0, -397809523200, -782257161600, -297268019200, -1408287812760, 0, -654931028760, -333268654080, 422459384640, -147829775360, 0, 242447482880, -1222399008664, -154146201600, 1321533127880, 0, 965188800000, 964743230976, 2010493097340, -154908426240, 0, -371705733120, 727479134136, 267341030400, -581006560360, 0, 365903662300, 285246226432, -557401767480, 108696965120, 0, -949473730560, -1978795356480, -670091998720, 206349095100, 0, 649470885000, -234489850368, -210236408460, 72668441600, 0, 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352530951680, -4080367358824, -917797601280, -3148405741240, 0, -2614856445600, 1614517859328, -1655184784720, -1166800258560, 0, -1027502080000], 'weight': 9, '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: 34819692
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 3, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503737217318922, 'source_is_minimal': True, 'source_label': '10.9.c.b.3.1', 'source_level': 10, 'target_conrey_index': 3, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503737217318922, 'target_is_minimal': True, 'target_label': '10.9.c.b.3.1', 'target_level': 10, 'twist_class_label': '10.9.c.b.3.1', 'twist_class_level': 10, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 9}
  • id: 34819693
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 3, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503737217318922, 'source_is_minimal': True, 'source_label': '10.9.c.b.3.1', 'source_level': 10, 'target_conrey_index': 73, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 412467855450, 'target_is_minimal': False, 'target_label': '90.9.g.a.73.2', 'target_level': 90, 'twist_class_label': '10.9.c.b.3.1', 'twist_class_level': 10, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 9}
  • id: 34819694
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 3, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503737217318922, 'source_is_minimal': True, 'source_label': '10.9.c.b.3.1', 'source_level': 10, 'target_conrey_index': 33, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 1030943146064, 'target_is_minimal': False, 'target_label': '80.9.p.a.33.2', 'target_level': 80, 'twist_class_label': '10.9.c.b.3.1', 'twist_class_level': 10, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 9}
  • id: 34819695
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 3, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503737217318922, 'source_is_minimal': True, 'source_label': '10.9.c.b.3.1', 'source_level': 10, 'target_conrey_index': 7, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503737217318922, 'target_is_minimal': True, 'target_label': '10.9.c.b.7.1', 'target_level': 10, 'twist_class_label': '10.9.c.b.3.1', 'twist_class_level': 10, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 9}
  • id: 34819696
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 3, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503737217318922, 'source_is_minimal': True, 'source_label': '10.9.c.b.3.1', 'source_level': 10, 'target_conrey_index': 7, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 4503737217318962, 'target_is_minimal': False, 'target_label': '50.9.c.b.7.2', 'target_level': 50, 'twist_class_label': '10.9.c.b.3.1', 'twist_class_level': 10, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 9}
  • id: 34819697
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 3, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503737217318922, 'source_is_minimal': True, 'source_label': '10.9.c.b.3.1', 'source_level': 10, 'target_conrey_index': 43, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 4503737217318962, 'target_is_minimal': False, 'target_label': '50.9.c.b.43.2', 'target_level': 50, 'twist_class_label': '10.9.c.b.3.1', 'twist_class_level': 10, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 9}
  • id: 34819698
