Embedded newform data - 25.34.b.b.24.8

Formats: - HTML - YAML - JSON - 2024-04-29T02:50:35.942343

• 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': 28900, 'analytic_conductor': 172.4570722025187, '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': [25, 2, [2], [1]], 'cm_discs': [], 'conrey_index': 24, 'conrey_indexes': [24], 'dim': 10, 'field_disc': -92734616272713311756324901849659729048725381126201495331234702409997247148861288022952477983744, 'field_disc_factorization': [[-1, 1], [2, 10], [13, 2], [97651, 2], [7496368273067920125366564251247025842457, 2]], 'field_poly': [34881588984360865981321269538813997568, -596428985476749456366946929757065984, 5099072964771111558047480848223296, -28868477926481009935781561728, 52482256238971860814088, 230788916575056333044, 327807761582101561, 325405868686, 2, -2, 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, [164050629092480295701242997169331061238502785024, 0, 5281572959719960176307049186292379156480, 0, 3247828667956387957668094935040, 0, 632956927553415029760, 0, 44090984320, 0, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503668917272601, 'hecke_ring_generator_nbound': 13, 'hecke_ring_index': 119872017137664000000000000000000000000, 'hecke_ring_index_factorization': [[2, 48], [3, 10], [5, 24], [11, 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_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '25.34.b.b', 'level': 25, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [5], 'level_radical': 5, 'minimal_twist': '5.34.a.a', 'prim_orbit_index': 2, 'qexp_display': 'q+(-\\beta _{1}+\\beta _{2})q^{2}+(296\\beta _{1}+472\\beta _{2}+\\cdots)q^{3}+\\cdots', 'related_objects': [], 'relative_dim': 10, 'rm_discs': [], 'sato_tate_group': '33.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '25.34.b', 'trace_display': [0, 0, 0, 0], 'trace_hash': 2003073748825797003, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.391', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '554.465', 'prec': 24}, {'__RealLiteral__': 0, 'data': '381.748', 'prec': 24}, {'__RealLiteral__': 0, 'data': '59264.466', 'prec': 30}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.508', 'prec': 17}, 'traces': [10, 0, 0, -2282622720, 0, 25850126231520, 0, 0, -29082501980817930, 0, -575603603755953280, 0, 0, -23352899832544964640, 0, -178360179086491914240, 0, 0, -1836729424390307895000, 0, -21070231543425610826280, 0, 0, 143906401505515790361600, 0, -849804721525442929523680, 0, 0, 1853754449987178542332100, 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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-0.30880501780227254, -0.17606872411252633, -0.27925134806919455, -0.47868436394531966, -0.4036750541050574, 0.044868882638488886, -0.4831698409791048, -0.4576262492689112, -0.10838001027181222, 0.018920129798975043, 0.0388346854732668, -0.23223721758562632, 0.08740704419284757], 'char_orbit_index': 2, 'conrey_index': 24, 'dual_conrey_index': 24, 'dual_embedding_index': 3, 'dual_embedding_m': 3, 'embedding_index': 8, 'embedding_m': 8, 'embedding_root_imag': 8230.224148452136, 'embedding_root_real': -8230.224148452136, 'hecke_orbit': 2, 'hecke_orbit_code': 4503668917272601, 'label': '25.34.b.b.24.8', 'level': 25, 'weight': 34}
