Embedded newform data - 64.12.e.a.17.18

Formats: - HTML - YAML - JSON - 2024-04-27T18:55:18.343263

• 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': 9216, 'analytic_conductor': 49.173963555813685, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 16, 'char_degree': 2, 'char_is_minimal': False, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 4, 'char_parity': 1, 'char_values': [64, 4, [63, 5], [4, 3]], 'cm_discs': [], 'conrey_index': 17, 'conrey_indexes': [17, 49], 'dim': 42, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 275079233600, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 16, 5, 1, 4, 0]], 'is_cm': False, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '64.12.e.a', 'level': 64, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'minimal_twist': '16.12.e.a', 'prim_orbit_index': 5, 'related_objects': [], 'relative_dim': 21, 'rm_discs': [], 'sato_tate_group': '11.2.3.c4', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '64.12.e', 'trace_display': [0, 2, -2, 0], 'traces': [42, 0, 2, 0, -2, 0, 0, 0, 0, 0, 540846, 0, -2, 0, 6075004, 0, -4, 0, 11291290, 0, 354292, 0, 0, 0, 0, 0, 66463304, 0, 77673206, 0, -343549808, 0, -4, 0, 434731684, 0, -522762058, 0, 0, 0, 0, 0, -3824193658, 0, 97301954, 0, 4586900144, 0, -8474257474, 0, -7074245796, 0, -2100608058, 0, 0, 0, 0, 0, -955824746, 0, 2150827022, 0, -27758037828, 0, -1884965292, 0, 3186519018, 0, -16193060732, 0, 0, 0, 0, 0, -28890034486, 0, -22711870540, 0, -48011833792, 0, -90656394430, 0, -55713221118, 0, -84575506252, 0, 0, 0, 0, 0, 147369662716, 0, -69689773328, 0, -375702304500, 0, -4, 0, 286271331106, 0, 259392429094, 0, 0, 0, 0, 0, -507649008770, 0, 178148494454, 0, 1573165241996, 0, -10404395228, 0, -1135757971180, 0, 384697246078, 0, 0, 0, 0, 0, 2038831087776, 0, 406541918672, 0, -2043733091856, 0, 324484802380, 0, 2303154810442, 0, -999084270588, 0, 0, 0, 0, 0, -1833111997610, 0, 2682469964944, 0, 3054573475844, 0, -764380884956, 0, -2019561811226, 0, 1457913931374, 0, 0, 0, 0, 0, 1884324346160, 0, -1953853768738, 0, -1627904357652, 0, 7909306968, 0, -935806556158, 0, 2863504943732, 0, 0, 0, 0, 0, 2782787819818, 0, -6517651362818, 0, -4010645423604, 0, -3210795459156, 0, 1838764375970, 0, -925415188594, 0, 0, 0, 0, 0, -4510953457468, 0, 6799509319568, 0, -2320084436208, 0, -6031855023780, 0, -4450829445148, 0, -14344733881058, 0, 0, 0, 0, 0, -1195072986932, 0, 6347118962752, 0, -22276854442740, 0, -3634957661268, 0, 7813019109586, 0, -1782542921116, 0, 0, 0, 0, 0, -21415967537928, 0, -16064766083724, 0, 36698843124560, 0, 8198629707182, 0, -27608469430174, 0, 19180438650222, 0, 0, 0, 0, 0, 39439221551504, 0, 9077106588800, 0, -1961390001472, 0, 12236213742748, 0, 48092123362450, 0, -7438166861510, 0, 0, 0, 0, 0, -45141329547354, 0, 18712653657796, 0, 95849282758280, 0, 34751786894916, 0, -28048365120300, 0, 9009608167606, 0, 0, 0, 0, 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229516838265080, 0, -245416020050550, 0, 1581467467478, 0, 0, 0, 0, 0, 973536822541248, 0, -539134180474746, 0, -16202885022296, 0, 149793231986844, 0, 426561375935664, 0, 1377873570697286, 0, 0, 0, 0, 0, -154665218830736, 0, -1144901821182908, 0, 432324938318076, 0, 494868771067564, 