Embedded newform data - 75.18.b.e.49.6

Formats: - HTML - YAML - JSON - 2026-06-24T06:46:46.591633

• 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': 24300, 'analytic_conductor': 137.41656550841975, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 5, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [75, 2, [26, 52], [2, 1]], 'cm_discs': [], 'conrey_index': 49, 'dim': 6, 'field_disc': -2813665202795326421901818944, 'field_disc_factorization': [[-1, 1], [2, 6], [61, 2], [108696707149, 2]], 'field_poly': [15375182054400, 0, 33276143056, 0, 364793, 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': [[2, [347547429605376, 0, 35373491344, 0, 386129, 0, 1]]], 'hecke_orbit': 5, 'hecke_orbit_code': 18014467530948683, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 3600, 'hecke_ring_index_factorization': [[2, 4], [3, 2], [5, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 5, 2, 1, 2, 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': False, 'label': '75.18.b.e', 'level': 75, '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], 'level_radical': 15, 'minimal_twist': '15.18.a.c', 'prim_orbit_index': 2, 'qexp_display': 'q+(\\beta _{1}+84\\beta _{3})q^{2}+3^{8}\\beta _{3}q^{3}+(2408+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 6, 'rm_discs': [], 'sato_tate_group': '17.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '75.18.b', 'trace_display': [0, 0, 0, 0], 'trace_hash': 672974053203598849, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.143', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5.250', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.235', 'prec': 17}, {'__RealLiteral__': 0, 'data': '139.811', 'prec': 24}, {'__RealLiteral__': 0, 'data': '123.270', 'prec': 24}, {'__RealLiteral__': 0, 'data': '5218.403', 'prec': 27}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.508', 'prec': 17}, 'traces': [6, 0, 0, 14174, 0, -3319866, 0, 0, -258280326, 0, 1887127360, 0, 0, -3694967976, 0, -43887742718, 0, 0, 156244985992, 0, -56850855048, 0, 0, 212425667586, 0, 5331480861772, 0, 0, -11550537176156, 0, 11130926298208, 0, 0, -43987108720612, 0, -610144223454, 0, 0, -55860526554300, 0, 334922914576508, 0, 0, -216237355136384, 0, -389063211759552, 0, 0, -137940665027894, 0, 40194910362708, 0, 0, 142909345459386, 0, -2202986365674360, 0, 0, -931203894392512, 0, -4635619353020956, 0, 0, 1326983159085438, 0, 2410726615076736, 0, 0, -3074592254042736, 0, 12931216967981312, 0, 0, -20946687257609036, 0, -336922991545608, 0, 0, -17481017881317760, 0, 11118121133111046, 0, 0, -50706088359713784, 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

  
  {'an_normalized': [[1.0, 0.0], [0.0, 1.3821957427683225], [0.0, 0.5773502691896257], [-0.9104650713268744, 0.0], [0.0, 0.0], [-0.7980110841600456, 0.0], [0.0, -0.5838571516194504], [0.0, 0.12375479724105966], [-0.3333333333333333, 0.0], [0.0, 0.0], [0.6311073103177922, 0.0], [0.0, -0.5256572540183228], [0.0, -1.325117605444908], [0.8070048693532433, 0.0], [0.0, 0.0], [-1.081518425220624, 0.0], [0.0, 0.02074024117083686], [0.0, -0.46073191425610743], [0.590222398404485, 0.0], [0.0, 0.0], [0.33709008365577786, 0.0], [0.0, 0.8723138375512189], [0.0, 0.1926006531541838], [-0.07144986550063334, 0.0], [0.0, 0.0], [1.8315719129133055, 0.0], [0.0, -0.19245008972987526], [0.0, 0.5315815431939086], [-0.6757995227532726, 0.0], [0.0, 0.0], [1.1100473181990318, 0.0], [0.0, -1.3711153658243869], [0.0, 0.364369975499518], [-0.028667073050318993, 0.0], [0.0, 0.0], [0.3034883571089581, 0.0], [0.0, 0.7613129766653516], [0.0, 0.8158028863611878], [0.76505700621153, 0.0], [0.0, 0.0], [0.19145707516029217, 