• 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': 28900, 'analytic_conductor': 172.4570722025187, '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': [25, 2, [2], [1]], 'conrey_index': 24, 'cusp_dim': 80, 'dim': 48, 'eis_dim': 6, 'eis_new_dim': 2, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 69289902105, 'hecke_orbit_dims': [4, 10, 12, 22], 'label': '25.34.b', 'level': 25, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [5], 'level_radical': 5, 'mf_dim': 86, 'mf_new_dim': 50, 'num_forms': 4, 'prim_orbit_index': 2, 'relative_dim': 48, 'sturm_bound': 85, 'trace_bound': 1, 'trace_display': [0, 0, 0, 0], 'traces': [48, 0, 0, -189304795346, 0, -16344155009654, 0, 0, -88843709186818414, 0, -395313248894571414, 0, 0, 2422594115036596908, 0, 917466578268344886338, 0, 0, 2070337530736198032830, 0, -24614790102063805942764, 0, 0, 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-173338404745892681788199444402244931451724680267670, 0, 101569485111386897015154113115326931822503917699920, 0, 0, 19136910063145472227460491208440024057254812631912, 0, 97876632803259195615470811877386593790672996645156, 0, 0, 236614310949066910319464632445513018459458567442896, 0, 391575696540007624632055188590906134102483850217606, 0, 0, -49371827044865648354316647715439080922485423354220, 0], 'weight': 34, '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: 34650678
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 24, 'source_dim': 10, 'source_embedding_index': 8, 'source_hecke_orbit_code': 4503668917272601, 'source_is_minimal': False, 'source_label': '25.34.b.b.24.8', 'source_level': 25, 'target_conrey_index': 24, 'target_dim': 10, 'target_embedding_index': 8, 'target_hecke_orbit_code': 4503668917272601, 'target_is_minimal': False, 'target_label': '25.34.b.b.24.8', 'target_level': 25, 'twist_class_label': '5.34.a.a.1.4', 'twist_class_level': 5, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 34}
  • id: 34650679
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 24, 'source_dim': 10, 'source_embedding_index': 8, 'source_hecke_orbit_code': 4503668917272601, 'source_is_minimal': False, 'source_label': '25.34.b.b.24.8', 'source_level': 25, 'target_conrey_index': 1, 'target_dim': 5, 'target_embedding_index': 2, 'target_hecke_orbit_code': 4503600197795865, 'target_is_minimal': False, 'target_label': '25.34.a.b.1.2', 'target_level': 25, 'twist_class_label': '5.34.a.a.1.4', 'twist_class_level': 5, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 34}
  • id: 34650680
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 24, 'source_dim': 10, 'source_embedding_index': 8, 'source_hecke_orbit_code': 4503668917272601, 'source_is_minimal': False, 'source_label': '25.34.b.b.24.8', 'source_level': 25, 'target_conrey_index': 1, 'target_dim': 5, 'target_embedding_index': 4, 'target_hecke_orbit_code': 570425349, 'target_is_minimal': True, 'target_label': '5.34.a.a.1.4', 'target_level': 5, 'twist_class_label': '5.34.a.a.1.4', 'twist_class_level': 5, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 34}
  • id: 34650681
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 24, 'source_dim': 10, 'source_embedding_index': 8, 'source_hecke_orbit_code': 4503668917272601, 'source_is_minimal': False, 'source_label': '25.34.b.b.24.8', 'source_level': 25, 'target_conrey_index': 24, 'target_dim': 10, 'target_embedding_index': 3, 'target_hecke_orbit_code': 4503668917272601, 'target_is_minimal': False, 'target_label': '25.34.b.b.24.3', 'target_level': 25, 'twist_class_label': '5.34.a.a.1.4', 'twist_class_level': 5, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 34}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 98725
    {'charpoly_factorization': [[[164050629092480295701242997169331061238502785024, 0, 5281572959719960176307049186292379156480, 0, 3247828667956387957668094935040, 0, 632956927553415029760, 0, 44090984320, 0, 1], 1]], 'hecke_orbit_code': 4503668917272601, 'p': 2}
  • id: 98726
    {'charpoly_factorization': [[[870453232080837293826956909447409088965745244094641874913857606994080477643776, 0, 4701990030317778791083796095051662903347334114578114307641345280, 0, 2858997421527370182088822475679369699023212114560, 0, 581130678026719648186439489177760, 0, 42336553823186580, 0, 1], 1]], 'hecke_orbit_code': 4503668917272601, 'p': 3}