0, -1122398294676710, 0, 732892366881422, 0, 0, 0, 0, 0, 697799793618396, 0, 961414305216820, 0, 394170737520000, 0, 417189325577052, 0, 931996852670356, 0, -1084374115557804, 0, 0, 0, 0, 0, -1531372917765362, 0, 2162592812965304, 0, 713663170123292, 0, -1015068352326980, 0, -475429883398624, 0, -1695536315578524, 0, 0, 0, 0, 0, 1157856086674672, 0, -834973322050458, 0, -185679999272352, 0, -52658636681056, 0, 1636332474858346, 0, 2095432779006052, 0, 0, 0, 0, 0, -1880343570991294, 0, -3808379134293958, 0, -1837298002327600, 0, 643732834404004, 0, -2417131645074728, 0, 1458095230209972, 0, 0, 0, 0, 0, 2184482925167222, 0, 1596115808299524, 0, 1473703903507516, 0, -1904453668009064, 0, 2448803081042834, 0, 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-53929856318546, 0, 0, 0, 0, 0, 6112252485501326, 0, 11155464555792976, 0, 22544976606082096, 0, -3400654980630294, 0, 14011506403038732, 0, -4062799016954044, 0, 0, 0, 0, 0, -9008218920818608, 0, 5528752658866874, 0, -27193082046154324, 0, 3143457023692444, 0, -10561452461180534, 0, 2028361333001956, 0, 0, 0, 0, 0, 21033665636746656, 0, -9721323695522474, 0, 25317863418427308, 0, -7842252570832680, 0, 10110052265321378, 0, 3761802086667662, 0, 0, 0, 0, 0, -21525551328314980, 0, -2021286537310928, 0, -16839025265851356, 0, -9548706764681892, 0, -39029300554305256, 0, -5651855378160458, 0, 0, 0, 0, 0, 23326521958261126, 0, 11595798952372272, 0, 29711400015224220, 0, 6147218977301636, 0, 38476671920824018, 0, -501217910101644, 0, 0, 0, 0, 0, -52821784161167752, 0, -8424165833219138, 0, -39071567479802404, 0, -15349687350889120, 0, -44716421451686604, 0, 2492797984097798, 0, 0, 0, 0, 0, 55357489338143996, 0, 703727019603328, 0, 20507169127071808, 0, 9179490273350232, 0, 59955129477257020, 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0, -70113379159839050, 0, 334765390524814528, 0, 18818569277073248, 0, 190802853408766058, 0, 72922968620164600, 0, 0, 0, 0, 0, -279220977102802256, 0, -62397098316806716, 0, -486676824761816160, 0, -113178931445230614, 0, -382583946642788142, 0, 55932875536687828, 0, 0, 0, 0, 0, 281618931699970294, 0, 12735372782409924, 0, 687269709012922572, 0, -20283076604084228, 0, 327380076485751624, 0, -102247355085901386, 0, 0, 0, 0, 0, -463935509647324192, 0, 142201744452582900, 0, -516355293981024960, 0, -38624648901648388, 0, -438562850821992956, 0, -37305465941818490, 0, 0, 0], 'weight': 12, '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

  
  {'an_normalized': [[1.0, 0.0], [0.0, 0.0], [1.033560334677534, 1.033560334677534], [0.0, 0.0], [-0.2171440312531018, 0.2171440312531018], [0.0, 0.0], [0.0, -1.3430740060522532], [0.0, 0.0], [0.0, 1.1364939308374722], [0.0, 0.0], [-0.10520842022109728, 0.10520842022109728], [0.0, 0.0], [-0.23589497347082716, -0.23589497347082716], [0.0, 0.0], [-0.4488629152303696, 0.0], [0.0, 0.0], [1.3856165985300641, 0.0], [0.0, 0.0], [1.2397839191497926, 1.2397839191497926], [0.0, 0.0], [1.388148019192063, -1.388148019192063], [0.0, 0.0], [0.0, 0.9220433345530968], [0.0, 0.0], [0.0, 0.9056969393823039], [0.0, 0.0], [-0.14107471283782988, 0.14107471283782988], [0.0, 0.0], [0.6877813973706575, 0.6877813973706575], [0.0, 0.0], [-0.3558822858020237, 