0.0], [0.0, 0.46592447855843383], [0.0, 1.9069107157817446], [-0.5746011623034005, 0.0], [0.0, 0.0], [-0.26621180284411106, 0.0], [0.0, -1.4899741745243518], [0.0, -0.6244149539346674], [0.659110826502822, 0.0], [0.0, 0.0], [-0.01197438382304042, 0.0], [0.0, 1.2064732951578954], [0.0, 1.510667561014233], [0.2660036947200152, 0.0], [0.0, 0.0], [0.07225512341640772, 0.0], [0.0, 0.340765060600576], [0.0, -0.9340872233144374], [-0.8721513202936217, 0.0], [0.0, 0.0], [-1.229032468900237, 0.0], [0.0, 1.5343026774860948], [0.0, 0.19461905053981682], [0.8136313962660746, 0.0], [0.0, 0.0], [-0.5036306289280317, 0.0], [0.0, 0.7417285393085515], [0.0, -0.01888326515694256], [-0.11119803894466575, 0.0], [0.0, 0.0], [0.17333523117492544, 0.0], [0.0, -0.04125159908035322], [0.0, 1.676572020659307], [-1.0522835552611283, 0.0], [0.0, 0.0], [-0.5373768780620582, 0.0], [0.0, -0.3684765165683588], [0.0, 1.0574585369606548], [-1.1780693398838258, 0.0], [0.0, 0.0], [0.1111111111111111, 0.0], [0.0, 0.26463115420943056], [0.0, 0.790442001937325], [-0.3069087470592398, 0.0], [0.0, 0.0], [-2.6357238731928216, 0.0], [0.0, -0.3901730363798226], [0.0, 0.07810255722572888], [1.0869895353068613, 0.0], [0.0, 0.0], [-0.7736793906758509, 0.0], [0.0, -0.17535616741162652], [0.0, 0.6408861179754332], [2.0594359608623045, 0.0], [0.0, 0.0], [0.791613825548742, 0.0], [0.0, 1.0179125172346992], [0.0, 0.911020178404711], [-0.21036910343926407, 0.0], [0.0, 0.0]], 'angles': [0.12143632736254073, None, None, -0.4528515211781551, -0.19890488700572712, -0.38473523657027664, 0.0016504855345673745, -0.2023216514436006, 0.015350461701552453, -0.3048582437173569, -0.15635459895355477, 0.06215098050184584, -0.2347409637358313, 0.20125062576133573, -0.36622780601574756, 0.13626262034662404, -0.32181599881137823, -0.35532438174776015, 0.06046924695259067, -0.23618909404812302, 0.1582210185521424, -0.3502459314958176, 0.06466599454664047, -0.1585503854877798, 0.08498425453645389, -0.25590251071375325, 0.09385516701386809, -0.45306298921254384, -0.2140382570603426, 0.05234208016085443, 0.007546838590469103, -0.18806229183127474, -0.37077156982031984, -0.3080292193383085, -0.08472795944841523, -0.12942946297999994, -0.3477002903360959, 0.11731578831311533, -0.3809206039935361, -0.48050777022068625, -0.35130076434907553, -0.33683441964027705, -0.42350491587874467, -0.4996889898192192, 0.19538161721695624, -0.2188562503230355, -0.26069306838855183, 0.01908994665380314, 0.16554956790231262, -0.08749583983677323, -0.37515310005843455, -0.34737878087022694, -0.14432246537767146, -0.19132263899733992, -0.49401508231124125, -0.35448013668552414, -0.3107932598580784, -0.1958025504822995, 0.12371067438847824, -0.28909874466636337, 0.09816134813442809, 0.06267993335106285, 0.08853593093170903, -0.2029861945962631, 0.15847809686511535, 0.07213900108019745, -0.3505071828071427, 0.028432338081701237, -0.49326981315422275, -0.32451909113813876, 0.1738822843144588, -0.40037065750450246, 0.04060019191160474, -0.4913299438877021, -0.1588080402922356, 0.061262743396482196, -0.25609376510239024, 0.08914983035277224, -0.2948729007437581, -0.34432463282281567, -0.20029000570355365, -0.38614398014119455, -0.39174219461480947, -0.46129515517677866, -0.2887909759584555, 0.10204819582547504, -0.217996588457983, -0.4248669987606068, -0.19458829935455213, 0.015240638804084604, -0.4686025459897029, -0.15879042817535724, 0.11236698101436936, -0.2895685417980103, -0.3196903308633185, -0.3767580528199701, -0.330449725234848, -0.20890358132363238, -0.3274934405250514, -0.23001827663281035], 'char_orbit_index': 2, 'conrey_index': 49, 'dual_conrey_index': 49, 'dual_embedding_index': 1, 'dual_embedding_m': 1, 'embedding_index': 6, 'embedding_m': 6, 'embedding_root_imag': 416.4083111109927, 'embedding_root_real': 0.0, 'hecke_orbit': 5, 'hecke_orbit_code': 18014467530948683, 'label': '75.18.b.e.49.6', 'level': 75, 'weight': 18}