  • id: 98727
    {'charpoly_factorization': [[[0, 1], 10]], 'hecke_orbit_code': 4503668917272601, 'p': 5}
  • id: 98728
    {'charpoly_factorization': [[[8526207493599343477364098087191293123764564042293830664077179740381576302784268735525158450681621779709135625073022744930958527161525044224, 0, 10514101246787291879946881433349740295889729565237416958113245083440969384415998182475669807873106733815407412480, 0, 3978066067484677982362513946508599351557901772284264120984200356354007131790914867840, 0, 632152841808230311238831161124001335805021265278263859360, 0, 42798202902037254412408419220, 0, 1], 1]], 'hecke_orbit_code': 4503668917272601, 'p': 7}
  • id: 98729
    {'charpoly_factorization': [[[6255052284806379003383605348394165970384568820337020214662491995645608081895475642368, -73258344746387851497083514012575581294259036041023365975273866526720, -3325820589299051480541294543073146915700416163348480, 266946489899311313123698685859840, 287801801877976640, 1], 2]], 'hecke_orbit_code': 4503668917272601, 'p': 11}
  • id: 98730
    {'charpoly_factorization': [[[157010154174817240959842747823998229921525250487898537116720504630970998676515216315968889590341227945647105101654443774068416565217093413257204377051983249896384588617366715480933376, 0, 418840185979104946671076189469646578052080196319896314314293426489022714490118007368988807338832813801631234420956492770770161231859547303660750080, 0, 397604761289327276826159119976065268439786462849312437635416969590107280395053798193030894007985376484537631360, 0, 158624966695865842553313632074126878563761140810488621572876517145328435360, 0, 23751991196971454344890675851762242580, 0, 1], 1]], 'hecke_orbit_code': 4503668917272601, 'p': 13}
  • id: 98731
    {'charpoly_factorization': [[[60668339335383978316636754929214191650308766095737433048625658050560280380045783035499249540003115820066561098391107711390009873261911439704829356163494696047887842862790750378180831141017059613910017024, 0, 9244217286641453419051456635669874898614324122003131495492645076666514879376547806444010427467732840701416021994175757372381912735114234742075964824022083690702080, 0, 535980218351967434783627110938761284302466041498997456927552207435211098929864370018152709574763075696925097179591314202240, 0, 14848950845675760835012308441059445770958681092147636265022320051420092220904870560, 0, 196960309201824922222818933104533909911220, 0, 1], 1]], 'hecke_orbit_code': 4503668917272601, 'p': 17}
  • id: 98732
    {'charpoly_factorization': [[[977447863834865998813176182163365864363842734684296869470523405686662763306551828360846111132592752000000, 1385352118776375828691236361133250875924543377134839292426150185995195932921910560000, -2067951149154806349397790150908999092486742531683184296882320000, -2585585487631680865823554718277890254223200, 918364712195153947500, 1], 2]], 'hecke_orbit_code': 4503668917272601, 'p': 19}
  • id: 98733
    {'charpoly_factorization': [[[5251302226637993371293325012851991505131562042653911034887394208344504320332974943388808926778916781086863776931580963307487269924408505731463935317238198979449071641917778665426584449307899908417973738542068250237111154123776, 0, 23202624708721427652132514863277173763032495309122615984616563936287166436240072128531646271071808173563798896504649708542459699019019444660044578463270659088613478395346874706535680, 0, 36437693011606227844278483911218421980890134684440946288151897238833508335829179901778800193177088338922838870605322542983075372308229760, 0, 25775941836383629201392124971155241568868780856952652495701819673457430488342354426111756960, 0, 8336028624803269582843315038864573742820860980, 0, 1], 1]], 'hecke_orbit_code': 4503668917272601, 'p': 23}