0.0], [0.0, 0.0], [-0.21747850002922386, 0.0], [0.0, 0.0], [0.2916405039454391, 0.2916405039454391], [0.0, 0.0], [0.8906537245595207, -0.8906537245595207], [0.0, 0.0], [0.0, -0.48762337545851225], [0.0, 0.0], [0.0, 0.02044858584517454], [0.0, 0.0], [-1.1238462942947707, 1.1238462942947707], [0.0, 0.0], [-0.24678287363673257, -0.24678287363673257], [0.0, 0.0], [-1.7795353247677403, 0.0], [0.0, 0.0], [-0.8038477857332478, 0.0], [0.0, 0.0], [1.4321183553114794, 1.4321183553114794], [0.0, 0.0], [0.6689320099563771, -0.6689320099563771], [0.0, 0.0], [0.0, -0.04569076097715883], [0.0, 0.0], [0.0, 2.5627829648085685], [0.0, 0.0], [0.7705134871395677, -0.7705134871395677], [0.0, 0.0], [0.9920513998134288, 0.9920513998134288], [0.0, 0.0], [1.5263954565439561, 0.0], [0.0, 0.0], [0.10244637098359784, 0.0], [0.0, 0.0], [0.7256221950767643, 0.7256221950767643], [0.0, 0.0], [-0.9529874174478882, 0.9529874174478882], [0.0, 0.0], [0.0, 0.9256083266716134], [0.0, 0.0], [0.0, 0.3553135967938161], [0.0, 0.0], [-0.9360924317843923, 0.9360924317843923], [0.0, 0.0], [0.14130269441677798, 0.14130269441677798], [0.0, 0.0], [1.2667842096454702, 0.0], [0.0, 0.0], [0.8448754760070633, 0.0], [0.0, 0.0], [-1.1982204258873788, -1.1982204258873788], [0.0, 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[0.598958377951783, -0.598958377951783], [0.0, 0.0], [0.0, 0.25129743686035605], [0.0, 0.0]], 'angles': [None, 0.005435145696145671, -0.3995343438135746, -0.38281721514757205, -0.38685105578096496, -0.1516721852611119, -0.1281866020216105, 0.045116675921558026, 0.07625848192883744, -0.044166755985821614, -0.2784718336394547, -0.2665710255617611, 0.001627275110605807, 0.2711804960648557, -0.424566849870599, -0.29658437907881263, -0.2832960829651804, -0.0012600839438602178, -0.03924991196687396, 0.07657834330917616, 0.0284258460782858, -0.14083102320524468, -0.4641223703398366, 0.005126415647383075, -0.2353433813430999, -0.28451733822527175, 0.016833162519109306, -0.4203294300592795, -0.16530109970262696, -0.19616760319087928, -0.24790189223465522, -0.20525817538168384, 0.031367494922116664, -0.4076873700543196, -0.3725324588405547, -0.3949150451941809, -0.08307289395244723, -0.13961044834371053, 0.15718623483046773, -0.1019550087543495, -0.18390829191915772, -0.4054410799145035, 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• 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

  
  {'Nk2': 9216, 'analytic_conductor': 49.173963555813685, 'char_conductor': 16, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 4, 'char_parity': 1, 'char_values': [64, 4, [63, 5], [4, 3]], 'conrey_index': 17, 'cusp_dim': 168, 'dim': 42, 'eis_dim': 16, 'eis_new_dim': 4, 'hecke_orbit_code': 275079233600, 'hecke_orbit_dims': [42], 'label': '64.12.e', 'level': 64, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'mf_dim': 184, 'mf_new_dim': 46, 'num_forms': 1, 'prim_orbit_index': 5, 'relative_dim': 21, 'sturm_bound': 96, 'trace_bound': 0, 'trace_display': [0, 2, -2, 0], 'traces': [42, 0, 2, 0, -2, 0, 0, 0, 0, 0, 540846, 0, -2, 0, 6075004, 0, -4, 0, 11291290, 0, 354292, 0, 0, 0, 0, 0, 66463304, 0, 77673206, 0, -343549808, 0, -4, 0, 434731684, 0, -522762058, 0, 0, 0, 0, 0, -3824193658, 0, 97301954, 0, 