    {'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 3, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503737217318922, 'source_is_minimal': True, 'source_label': '10.9.c.b.3.1', 'source_level': 10, 'target_conrey_index': 37, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 412467855450, 'target_is_minimal': False, 'target_label': '90.9.g.a.37.2', 'target_level': 90, 'twist_class_label': '10.9.c.b.3.1', 'twist_class_level': 10, 'twisting_char_label': '15.2', 'twisting_conrey_index': 2, 'weight': 9}
  • id: 34819699
    {'conductor': 20, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 3, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503737217318922, 'source_is_minimal': True, 'source_label': '10.9.c.b.3.1', 'source_level': 10, 'target_conrey_index': 17, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 1030943146064, 'target_is_minimal': False, 'target_label': '80.9.p.a.17.2', 'target_level': 80, 'twist_class_label': '10.9.c.b.3.1', 'twist_class_level': 10, 'twisting_char_label': '20.7', 'twisting_conrey_index': 7, 'weight': 9}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 43900
    {'charpoly_factorization': [[[128, -16, 1], 2]], 'hecke_orbit_code': 4503737217318922, 'p': 2}
  • id: 43901
    {'charpoly_factorization': [[[43401744, 566568, 3698, -86, 1], 1]], 'hecke_orbit_code': 4503737217318922, 'p': 3}
  • id: 43902
    {'charpoly_factorization': [[[152587890625, 339843750, 835250, 870, 1], 1]], 'hecke_orbit_code': 4503737217318922, 'p': 5}
  • id: 43903
    {'charpoly_factorization': [[[616809178384, -4497040072, 16393538, -5726, 1], 1]], 'hecke_orbit_code': 4503737217318922, 'p': 7}
  • id: 43904
    {'charpoly_factorization': [[[-285147536, 7366, 1], 2]], 'hecke_orbit_code': 4503737217318922, 'p': 11}
  • id: 43905
    {'charpoly_factorization': [[[250047580263666084, 22790168414928, 1038585888, -45576, 1], 1]], 'hecke_orbit_code': 4503737217318922, 'p': 13}
  • id: 43906
    {'charpoly_factorization': [[[966589219240324, 112421505088, 6537728, -3616, 1], 1]], 'hecke_orbit_code': 4503737217318922, 'p': 17}
  • id: 43907
    {'charpoly_factorization': [[[149316082494016000000, 0, 35968816400, 0, 1], 1]], 'hecke_orbit_code': 4503737217318922, 'p': 19}
  • id: 43908
    {'charpoly_factorization': [[[247844374861525264, -227410191576152, 104330379218, 456794, 1], 1]], 'hecke_orbit_code': 4503737217318922, 'p': 23}
  • id: 43909
    {'charpoly_factorization': [[[302456953951068160000, 0, 35336460800, 0, 1], 1]], 'hecke_orbit_code': 4503737217318922, 'p': 29}
  • id: 43910
    {'charpoly_factorization': [[[1247722520344, -2336174, 1], 2]], 'hecke_orbit_code': 4503737217318922, 'p': 31}
  • id: 43911
    {'charpoly_factorization': [[[14150142647499223728972324, 20895626806168394088, 15428368126728, 5554884, 1], 1]], 'hecke_orbit_code': 4503737217318922, 'p': 37}
  • id: 43912
    {'charpoly_factorization': [[[6327500249104, -5369354, 1], 2]], 'hecke_orbit_code': 4503737217318922, 'p': 41}
  • id: 43913
    {'charpoly_factorization': [[[12183887093617696437446544, 17150033702740360968, 12070189658898, -4913286, 1], 1]], 'hecke_orbit_code': 4503737217318922, 'p': 43}
  • id: 43914
    {'charpoly_factorization': [[[1319308174513157101804679184, -197901009459599230872, 14842934464338, 5448474, 1], 1]], 'hecke_orbit_code': 4503737217318922, 'p': 47}
  • id: 43915
    {'charpoly_factorization': [[[1043115052232455730557089124, -655322254875660251512, 205848461689928, -20290316, 1], 1]], 'hecke_orbit_code': 4503737217318922, 'p': 53}
  • id: 43916
    {'charpoly_factorization': [[[60173083638653384799439360000, 0, 490723144701200, 0, 1], 1]], 'hecke_orbit_code': 4503737217318922, 'p': 59}
  • id: 43917
    {'charpoly_factorization': [[[48503902803984, 21786006, 1], 2]], 'hecke_orbit_code': 4503737217318922, 'p': 61}
  • id: 43918
    {'charpoly_factorization': [[[87354477933380506453801705744, 2813263824817647329768, 45300787866098, -9518486, 1], 1]], 'hecke_orbit_code': 4503737217318922, 'p': 67}