  • id: 98734
    {'charpoly_factorization': [[[5887215819311586804655305198611109315781760253328933491631635702567971739113907298002611146966710603674450930797500000, -131179855316273879197361276022170113779102266251907983595969634846697349579383047527035186190000, 788045165797566673512798599214319358974686551683568898408551416795430000, -724590606848421129574370402169171396065950018200, -926877224993589271166050, 1], 2]], 'hecke_orbit_code': 4503668917272601, 'p': 29}
  • id: 98735
    {'charpoly_factorization': [[[-18571649100995754030184847101793111475891288366581441583652494362411148891284111883495452745197447765688799189720229624832, -82385212734978626454189826573330861858154598369572625228670620298794971780552701407336113336728320, -104268760261782355549028306459289604583629479547400883059820278887633745280, -38650647313600364646135414164588765425108889758560, 1336046479411821372201940, 1], 2]], 'hecke_orbit_code': 4503668917272601, 'p': 31}
  • id: 98736
    {'charpoly_factorization': [[[197987282343479986655718213403336115832813496346622470144410382075504680183039251681343459010864921423323350175687520086622560115823231266608501571527536099845954704315376852992424982057043496987301731588852412970192457305143546062342200848642423590093824, 0, 4461539713276723295242283637232389652543613982151791621084038891796359790366165363380828407242496538024962447788294638421600270429747960849888182397568576689973373789603864871021543413948436504879710209280, 0, 18786950099136380205530535665089614895657782042570422539137816455753075767387855494699750356118484579390451261946760869890585411388765235590815120755507840, 0, 24039430299816461137479154977206605949027238453920204149393682655063283770425722448015153197325716070560, 0, 9332093532736026026706285512660022762485394140121620, 0, 1], 1]], 'hecke_orbit_code': 4503668917272601, 'p': 37}
  • id: 98737
    {'charpoly_factorization': [[[145390226756197053831422631642242958937397357608616129244486924699363242614069734245369750165068633435754172275548753539029041764768, 7446282144545159818785463114316294037119878315593175885012011419773687134569798182983436694757179424262480, 100481184714856220275094822022913879438064494559277252719431475060749848115039120, 559541040557754609872263015233747634977668400285281640, 1325620030754525933329256290, 1], 2]], 'hecke_orbit_code': 4503668917272601, 'p': 41}
  • id: 98738
    {'charpoly_factorization': [[[540850659131157095451323279462424179344358826623285025459487660001833484775258403705432852281023560901210306302140027165932634087717601194786814829607096647764232491800873485426662694162015949928306710540676460077913533350376741443398183024710761172605253872817662616576, 0, 3957421216448896351847071903837128765092268494989085669133508763288301732589458880362324055700495254602394984378926787699948012829358043340240987551862557672186191467978116864405231466172187652180672678634395701863680, 0, 10155303329755803634379026259086482134979519302769682773576899526434337862165508225644359134837551286076300988588870955545365731298547308572783233043024013119800960, 0, 11642904753361763387349033316784967936763420040381894644435799726750798284283804774715582982697366078869286560, 0, 5903307996537309362774288639774848367998371748640254580, 0, 1], 1]], 'hecke_orbit_code': 4503668917272601, 'p': 43}
  • id: 98739