4586900144, 0, -8474257474, 0, 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0, -2581695924673302, 0, 1356892809238670, 0, 0, 0, 0, 0, 3196778650301748, 0, -794873109859026, 0, 8972011378151700, 0, 4457673585679784, 0, 157399897956858, 0, -7222512582227220, 0, 0, 0, 0, 0, -2829062519091090, 0, 6572167184489968, 0, -14035246893786596, 0, -2296485979291724, 0, -1213119519219524, 0, 818326672482676, 0, 0, 0, 0, 0, 3961165179608830, 0, -4891986523550672, 0, 22185834712207420, 0, 4209016104710292, 0, 4300675051632632, 0, 8538640004158228, 0, 0, 0, 0, 0, -3263749523345286, 0, -2494433677644146, 0, -17918576444747840, 0, 3879589195895384, 0, -4477307167229680, 0, -53929856318546, 0, 0, 0, 0, 0, 6112252485501326, 0, 11155464555792976, 0, 22544976606082096, 0, -3400654980630294, 0, 14011506403038732, 0, -4062799016954044, 0, 0, 0, 0, 0, -9008218920818608, 0, 5528752658866874, 0, -27193082046154324, 0, 3143457023692444, 0, -10561452461180534, 0, 2028361333001956, 0, 0, 0, 0, 0, 21033665636746656, 0, -9721323695522474, 0, 25317863418427308, 0, -7842252570832680, 0, 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• 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: 3095297
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 17, 'source_dim': 42, 'source_embedding_index': 18, 'source_hecke_orbit_code': 275079233600, 'source_is_minimal': False, 'source_label': '64.12.e.a.17.18', 'source_level': 64, 'target_conrey_index': 17, 'target_dim': 42, 'target_embedding_index': 18, 'target_hecke_orbit_code': 275079233600, 'target_is_minimal': False, 'target_label': '64.12.e.a.17.18', 'target_level': 64, 'twist_class_label': '16.12.e.a.5.3', 'twist_class_level': 16, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 12}
  • id: 3095298
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 17, 'source_dim': 42, 'source_embedding_index': 18, 'source_hecke_orbit_code': 275079233600, 'source_is_minimal': False, 'source_label': '64.12.e.a.17.18', 'source_level': 64, 'target_conrey_index': 13, 'target_dim': 42, 'target_embedding_index': 3, 'target_hecke_orbit_code': 275079233552, 'target_is_minimal': True, 'target_label': '16.12.e.a.13.3', 'target_level': 16, 'twist_class_label': '16.12.e.a.5.3', 'twist_class_level': 16, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 12}
  • id: 3095299
    {'conductor': 8, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 17, 'source_dim': 42, 'source_embedding_index': 18, 'source_hecke_orbit_code': 275079233600, 'source_is_minimal': False, 'source_label': '64.12.e.a.17.18', 'source_level': 64, 'target_conrey_index': 33, 'target_dim': 42, 'target_embedding_index': 18, 'target_hecke_orbit_code': 4503874706604160, 'target_is_minimal': False, 'target_label': '128.12.e.b.33.18', 'target_level': 128, 'twist_class_label': '16.12.e.a.5.3', 'twist_class_level': 16, 'twisting_char_label': '8.3', 'twisting_conrey_index': 3, 'weight': 12}
  • id: 3095300
    {'conductor': 8, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 17, 'source_dim': 42, 'source_embedding_index': 18, 'source_hecke_orbit_code': 275079233600, 'source_is_minimal': False, 'source_label': '64.12.e.a.17.18', 'source_level': 64, 'target_conrey_index': 33, 'target_dim': 42, 'target_embedding_index': 4, 'target_hecke_orbit_code': 275079233664, 'target_is_minimal': False, 'target_label': '128.12.e.a.33.4', 'target_level': 128, 'twist_class_label': '16.12.e.a.5.3', 'twist_class_level': 16, 'twisting_char_label': '8.5', 'twisting_conrey_index': 5, 'weight': 12}