• 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': 24300, 'analytic_conductor': 137.41656550841975, 'char_conductor': 5, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [75, 2, [26, 52], [2, 1]], 'conrey_index': 49, 'cusp_dim': 164, 'dim': 52, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 69021466699, 'hecke_orbit_dims': [2, 4, 4, 6, 6, 8, 10, 12], 'label': '75.18.b', 'level': 75, '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], 'level_radical': 15, 'mf_dim': 176, 'mf_new_dim': 52, 'num_forms': 8, 'prim_orbit_index': 2, 'relative_dim': 52, 'sturm_bound': 180, 'trace_bound': 4, 'trace_display': [0, 0, 0, 0], 'traces': [52, 0, 0, -3648556, 0, 1600884, 0, 0, -2238429492, 0, -1334042212, 0, 0, -52886269524, 0, 185795789620, 0, 0, 63473515666, 0, 216718608618, 0, 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-40585729947079436532188136, 0, -57198382996431650192944416, 0, 0, 63288278130521516841428202, 0, -182232103637817891162972488, 0, 0, -145476166325676638291426584, 0, 183147447511610468960609880, 0, 0, 230108700165391996262935004, 0, -56427785363191271084557020, 0, 0, -30721635188616974354044272, 0, 80990985576416666110898896, 0, 0, -265693613267438033700950364, 0, -150776957484801789538290678, 0, 0, 337965440892280281755921992, 0, -156091670783182019427678504, 0, 0, 100250361368681598307659348, 0, 185773259070328979794092492, 0, 0, 31677635278678744137592148, 0, -224909885152675126807989256, 0, 0, -135508311353818040674335984, 0, -11765804050684273665286566, 0, 0, 86511642842537933694165720, 0, -185553896268424196400787616, 0, 0, 204031700657106478231179084, 0, -32801037757960351902669286, 0, 0, -206259958991374888998338208, 0, -20011764795416005374404640, 0, 0, -20782248610885410919581648, 0], 'weight': 18, '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: 44190618
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 49, 'source_dim': 6, 'source_embedding_index': 6, 'source_hecke_orbit_code': 18014467530948683, 'source_is_minimal': False, 'source_label': '75.18.b.e.49.6', 'source_level': 75, 'target_conrey_index': 49, 'target_dim': 6, 'target_embedding_index': 6, 'target_hecke_orbit_code': 18014467530948683, 'target_is_minimal': False, 'target_label': '75.18.b.e.49.6', 'target_level': 75, 'twist_class_label': '15.18.a.c.1.1', 'twist_class_level': 15, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 18}
  • id: 44190619
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 49, 'source_dim': 6, 'source_embedding_index': 6, 'source_hecke_orbit_code': 18014467530948683, 'source_is_minimal': False, 'source_label': '75.18.b.e.49.6', 'source_level': 75, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007199556730895, 'target_is_minimal': True, 'target_label': '15.18.a.c.1.1', 'target_level': 15, 'twist_class_label': '15.18.a.c.1.1', 'twist_class_level': 15, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 18}
  • id: 44190620
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 49, 'source_dim': 6, 'source_embedding_index': 6, 'source_hecke_orbit_code': 18014467530948683, 'source_is_minimal': False, 'source_label': '75.18.b.e.49.6', 'source_level': 75, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 3, 'target_hecke_orbit_code': 13510799184101451, 'target_is_minimal': False, 'target_label': '75.18.a.d.1.3', 'target_level': 75, 'twist_class_label': '15.18.a.c.1.1', 'twist_class_level': 15, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 18}