    {'charpoly_factorization': [[[27121218300475387897917796608835485025849693920558930771173199057792143940536177562684883602639994265333949689075844373339536990709629535773054256396658078992089217194207429452245071700396436522905623550872104055861898600511125017401122100272957585712586094683063754957824, 0, 670760085583317840074705537095486562539550056106391076652040547451292174465022374187775988939903326396216329496419410564002436362164183782309102031517639907913525456201091393953622585592328549861654273080165251980698880, 0, 1748676856412950509511120879164913798367222598184586599225578375783938397611722748166842973327201845867049167329391374149695624943630273523948019868418957270981095040, 0, 593212522108232815078805053061883941099646066326600109114025233530259532808727011516716475575425059136747891360, 0, 48763837839095479427494517521154734179670311397031060020, 0, 1], 1]], 'hecke_orbit_code': 4503668917272601, 'p': 47}
  • id: 98740
    {'charpoly_factorization': [[[259036018995868921335205053190587670827413440080983713819827716654673304730946758135690307708028577971702610062648086821200322748583500116820254833721644394000354007569321479142093275763521667235433803325431375977669697080378436101941117976815703995951119878103232493101308970481918976, 0, 4582776324850293555024303326153889174447904994119832221580367287369267939385047641185472218324544669414028403098661758444579625748225675303805706807750198518584821909266138446309569629501424723966028704639437487444756719050958080, 0, 15456144049484629008315294708646127602570046846394603063402401045819779253852252051646480790550388277923466950517928353926565240837485281444210193541131616983649264911621760, 0, 16267962563520501482775243614190896038123989488143483511050162612441804264642282632202303427313249354264477151654560, 0, 6829081313206134151865903419791072250279150765795123993780, 0, 1], 1]], 'hecke_orbit_code': 4503668917272601, 'p': 53}
  • id: 98741
    {'charpoly_factorization': [[[505438711493945655360704426843576150608656420457721882806979542625777015780284631996178050249971744272711607839989166516454526234600021424000000, 71044913482793863070704017469538554101958873791127683030798628089798907117968855375250000833305683737060266409760000, -4152980922668653596587636687050660462659172630142890559971572839447572826679382800080000, -16670241725185249766861816144400584612056062178762793224800, 257176212490429778182108906300, 1], 2]], 'hecke_orbit_code': 4503668917272601, 'p': 59}
  • id: 98742
    {'charpoly_factorization': [[[-884832609879524928427553229146542452519958275298356017581054115283985284979066478837125704930185107213968861583394942196053230549620567764917094432, -5007354995332653204572850080601625290620488877994698502816264578600801167887793445901977661745562204081279640504627120, 73972227049690689909156800150998061712808665755858343347372437719239274194137031890662320, -2118411101253656260367271431334972979941775197719495244760, -742889693167672203496619446410, 1], 2]], 'hecke_orbit_code': 4503668917272601, 'p': 61}
  • id: 98743
    {'charpoly_factorization': [[[11827507246293719215761727412107005027491101260429961465988738017798676808605985088890054607785105001379587444612442739424200926371640130137495947930101647985961515003942221941365548101603379529600660288055363615251124251690638193149970430884029429284334886889164954318616796286429011235271036929024, 0, 424337859923374762052057484837284463406851776022574299564828678723000070338374233158860124055468422136757380418402417947581573262371275221304033738543781730890103913436027367178271043492770768075998819740684472113930291279883841107680462080, 0, 3603282503446722455118287133246683778460691416483846196342624906708866785448799555128846635387739928539657580320419397573860391513900590933845124826518119228786285908610989688730240, 0, 7222841674930851650702699550879899603814706382735461002055466633967230624292262737931658889945975434836727195910563686560, 0, 4774941167870466937761824134856270378316279819627463915395220, 0, 1], 1]], 'hecke_orbit_code': 4503668917272601, 'p': 67}
  • id: 98744