  • id: 3095301
    {'conductor': 16, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 17, 'source_dim': 42, 'source_embedding_index': 18, 'source_hecke_orbit_code': 275079233600, 'source_is_minimal': False, 'source_label': '64.12.e.a.17.18', 'source_level': 64, 'target_conrey_index': 97, 'target_dim': 42, 'target_embedding_index': 18, 'target_hecke_orbit_code': 4503874706604160, 'target_is_minimal': False, 'target_label': '128.12.e.b.97.18', 'target_level': 128, 'twist_class_label': '16.12.e.a.5.3', 'twist_class_level': 16, 'twisting_char_label': '16.3', 'twisting_conrey_index': 3, 'weight': 12}
  • id: 3095302
    {'conductor': 16, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 17, 'source_dim': 42, 'source_embedding_index': 18, 'source_hecke_orbit_code': 275079233600, 'source_is_minimal': False, 'source_label': '64.12.e.a.17.18', 'source_level': 64, 'target_conrey_index': 49, 'target_dim': 42, 'target_embedding_index': 18, 'target_hecke_orbit_code': 275079233600, 'target_is_minimal': False, 'target_label': '64.12.e.a.49.18', 'target_level': 64, 'twist_class_label': '16.12.e.a.5.3', 'twist_class_level': 16, 'twisting_char_label': '16.5', 'twisting_conrey_index': 5, 'weight': 12}
  • id: 3095303
    {'conductor': 16, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 17, 'source_dim': 42, 'source_embedding_index': 18, 'source_hecke_orbit_code': 275079233600, 'source_is_minimal': False, 'source_label': '64.12.e.a.17.18', 'source_level': 64, 'target_conrey_index': 5, 'target_dim': 42, 'target_embedding_index': 3, 'target_hecke_orbit_code': 275079233552, 'target_is_minimal': True, 'target_label': '16.12.e.a.5.3', 'target_level': 16, 'twist_class_label': '16.12.e.a.5.3', 'twist_class_level': 16, 'twisting_char_label': '16.11', 'twisting_conrey_index': 11, 'weight': 12}
  • id: 3095304
    {'conductor': 16, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 17, 'source_dim': 42, 'source_embedding_index': 18, 'source_hecke_orbit_code': 275079233600, 'source_is_minimal': False, 'source_label': '64.12.e.a.17.18', 'source_level': 64, 'target_conrey_index': 97, 'target_dim': 42, 'target_embedding_index': 4, 'target_hecke_orbit_code': 275079233664, 'target_is_minimal': False, 'target_label': '128.12.e.a.97.4', 'target_level': 128, 'twist_class_label': '16.12.e.a.5.3', 'twist_class_level': 16, 'twisting_char_label': '16.13', 'twisting_conrey_index': 13, 'weight': 12}
• hecke_orbit_code 275079233600 does not appear in mf_hecke_charpolys
• mf_newform_portraits •

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

  
  {'char_orbit_index': 5, 'hecke_orbit': 1, 'label': '64.12.e.a', 'level': 64, 'portrait': 'data:image/png;base64,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', 'weight': 12}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 30907000
    {'hecke_orbit_code': 275079233600, 'n': 1, 'trace_an': 42}
  • id: 30907001
    {'hecke_orbit_code': 275079233600, 'n': 2, 'trace_an': 0}