  • id: 43919
    {'charpoly_factorization': [[[-151499857447496, -10203454, 1], 2]], 'hecke_orbit_code': 4503737217318922, 'p': 71}
  • id: 43920
    {'charpoly_factorization': [[[2227897553955712225196020760644, -17326810515829645446632, 67377057378248, 11608364, 1], 1]], 'hecke_orbit_code': 4503737217318922, 'p': 73}
  • id: 43921
    {'charpoly_factorization': [[[1046706845115546670729789440000, 0, 2680905674880000, 0, 1], 1]], 'hecke_orbit_code': 4503737217318922, 'p': 79}
  • id: 43922
    {'charpoly_factorization': [[[50692400343595595346773328144, -14469176619305282468232, 2064974933339298, -64264686, 1], 1]], 'hecke_orbit_code': 4503737217318922, 'p': 83}
  • id: 43923
    {'charpoly_factorization': [[[23683115389930572400841359360000, 0, 10047742009068800, 0, 1], 1]], 'hecke_orbit_code': 4503737217318922, 'p': 89}
  • id: 43924
    {'charpoly_factorization': [[[2113643869390799484833566404, -1568342324660968660392, 581861893326408, -34113396, 1], 1]], 'hecke_orbit_code': 4503737217318922, 'p': 97}
• mf_newform_portraits •

  Column	Type
  char_orbit_index	smallint
  hecke_orbit	integer
  label	text
  level	integer
  portrait	text
  weight	smallint

  
  {'char_orbit_index': 3, 'hecke_orbit': 2, 'label': '10.9.c.b', 'level': 10, 'portrait': 'data:image/png;base64,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', 'weight': 9}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 21276205
    {'hecke_orbit_code': 4503737217318922, 'n': 1, 'trace_an': 4}
  • id: 21276206
    {'hecke_orbit_code': 4503737217318922, 'n': 2, 'trace_an': 32}
  • id: 21276207
    {'hecke_orbit_code': 4503737217318922, 'n': 3, 'trace_an': 86}
  • id: 21276208
    {'hecke_orbit_code': 4503737217318922, 'n': 4, 'trace_an': 0}
  • id: 21276209
    {'hecke_orbit_code': 4503737217318922, 'n': 5, 'trace_an': -870}
  • id: 21276210
    {'hecke_orbit_code': 4503737217318922, 'n': 6, 'trace_an': 1376}
  • id: 21276211
    {'hecke_orbit_code': 4503737217318922, 'n': 7, 'trace_an': 5726}
  • id: 21276212
    {'hecke_orbit_code': 4503737217318922, 'n': 8, 'trace_an': -4096}
  • id: 21276213
    {'hecke_orbit_code': 4503737217318922, 'n': 9, 'trace_an': 0}
  • id: 21276214
    {'hecke_orbit_code': 4503737217318922, 'n': 10, 'trace_an': -4640}
  • id: 21276215
    {'hecke_orbit_code': 4503737217318922, 'n': 11, 'trace_an': -14732}
  • id: 21276216
    {'hecke_orbit_code': 4503737217318922, 'n': 12, 'trace_an': 11008}
  • id: 21276217
    {'hecke_orbit_code': 4503737217318922, 'n': 13, 'trace_an': 45576}
  • id: 21276218
    {'hecke_orbit_code': 4503737217318922, 'n': 14, 'trace_an': 0}
  • id: 21276219
    {'hecke_orbit_code': 4503737217318922, 'n': 15, 'trace_an': -115090}
  • id: 21276220
    {'hecke_orbit_code': 4503737217318922, 'n': 16, 'trace_an': -65536}
  • id: 21276221
    {'hecke_orbit_code': 4503737217318922, 'n': 17, 'trace_an': 3616}
  • id: 21276222
    {'hecke_orbit_code': 4503737217318922, 'n': 18, 'trace_an': 60032}
  • id: 21276223
    {'hecke_orbit_code': 4503737217318922, 'n': 19, 'trace_an': 0}
  • id: 21276224
    {'hecke_orbit_code': 4503737217318922, 'n': 20, 'trace_an': 37120}
  • id: 21276225
    {'hecke_orbit_code': 4503737217318922, 'n': 21, 'trace_an': 877268}
  • id: 21276226
    {'hecke_orbit_code': 4503737217318922, 'n': 22, 'trace_an': -117856}
  • id: 21276227
    {'hecke_orbit_code': 4503737217318922, 'n': 23, 'trace_an': -456794}
  • id: 21276228
    {'hecke_orbit_code': 4503737217318922, 'n': 24, 'trace_an': 0}
  • id: 21276229
    {'hecke_orbit_code': 4503737217318922, 'n': 25, 'trace_an': -913600}
  • id: 21276230
    {'hecke_orbit_code': 4503737217318922, 'n': 26, 'trace_an': 729216}
  • id: 21276231
    {'hecke_orbit_code': 4503737217318922, 'n': 27, 'trace_an': -889240}
  • id: 21276232
    {'hecke_orbit_code': 4503737217318922, 'n': 28, 'trace_an': -732928}
  • id: 21276233
    {'hecke_orbit_code': 4503737217318922, 'n': 29, 'trace_an': 0}