  • id: 44190621
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 49, 'source_dim': 6, 'source_embedding_index': 6, 'source_hecke_orbit_code': 18014467530948683, 'source_is_minimal': False, 'source_label': '75.18.b.e.49.6', 'source_level': 75, 'target_conrey_index': 49, 'target_dim': 6, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014467530948683, 'target_is_minimal': False, 'target_label': '75.18.b.e.49.1', 'target_level': 75, 'twist_class_label': '15.18.a.c.1.1', 'twist_class_level': 15, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 18}
  • id: 44190622
    {'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 49, 'source_dim': 6, 'source_embedding_index': 6, 'source_hecke_orbit_code': 18014467530948683, 'source_is_minimal': False, 'source_label': '75.18.b.e.49.6', 'source_level': 75, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 3, 'target_hecke_orbit_code': 13510799184101421, 'target_is_minimal': False, 'target_label': '45.18.a.d.1.3', 'target_level': 45, 'twist_class_label': '15.18.a.c.1.1', 'twist_class_level': 15, 'twisting_char_label': '15.2', 'twisting_conrey_index': 2, 'weight': 18}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 238075
    {'charpoly_factorization': [[[347547429605376, 0, 35373491344, 0, 386129, 0, 1], 1]], 'hecke_orbit_code': 18014467530948683, 'p': 2}
  • id: 238076
    {'charpoly_factorization': [[[43046721, 0, 1], 3]], 'hecke_orbit_code': 18014467530948683, 'p': 3}
  • id: 238077
    {'charpoly_factorization': [[[0, 1], 6]], 'hecke_orbit_code': 18014467530948683, 'p': 5}
  • id: 238078
    {'charpoly_factorization': [[[5203713385264269224311649430921722364825600, 0, 120143985937439634577117299456, 0, 766861874475568, 0, 1], 1]], 'hecke_orbit_code': 18014467530948683, 'p': 7}
  • id: 238079
    {'charpoly_factorization': [[[229546402713308722720014336, -289554112775155712, -943563680, 1], 2]], 'hecke_orbit_code': 18014467530948683, 'p': 11}
  • id: 238080
    {'charpoly_factorization': [[[3993452042002394668702869974483828594291053870857343633984, 0, 780345275678835255160032109881049318704, 0, 49254902005075687596, 0, 1], 1]], 'hecke_orbit_code': 18014467530948683, 'p': 13}
  • id: 238081
    {'charpoly_factorization': [[[1634261598438121356158070318425225913924198455508746648837184, 0, 4594168929962741814330328686606324916226608, 0, 4299837871022991408332, 0, 1], 1]], 'hecke_orbit_code': 18014467530948683, 'p': 17}
  • id: 238082
    {'charpoly_factorization': [[[15011010500079569709119180225600, 1160770091324800958960, -78122492996, 1], 2]], 'hecke_orbit_code': 18014467530948683, 'p': 19}
  • id: 238083
    {'charpoly_factorization': [[[109678040535844880707304028889981870791274787633005625866184137113600, 0, 22614261405018825533779631805101353745124950016, 0, 321032399685292430793792, 0, 1], 1]], 'hecke_orbit_code': 18014467530948683, 'p': 23}
  • id: 238084
    {'charpoly_factorization': [[[4583865935517129706370682234433065000, 9717604190152797397841260, 5775268588078, 1], 2]], 'hecke_orbit_code': 18014467530948683, 'p': 29}
  • id: 238085
    {'charpoly_factorization': [[[58016346799311129605698307313903974400, -9455392616280047663080896, -5565463149104, 1], 2]], 'hecke_orbit_code': 18014467530948683, 'p': 31}
  • id: 238086
    {'charpoly_factorization': [[[70054409718986138869959246072650520587964831346906388521188974569842086608513600, 0, 602530744755349597620596893817374659820614196630050096, 0, 1541149828834153095446483628, 0, 1], 1]], 'hecke_orbit_code': 18014467530948683, 'p': 37}
  • id: 238087