  • id: 30907002
    {'hecke_orbit_code': 275079233600, 'n': 3, 'trace_an': 2}
  • id: 30907003
    {'hecke_orbit_code': 275079233600, 'n': 4, 'trace_an': 0}
  • id: 30907004
    {'hecke_orbit_code': 275079233600, 'n': 5, 'trace_an': -2}
  • id: 30907005
    {'hecke_orbit_code': 275079233600, 'n': 6, 'trace_an': 0}
  • id: 30907006
    {'hecke_orbit_code': 275079233600, 'n': 7, 'trace_an': 0}
  • id: 30907007
    {'hecke_orbit_code': 275079233600, 'n': 8, 'trace_an': 0}
  • id: 30907008
    {'hecke_orbit_code': 275079233600, 'n': 9, 'trace_an': 0}
  • id: 30907009
    {'hecke_orbit_code': 275079233600, 'n': 10, 'trace_an': 0}
  • id: 30907010
    {'hecke_orbit_code': 275079233600, 'n': 11, 'trace_an': 540846}
  • id: 30907011
    {'hecke_orbit_code': 275079233600, 'n': 12, 'trace_an': 0}
  • id: 30907012
    {'hecke_orbit_code': 275079233600, 'n': 13, 'trace_an': -2}
  • id: 30907013
    {'hecke_orbit_code': 275079233600, 'n': 14, 'trace_an': 0}
  • id: 30907014
    {'hecke_orbit_code': 275079233600, 'n': 15, 'trace_an': 6075004}
  • id: 30907015
    {'hecke_orbit_code': 275079233600, 'n': 16, 'trace_an': 0}
  • id: 30907016
    {'hecke_orbit_code': 275079233600, 'n': 17, 'trace_an': -4}
  • id: 30907017
    {'hecke_orbit_code': 275079233600, 'n': 18, 'trace_an': 0}
  • id: 30907018
    {'hecke_orbit_code': 275079233600, 'n': 19, 'trace_an': 11291290}
  • id: 30907019
    {'hecke_orbit_code': 275079233600, 'n': 20, 'trace_an': 0}
  • id: 30907020
    {'hecke_orbit_code': 275079233600, 'n': 21, 'trace_an': 354292}
  • id: 30907021
    {'hecke_orbit_code': 275079233600, 'n': 22, 'trace_an': 0}
  • id: 30907022
    {'hecke_orbit_code': 275079233600, 'n': 23, 'trace_an': 0}
  • id: 30907023
    {'hecke_orbit_code': 275079233600, 'n': 24, 'trace_an': 0}
  • id: 30907024
    {'hecke_orbit_code': 275079233600, 'n': 25, 'trace_an': 0}
  • id: 30907025
    {'hecke_orbit_code': 275079233600, 'n': 26, 'trace_an': 0}
  • id: 30907026
    {'hecke_orbit_code': 275079233600, 'n': 27, 'trace_an': 66463304}
  • id: 30907027
    {'hecke_orbit_code': 275079233600, 'n': 28, 'trace_an': 0}
  • id: 30907028
    {'hecke_orbit_code': 275079233600, 'n': 29, 'trace_an': 77673206}
  • id: 30907029
    {'hecke_orbit_code': 275079233600, 'n': 30, 'trace_an': 0}
  • id: 30907030
    {'hecke_orbit_code': 275079233600, 'n': 31, 'trace_an': -343549808}
  • id: 30907031
    {'hecke_orbit_code': 275079233600, 'n': 32, 'trace_an': 0}
  • id: 30907032
    {'hecke_orbit_code': 275079233600, 'n': 33, 'trace_an': -4}
  • id: 30907033
    {'hecke_orbit_code': 275079233600, 'n': 34, 'trace_an': 0}
  • id: 30907034
    {'hecke_orbit_code': 275079233600, 'n': 35, 'trace_an': 434731684}
  • id: 30907035
    {'hecke_orbit_code': 275079233600, 'n': 36, 'trace_an': 0}
  • id: 30907036
    {'hecke_orbit_code': 275079233600, 'n': 37, 'trace_an': -522762058}
  • id: 30907037
    {'hecke_orbit_code': 275079233600, 'n': 38, 'trace_an': 0}
  • id: 30907038
    {'hecke_orbit_code': 275079233600, 'n': 39, 'trace_an': 0}
  • id: 30907039
    {'hecke_orbit_code': 275079233600, 'n': 40, 'trace_an': 0}
  • id: 30907040
    {'hecke_orbit_code': 275079233600, 'n': 41, 'trace_an': 0}
  • id: 30907041