    {'charpoly_factorization': [[[-438453712867589088582264445168921657072926977658648897337851356086024898714686925424245949107240440472033169467305486920031696122183274497360971454968832, -643792029139093478102374217650314174614112178541620383786306775096587127993855173655067338987396635753427349335905781656320, -278708025272642334746785381846269082404436140408558002819525049838694618508981776483077297280, -30293854811913883919484047215699563636945064612627509479038560, 5502085339682331744817794354940, 1], 2]], 'hecke_orbit_code': 4503668917272601, 'p': 71}
  • id: 98745
    {'charpoly_factorization': [[[22632356897818025568865301224543837703047211948609631889545957615765609687303287482966277775548605684026411948190183672555798049933109671262088500334750785956468904956222872930960284449966502441835545778248364247963599852191374061034987179277885431063225372452244955953314753472874270855464916809297709106176, 0, 7231727215531702755437020315351973741845837082442251720619048927678148473465950751478539026444532983850300939466333706010003740723578170856602319404628296452196366470062880210417519003080291292794602926124975337611242717104299781008454729089025280, 0, 611312770499165186423340621979032209679613594451262452360092591110036868474734941507500162567951260301085416705178390865477014568894709017793120122905577846121230984597627288488897004160, 0, 18436437805062421871817884641473831187502176516402687219481499521166223029246841533224182672646346532449475380898339940966560, 0, 228577383157590494655242759379795677256265782422912683716303380, 0, 1], 1]], 'hecke_orbit_code': 4503668917272601, 'p': 73}
  • id: 98746
    {'charpoly_factorization': [[[-2569894738241821962373418481073801961733816848525937544399089998591719688096075912392217572748598101866568587366526023304326307034774366714108331175424000000, 70020594761407756042529931514250916902851814956101126237386110587094183718894176231827410467295619570813043424847475560960000, 25840484554226915393157089255729997291851141454358010727188393468830725688770357430803192960000, -1351871752456835614302394769916384947680218628871014794929827200, -10258197004592737759121926298200, 1], 2]], 'hecke_orbit_code': 4503668917272601, 'p': 79}
  • id: 98747
    {'charpoly_factorization': [[[1064907570683977092444013523818875080114472150835432012499509142722677077900021164485019244291237775113900681226583457438045366612735608560587806651865322987079719394856943733191100371926421506934904642628867848273348640593272547161649749891310976828817456629180087866273268295762199980425154033255967340946072576, 0, 76028746932369015418496152968660327721709868298668068573737635647845869971871993128999328773362994336998553468889830560860052837549731907742422312311260354654819054474620665988034783006999081292470093127828104102609670391819255248278510619753043764480, 0, 1524284150563606900191307694478979242971815853385181210865188727462412988369072174964117745320892692826182411661586930666772638670173794150251714115737330856286452211028461412756021327007360, 0, 7745456186216909500034317641109577289014310651516431307829937428740993198594260224065511368071632718990585771533903189486860960, 0, 6654861197398756205774561137944609325660591634396806886678467380, 0, 1], 1]], 'hecke_orbit_code': 4503668917272601, 'p': 83}
  • id: 98748
    {'charpoly_factorization': [[[20720360108489233323078352747696926212019872156111012561395336088115330105305239522394326914680109305273419236822192356030099036096603588051027777638144882500000, 543907594815240903955886300054484907464430419548910724782615318780166446074350002018675786720459167092491622916776614402036210000, -415938477986697444772546107278804378964599409291529333455891259200735121579553539376534196390000, -50829835140551406831793384317744980779468247637516284726812507800, -60853500388863684631316333445150, 1], 2]], 'hecke_orbit_code': 4503668917272601, 'p': 89}