    {'charpoly_factorization': [[[-60777569628229679539281756085288142035560, 7752262759292862779366464684, -167461457288254, 1], 2]], 'hecke_orbit_code': 18014467530948683, 'p': 41}
  • id: 238088
    {'charpoly_factorization': [[[5511241329609547715497578153875258234469813921622673588148664440395805624593439133696, 0, 944666103504573456574488669020068888494746399002132071168, 0, 53506566672371714697982348848, 0, 1], 1]], 'hecke_orbit_code': 18014467530948683, 'p': 43}
  • id: 238089
    {'charpoly_factorization': [[[17646640457021500911208479301818925109043449109833530645124196270928398607203554033664, 0, 4141577419811405742430347626972337571490749930701597442048, 0, 124124358855565555549509326912, 0, 1], 1]], 'hecke_orbit_code': 18014467530948683, 'p': 47}
  • id: 238090
    {'charpoly_factorization': [[[21992229821440859672573125468937341111334692275916855090926698526806636196755349824846400, 0, 423552615207022368718101553575596830654563711211708924526896, 0, 1272193216750780280735063833772, 0, 1], 1]], 'hecke_orbit_code': 18014467530948683, 'p': 53}
  • id: 238091
    {'charpoly_factorization': [[[-76493242295979955309495870103524158652416000, -587321219714583214398786744320, 465601947196256, 1], 2]], 'hecke_orbit_code': 18014467530948683, 'p': 59}
  • id: 238092
    {'charpoly_factorization': [[[39075879080316939383436853521587249014432168, 900120686082932314939455486956, 2317809676510478, 1], 2]], 'hecke_orbit_code': 18014467530948683, 'p': 61}
  • id: 238093
    {'charpoly_factorization': [[[63080912426482217437715748558056435128755139981136617595009725376824573784993811228786561024, 0, 64952668222848685842603303080156327584060294386694610347868928, 0, 15056955023071721744870988250672, 0, 1], 1]], 'hecke_orbit_code': 18014467530948683, 'p': 67}
  • id: 238094
    {'charpoly_factorization': [[[-7129585014242705755665252236799693597922295808, 12767824606574840477513588211712, -6465608483990656, 1], 2]], 'hecke_orbit_code': 18014467530948683, 'p': 71}
  • id: 238095
    {'charpoly_factorization': [[[5612769717496833601628256592593329192174057773026590518809555540194112003488394497154552462400, 0, 7305245973683743870499744578781035654173196244126100370402917936, 0, 187878923494820813754465718257612, 0, 1], 1]], 'hecke_orbit_code': 18014467530948683, 'p': 73}
  • id: 238096
    {'charpoly_factorization': [[[7706404351100559083815235585863650191928192000, -113016836305262759887024882449600, 8740508940658880, 1], 2]], 'hecke_orbit_code': 18014467530948683, 'p': 79}
  • id: 238097
    {'charpoly_factorization': [[[42478265499836259379043605993481115222162930448557117971360164081243803383524236546133613770543104, 0, 499753536935176069427691094938661231617110321344463912936036070144, 0, 1548975356615957391677471044138416, 0, 1], 1]], 'hecke_orbit_code': 18014467530948683, 'p': 83}
  • id: 238098
    {'charpoly_factorization': [[[77658766253822934708675444370784220215635747499400, -2858304241977114844679081509206900, -17217755358726426, 1], 2]], 'hecke_orbit_code': 18014467530948683, 'p': 89}
  • id: 238099
    {'charpoly_factorization': [[[171003941805523070417406044738211496115718502116840319936016988750251585826330428781472932635804344384, 0, 94331919434466371078123935935460080288287882219214332333293509365808, 0, 16966766031038736422991508035217932, 0, 1], 1]], 'hecke_orbit_code': 18014467530948683, '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': 2, 'hecke_orbit': 5, 'label': '75.18.b.e', 'level': 75, 'portrait': 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', 'weight': 18}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 40539001
    {'hecke_orbit_code': 18014467530948683, 'n': 1, 'trace_an': 6}