    {'hecke_orbit_code': 275079233600, 'n': 42, 'trace_an': 0}
  • id: 30907042
    {'hecke_orbit_code': 275079233600, 'n': 43, 'trace_an': -3824193658}
  • id: 30907043
    {'hecke_orbit_code': 275079233600, 'n': 44, 'trace_an': 0}
  • id: 30907044
    {'hecke_orbit_code': 275079233600, 'n': 45, 'trace_an': 97301954}
  • id: 30907045
    {'hecke_orbit_code': 275079233600, 'n': 46, 'trace_an': 0}
  • id: 30907046
    {'hecke_orbit_code': 275079233600, 'n': 47, 'trace_an': 4586900144}
  • id: 30907047
    {'hecke_orbit_code': 275079233600, 'n': 48, 'trace_an': 0}
  • id: 30907048
    {'hecke_orbit_code': 275079233600, 'n': 49, 'trace_an': -8474257474}
  • id: 30907049
    {'hecke_orbit_code': 275079233600, 'n': 50, 'trace_an': 0}
  • id: 30907050
    {'hecke_orbit_code': 275079233600, 'n': 51, 'trace_an': -7074245796}
  • id: 30907051
    {'hecke_orbit_code': 275079233600, 'n': 52, 'trace_an': 0}
  • id: 30907052
    {'hecke_orbit_code': 275079233600, 'n': 53, 'trace_an': -2100608058}
  • id: 30907053
    {'hecke_orbit_code': 275079233600, 'n': 54, 'trace_an': 0}
  • id: 30907054
    {'hecke_orbit_code': 275079233600, 'n': 55, 'trace_an': 0}
  • id: 30907055
    {'hecke_orbit_code': 275079233600, 'n': 56, 'trace_an': 0}
  • id: 30907056
    {'hecke_orbit_code': 275079233600, 'n': 57, 'trace_an': 0}
  • id: 30907057
    {'hecke_orbit_code': 275079233600, 'n': 58, 'trace_an': 0}
  • id: 30907058
    {'hecke_orbit_code': 275079233600, 'n': 59, 'trace_an': -955824746}
  • id: 30907059
    {'hecke_orbit_code': 275079233600, 'n': 60, 'trace_an': 0}
  • id: 30907060
    {'hecke_orbit_code': 275079233600, 'n': 61, 'trace_an': 2150827022}
  • id: 30907061
    {'hecke_orbit_code': 275079233600, 'n': 62, 'trace_an': 0}
  • id: 30907062
    {'hecke_orbit_code': 275079233600, 'n': 63, 'trace_an': -27758037828}
  • id: 30907063
    {'hecke_orbit_code': 275079233600, 'n': 64, 'trace_an': 0}
  • id: 30907064
    {'hecke_orbit_code': 275079233600, 'n': 65, 'trace_an': -1884965292}
  • id: 30907065
    {'hecke_orbit_code': 275079233600, 'n': 66, 'trace_an': 0}
  • id: 30907066
    {'hecke_orbit_code': 275079233600, 'n': 67, 'trace_an': 3186519018}
  • id: 30907067
    {'hecke_orbit_code': 275079233600, 'n': 68, 'trace_an': 0}
  • id: 30907068
    {'hecke_orbit_code': 275079233600, 'n': 69, 'trace_an': -16193060732}
  • id: 30907069
    {'hecke_orbit_code': 275079233600, 'n': 70, 'trace_an': 0}
  • id: 30907070
    {'hecke_orbit_code': 275079233600, 'n': 71, 'trace_an': 0}
  • id: 30907071
    {'hecke_orbit_code': 275079233600, 'n': 72, 'trace_an': 0}
  • id: 30907072
    {'hecke_orbit_code': 275079233600, 'n': 73, 'trace_an': 0}
  • id: 30907073
    {'hecke_orbit_code': 275079233600, 'n': 74, 'trace_an': 0}
  • id: 30907074
    {'hecke_orbit_code': 275079233600, 'n': 75, 'trace_an': -28890034486}
  • id: 30907075
    {'hecke_orbit_code': 275079233600, 'n': 76, 'trace_an': 0}
  • id: 30907076
    {'hecke_orbit_code': 275079233600, 'n': 77, 'trace_an': -22711870540}
  • id: 30907077
    {'hecke_orbit_code': 275079233600, 'n': 78, 'trace_an': 0}
  • id: 30907078
    {'hecke_orbit_code': 275079233600, 'n': 79, 'trace_an': -48011833792}
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