  • id: 98749
    {'charpoly_factorization': [[[183412773725666457646161879732127368577608223343567752834881544488015234497789978238612087673677351059550619095052210511970072331292908767430206152422517836796540901355687297933333511792953814579775058282665644569559990736053434177781444563276359230272395031924653573184263157398554733463009313998970777868595709126472500224, 0, 442771677155540238962748210171233359073401481473931722121780539995446833147496705384768885666185324957266575520340765005945597403071837900036651745402213791366462664960494389922086815125916452967924698591699970545644501787303284308780463120610268443836301313280, 0, 20264324486647001540200250211967612284592609084720063976381393740407344847659561421525906802382138814512738071530660958540178648856912386935622489441845136230257713474568101029773289495756383437440, 0, 280164800999452738882354698425157562913726145984160812958307470030755585504775335572544648483463079150109205913356410776248515993760, 0, 1292802143489412271152123689582300425583245823482734158674849958420, 0, 1], 1]], 'hecke_orbit_code': 4503668917272601, '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': 2, 'label': '25.34.b.b', 'level': 25, 'portrait': 'data:image/png;base64,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', 'weight': 34}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 80676000
    {'hecke_orbit_code': 4503668917272601, 'n': 1, 'trace_an': 10}
  • id: 80676001
    {'hecke_orbit_code': 4503668917272601, 'n': 2, 'trace_an': 0}
  • id: 80676002
    {'hecke_orbit_code': 4503668917272601, 'n': 3, 'trace_an': 0}
  • id: 80676003
    {'hecke_orbit_code': 4503668917272601, 'n': 4, 'trace_an': -2282622720}
  • id: 80676004
    {'hecke_orbit_code': 4503668917272601, 'n': 5, 'trace_an': 0}
  • id: 80676005
    {'hecke_orbit_code': 4503668917272601, 'n': 6, 'trace_an': 25850126231520}
  • id: 80676006
    {'hecke_orbit_code': 4503668917272601, 'n': 7, 'trace_an': 0}
  • id: 80676007
    {'hecke_orbit_code': 4503668917272601, 'n': 8, 'trace_an': 0}
  • id: 80676008
    {'hecke_orbit_code': 4503668917272601, 'n': 9, 'trace_an': -29082501980817930}
  • id: 80676009
    {'hecke_orbit_code': 4503668917272601, 'n': 10, 'trace_an': 0}
  • id: 80676010
    {'hecke_orbit_code': 4503668917272601, 'n': 11, 'trace_an': -575603603755953280}
  • id: 80676011
    {'hecke_orbit_code': 4503668917272601, 'n': 12, 'trace_an': 0}
  • id: 80676012
    {'hecke_orbit_code': 4503668917272601, 'n': 13, 'trace_an': 0}
  • id: 80676013
    {'hecke_orbit_code': 4503668917272601, 'n': 14, 'trace_an': -23352899832544964640}
  • id: 80676014
    {'hecke_orbit_code': 4503668917272601, 'n': 15, 'trace_an': 0}
  • id: 80676015
    {'hecke_orbit_code': 4503668917272601, 'n': 16, 'trace_an': -178360179086491914240}
  • id: 80676016
    {'hecke_orbit_code': 4503668917272601, 'n': 17, 'trace_an': 0}
  • id: 80676017
    {'hecke_orbit_code': 4503668917272601, 'n': 18, 'trace_an': 0}
  • id: 80676018
    {'hecke_orbit_code': 4503668917272601, 'n': 19, 'trace_an': -1836729424390307895000}
  • id: 80676019
    {'hecke_orbit_code': 4503668917272601, 'n': 20, 'trace_an': 0}
  • id: 80676020
    {'hecke_orbit_code': 4503668917272601, 'n': 21, 'trace_an': -21070231543425610826280}
  • id: 80676021
    {'hecke_orbit_code': 4503668917272601, 'n': 22, 'trace_an': 0}
  • id: 80676022
    {'hecke_orbit_code': 4503668917272601, 'n': 23, 'trace_an': 0}
  • id: 80676023
    {'hecke_orbit_code': 4503668917272601, 'n': 24, 'trace_an': 143906401505515790361600}
  • id: 80676024
    {'hecke_orbit_code': 4503668917272601, 'n': 25, 'trace_an': 0}
  • id: 80676025