  • id: 40539002
    {'hecke_orbit_code': 18014467530948683, 'n': 2, 'trace_an': 0}
  • id: 40539003
    {'hecke_orbit_code': 18014467530948683, 'n': 3, 'trace_an': 0}
  • id: 40539004
    {'hecke_orbit_code': 18014467530948683, 'n': 4, 'trace_an': 14174}
  • id: 40539005
    {'hecke_orbit_code': 18014467530948683, 'n': 5, 'trace_an': 0}
  • id: 40539006
    {'hecke_orbit_code': 18014467530948683, 'n': 6, 'trace_an': -3319866}
  • id: 40539007
    {'hecke_orbit_code': 18014467530948683, 'n': 7, 'trace_an': 0}
  • id: 40539008
    {'hecke_orbit_code': 18014467530948683, 'n': 8, 'trace_an': 0}
  • id: 40539009
    {'hecke_orbit_code': 18014467530948683, 'n': 9, 'trace_an': -258280326}
  • id: 40539010
    {'hecke_orbit_code': 18014467530948683, 'n': 10, 'trace_an': 0}
  • id: 40539011
    {'hecke_orbit_code': 18014467530948683, 'n': 11, 'trace_an': 1887127360}
  • id: 40539012
    {'hecke_orbit_code': 18014467530948683, 'n': 12, 'trace_an': 0}
  • id: 40539013
    {'hecke_orbit_code': 18014467530948683, 'n': 13, 'trace_an': 0}
  • id: 40539014
    {'hecke_orbit_code': 18014467530948683, 'n': 14, 'trace_an': -3694967976}
  • id: 40539015
    {'hecke_orbit_code': 18014467530948683, 'n': 15, 'trace_an': 0}
  • id: 40539016
    {'hecke_orbit_code': 18014467530948683, 'n': 16, 'trace_an': -43887742718}
  • id: 40539017
    {'hecke_orbit_code': 18014467530948683, 'n': 17, 'trace_an': 0}
  • id: 40539018
    {'hecke_orbit_code': 18014467530948683, 'n': 18, 'trace_an': 0}
  • id: 40539019
    {'hecke_orbit_code': 18014467530948683, 'n': 19, 'trace_an': 156244985992}
  • id: 40539020
    {'hecke_orbit_code': 18014467530948683, 'n': 20, 'trace_an': 0}
  • id: 40539021
    {'hecke_orbit_code': 18014467530948683, 'n': 21, 'trace_an': -56850855048}
  • id: 40539022
    {'hecke_orbit_code': 18014467530948683, 'n': 22, 'trace_an': 0}
  • id: 40539023
    {'hecke_orbit_code': 18014467530948683, 'n': 23, 'trace_an': 0}
  • id: 40539024
    {'hecke_orbit_code': 18014467530948683, 'n': 24, 'trace_an': 212425667586}
  • id: 40539025
    {'hecke_orbit_code': 18014467530948683, 'n': 25, 'trace_an': 0}
  • id: 40539026
    {'hecke_orbit_code': 18014467530948683, 'n': 26, 'trace_an': 5331480861772}
  • id: 40539027
    {'hecke_orbit_code': 18014467530948683, 'n': 27, 'trace_an': 0}
  • id: 40539028
    {'hecke_orbit_code': 18014467530948683, 'n': 28, 'trace_an': 0}
  • id: 40539029
    {'hecke_orbit_code': 18014467530948683, 'n': 29, 'trace_an': -11550537176156}
  • id: 40539030
    {'hecke_orbit_code': 18014467530948683, 'n': 30, 'trace_an': 0}
  • id: 40539031
    {'hecke_orbit_code': 18014467530948683, 'n': 31, 'trace_an': 11130926298208}
  • id: 40539032
    {'hecke_orbit_code': 18014467530948683, 'n': 32, 'trace_an': 0}
  • id: 40539033
    {'hecke_orbit_code': 18014467530948683, 'n': 33, 'trace_an': 0}
  • id: 40539034
    {'hecke_orbit_code': 18014467530948683, 'n': 34, 'trace_an': -43987108720612}
  • id: 40539035
    {'hecke_orbit_code': 18014467530948683, 'n': 35, 'trace_an': 0}
  • id: 40539036
    {'hecke_orbit_code': 18014467530948683, 'n': 36, 'trace_an': -610144223454}
  • id: 40539037
    {'hecke_orbit_code': 18014467530948683, 'n': 37, 'trace_an': 0}
  • id: 40539038
    {'hecke_orbit_code': 18014467530948683, 'n': 38, 'trace_an': 0}
  • id: 40539039
    {'hecke_orbit_code': 18014467530948683, 'n': 39, 'trace_an': -55860526554300}
  • id: 40539040
    {'hecke_orbit_code': 18014467530948683, 'n': 40, 'trace_an': 0}
  • id: 40539041
    {'hecke_orbit_code': 18014467530948683, 'n': 41, 'trace_an': 334922914576508}
  • id: 40539042
    {'hecke_orbit_code': 18014467530948683, 'n': 42, 'trace_an': 0}