  • id: 21276234
    {'hecke_orbit_code': 4503737217318922, 'n': 30, 'trace_an': 421920}
  • id: 21276235
    {'hecke_orbit_code': 4503737217318922, 'n': 31, 'trace_an': 4672348}
  • id: 21276236
    {'hecke_orbit_code': 4503737217318922, 'n': 32, 'trace_an': -524288}
  • id: 21276237
    {'hecke_orbit_code': 4503737217318922, 'n': 33, 'trace_an': -4553788}
  • id: 21276238
    {'hecke_orbit_code': 4503737217318922, 'n': 34, 'trace_an': 0}
  • id: 21276239
    {'hecke_orbit_code': 4503737217318922, 'n': 35, 'trace_an': 2956030}
  • id: 21276240
    {'hecke_orbit_code': 4503737217318922, 'n': 36, 'trace_an': 960512}
  • id: 21276241
    {'hecke_orbit_code': 4503737217318922, 'n': 37, 'trace_an': -5554884}
  • id: 21276242
    {'hecke_orbit_code': 4503737217318922, 'n': 38, 'trace_an': -3932480}
  • id: 21276243
    {'hecke_orbit_code': 4503737217318922, 'n': 39, 'trace_an': 0}
  • id: 21276244
    {'hecke_orbit_code': 4503737217318922, 'n': 40, 'trace_an': 1187840}
  • id: 21276245
    {'hecke_orbit_code': 4503737217318922, 'n': 41, 'trace_an': 10738708}
  • id: 21276246
    {'hecke_orbit_code': 4503737217318922, 'n': 42, 'trace_an': 7018144}
  • id: 21276247
    {'hecke_orbit_code': 4503737217318922, 'n': 43, 'trace_an': 4913286}
  • id: 21276248
    {'hecke_orbit_code': 4503737217318922, 'n': 44, 'trace_an': 0}
  • id: 21276249
    {'hecke_orbit_code': 4503737217318922, 'n': 45, 'trace_an': -12173390}
  • id: 21276250
    {'hecke_orbit_code': 4503737217318922, 'n': 46, 'trace_an': -7308704}
  • id: 21276251
    {'hecke_orbit_code': 4503737217318922, 'n': 47, 'trace_an': -5448474}
  • id: 21276252
    {'hecke_orbit_code': 4503737217318922, 'n': 48, 'trace_an': -1409024}
  • id: 21276253
    {'hecke_orbit_code': 4503737217318922, 'n': 49, 'trace_an': 0}
  • id: 21276254
    {'hecke_orbit_code': 4503737217318922, 'n': 50, 'trace_an': -1827200}
  • id: 21276255
    {'hecke_orbit_code': 4503737217318922, 'n': 51, 'trace_an': -1827812}
  • id: 21276256
    {'hecke_orbit_code': 4503737217318922, 'n': 52, 'trace_an': 5833728}
  • id: 21276257
    {'hecke_orbit_code': 4503737217318922, 'n': 53, 'trace_an': 20290316}
  • id: 21276258
    {'hecke_orbit_code': 4503737217318922, 'n': 54, 'trace_an': 0}
  • id: 21276259
    {'hecke_orbit_code': 4503737217318922, 'n': 55, 'trace_an': -9506940}
  • id: 21276260
    {'hecke_orbit_code': 4503737217318922, 'n': 56, 'trace_an': -11726848}
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  • id: 21276448
    {'hecke_orbit_code': 4503737217318922, 'n': 907, 'trace_an': 2676727673686}
  • id: 21276449
    {'hecke_orbit_code': 4503737217318922, 'n': 911, 'trace_an': -462066751972}
  • id: 21276450
    {'hecke_orbit_code': 4503737217318922, 'n': 919, 'trace_an': 0}
  • id: 21276451
    {'hecke_orbit_code': 4503737217318922, 'n': 929, 'trace_an': 0}
  • id: 21276452
    {'hecke_orbit_code': 4503737217318922, 'n': 937, 'trace_an': 522535204096}
  • id: 21276453
    {'hecke_orbit_code': 4503737217318922, 'n': 941, 'trace_an': -3870114838632}
  • id: 21276454
    {'hecke_orbit_code': 4503737217318922, 'n': 947, 'trace_an': -2482571974954}
  • id: 21276455
    {'hecke_orbit_code': 4503737217318922, 'n': 953, 'trace_an': 1258080543696}
  • id: 21276456
    {'hecke_orbit_code': 4503737217318922, 'n': 961, 'trace_an': 2512963685412}
  • id: 21276457
    {'hecke_orbit_code': 4503737217318922, 'n': 967, 'trace_an': 991901089846}
  • id: 21276458
    {'hecke_orbit_code': 4503737217318922, 'n': 971, 'trace_an': 1785808882148}
  • id: 21276459
    {'hecke_orbit_code': 4503737217318922, 'n': 977, 'trace_an': 357400557876}
  • id: 21276460
    {'hecke_orbit_code': 4503737217318922, 'n': 983, 'trace_an': -1311564930274}
  • id: 21276461
    {'hecke_orbit_code': 4503737217318922, 'n': 991, 'trace_an': 899263768588}
  • id: 21276462
    {'hecke_orbit_code': 4503737217318922, 'n': 997, 'trace_an': -1065159979544}