  • id: 40539043
    {'hecke_orbit_code': 18014467530948683, 'n': 43, 'trace_an': 0}
  • id: 40539044
    {'hecke_orbit_code': 18014467530948683, 'n': 44, 'trace_an': -216237355136384}
  • id: 40539045
    {'hecke_orbit_code': 18014467530948683, 'n': 45, 'trace_an': 0}
  • id: 40539046
    {'hecke_orbit_code': 18014467530948683, 'n': 46, 'trace_an': -389063211759552}
  • id: 40539047
    {'hecke_orbit_code': 18014467530948683, 'n': 47, 'trace_an': 0}
  • id: 40539048
    {'hecke_orbit_code': 18014467530948683, 'n': 48, 'trace_an': 0}
  • id: 40539049
    {'hecke_orbit_code': 18014467530948683, 'n': 49, 'trace_an': -137940665027894}
  • id: 40539050
    {'hecke_orbit_code': 18014467530948683, 'n': 50, 'trace_an': 0}
  • id: 40539051
    {'hecke_orbit_code': 18014467530948683, 'n': 51, 'trace_an': 40194910362708}
  • id: 40539052
    {'hecke_orbit_code': 18014467530948683, 'n': 52, 'trace_an': 0}
  • id: 40539053
    {'hecke_orbit_code': 18014467530948683, 'n': 53, 'trace_an': 0}
  • id: 40539054
    {'hecke_orbit_code': 18014467530948683, 'n': 54, 'trace_an': 142909345459386}
  • id: 40539055
    {'hecke_orbit_code': 18014467530948683, 'n': 55, 'trace_an': 0}
  • id: 40539056
    {'hecke_orbit_code': 18014467530948683, 'n': 56, 'trace_an': -2202986365674360}
  • id: 40539057
    {'hecke_orbit_code': 18014467530948683, 'n': 57, 'trace_an': 0}
  • id: 40539058
    {'hecke_orbit_code': 18014467530948683, 'n': 58, 'trace_an': 0}
  • id: 40539059
    {'hecke_orbit_code': 18014467530948683, 'n': 59, 'trace_an': -931203894392512}
  • id: 40539060
    {'hecke_orbit_code': 18014467530948683, 'n': 60, 'trace_an': 0}
  • id: 40539061
    {'hecke_orbit_code': 18014467530948683, 'n': 61, 'trace_an': -4635619353020956}
  • id: 40539062
    {'hecke_orbit_code': 18014467530948683, 'n': 62, 'trace_an': 0}
  • id: 40539063
    {'hecke_orbit_code': 18014467530948683, 'n': 63, 'trace_an': 0}
  • id: 40539064
    {'hecke_orbit_code': 18014467530948683, 'n': 64, 'trace_an': 1326983159085438}
  • id: 40539065
    {'hecke_orbit_code': 18014467530948683, 'n': 65, 'trace_an': 0}
  • id: 40539066
    {'hecke_orbit_code': 18014467530948683, 'n': 66, 'trace_an': 2410726615076736}
  • id: 40539067
    {'hecke_orbit_code': 18014467530948683, 'n': 67, 'trace_an': 0}
  • id: 40539068
    {'hecke_orbit_code': 18014467530948683, 'n': 68, 'trace_an': 0}
  • id: 40539069
    {'hecke_orbit_code': 18014467530948683, 'n': 69, 'trace_an': -3074592254042736}
  • id: 40539070
    {'hecke_orbit_code': 18014467530948683, 'n': 70, 'trace_an': 0}
  • id: 40539071
    {'hecke_orbit_code': 18014467530948683, 'n': 71, 'trace_an': 12931216967981312}
  • id: 40539072
    {'hecke_orbit_code': 18014467530948683, 'n': 72, 'trace_an': 0}
  • id: 40539073
    {'hecke_orbit_code': 18014467530948683, 'n': 73, 'trace_an': 0}
  • id: 40539074
    {'hecke_orbit_code': 18014467530948683, 'n': 74, 'trace_an': -20946687257609036}
  • id: 40539075
    {'hecke_orbit_code': 18014467530948683, 'n': 75, 'trace_an': 0}
  • id: 40539076
    {'hecke_orbit_code': 18014467530948683, 'n': 76, 'trace_an': -336922991545608}
  • id: 40539077
    {'hecke_orbit_code': 18014467530948683, 'n': 77, 'trace_an': 0}
  • id: 40539078
    {'hecke_orbit_code': 18014467530948683, 'n': 78, 'trace_an': 0}
  • id: 40539079
    {'hecke_orbit_code': 18014467530948683, 'n': 79, 'trace_an': -17481017881317760}
  • id: 40539080
    {'hecke_orbit_code': 18014467530948683, 'n': 80, 'trace_an': 0}
  • id: 40539081
    {'hecke_orbit_code': 18014467530948683, 'n': 81, 'trace_an': 11118121133111046}
  • id: 40539082
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