    {'hecke_orbit_code': 4503668917272601, 'n': 26, 'trace_an': -849804721525442929523680}
  • id: 80676026
    {'hecke_orbit_code': 4503668917272601, 'n': 27, 'trace_an': 0}
  • id: 80676027
    {'hecke_orbit_code': 4503668917272601, 'n': 28, 'trace_an': 0}
  • id: 80676028
    {'hecke_orbit_code': 4503668917272601, 'n': 29, 'trace_an': 1853754449987178542332100}
  • id: 80676029
    {'hecke_orbit_code': 4503668917272601, 'n': 30, 'trace_an': 0}
  • id: 80676030
    {'hecke_orbit_code': 4503668917272601, 'n': 31, 'trace_an': -2672092958823642744403880}
  • id: 80676031
    {'hecke_orbit_code': 4503668917272601, 'n': 32, 'trace_an': 0}
  • id: 80676032
    {'hecke_orbit_code': 4503668917272601, 'n': 33, 'trace_an': 0}
  • id: 80676033
    {'hecke_orbit_code': 4503668917272601, 'n': 34, 'trace_an': 137261316985027076739134560}
  • id: 80676034
    {'hecke_orbit_code': 4503668917272601, 'n': 35, 'trace_an': 0}
  • id: 80676035
    {'hecke_orbit_code': 4503668917272601, 'n': 36, 'trace_an': -360748400001957176977117440}
  • id: 80676036
    {'hecke_orbit_code': 4503668917272601, 'n': 37, 'trace_an': 0}
  • id: 80676037
    {'hecke_orbit_code': 4503668917272601, 'n': 38, 'trace_an': 0}
  • id: 80676038
    {'hecke_orbit_code': 4503668917272601, 'n': 39, 'trace_an': 1571583303018981507764931240}
  • id: 80676039
    {'hecke_orbit_code': 4503668917272601, 'n': 40, 'trace_an': 0}
  • id: 80676040
    {'hecke_orbit_code': 4503668917272601, 'n': 41, 'trace_an': -2651240061509051866658512580}
  • id: 80676041
    {'hecke_orbit_code': 4503668917272601, 'n': 42, 'trace_an': 0}
  • id: 80676042
    {'hecke_orbit_code': 4503668917272601, 'n': 43, 'trace_an': 0}
  • id: 80676043
    {'hecke_orbit_code': 4503668917272601, 'n': 44, 'trace_an': 3711878773305232716307804160}
  • id: 80676044
    {'hecke_orbit_code': 4503668917272601, 'n': 45, 'trace_an': 0}
  • id: 80676045
    {'hecke_orbit_code': 4503668917272601, 'n': 46, 'trace_an': -5749299441668848515671371680}
  • id: 80676046
    {'hecke_orbit_code': 4503668917272601, 'n': 47, 'trace_an': 0}
  • id: 80676047
    {'hecke_orbit_code': 4503668917272601, 'n': 48, 'trace_an': 0}
  • id: 80676048
    {'hecke_orbit_code': 4503668917272601, 'n': 49, 'trace_an': -8286468607000063583445894370}
  • id: 80676049
    {'hecke_orbit_code': 4503668917272601, 'n': 50, 'trace_an': 0}
  • id: 80676050
    {'hecke_orbit_code': 4503668917272601, 'n': 51, 'trace_an': 14693438437830537506177750520}
  • id: 80676051
    {'hecke_orbit_code': 4503668917272601, 'n': 52, 'trace_an': 0}
  • id: 80676052
    {'hecke_orbit_code': 4503668917272601, 'n': 53, 'trace_an': 0}
  • id: 80676053
    {'hecke_orbit_code': 4503668917272601, 'n': 54, 'trace_an': -128269435172297554561502376000}
  • id: 80676054
    {'hecke_orbit_code': 4503668917272601, 'n': 55, 'trace_an': 0}
  • id: 80676055
    {'hecke_orbit_code': 4503668917272601, 'n': 56, 'trace_an': 289761018489691889589260313600}
  • id: 80676056
    {'hecke_orbit_code': 4503668917272601, 'n': 57, 'trace_an': 0}
  • id: 80676057
    {'hecke_orbit_code': 4503668917272601, 'n': 58, 'trace_an': 0}
  • id: 80676058
    {'hecke_orbit_code': 4503668917272601, 'n': 59, 'trace_an': -514352424980859556364217812600}
  • id: 80676059
    {'hecke_orbit_code': 4503668917272601, 'n': 60, 'trace_an': 0}
  • id: 80676060
    {'hecke_orbit_code': 4503668917272601, 'n': 61, 'trace_an': 1485779386335344406993238892820}
  • id: 80676061
    {'hecke_orbit_code': 4503668917272601, 'n': 62, 'trace_an': 0}
  • id: 80676062
    {'hecke_orbit_code': 4503668917272601, 'n': 63, 'trace_an': 0}
  • id: 80676063
    {'hecke_orbit_code': 4503668917272601, 'n': 64, 'trace_an': 2078735103694502811148443975680}
  • id: 80676064
    {'hecke_orbit_code': 4503668917272601, 'n': 65, 'trace_an': 0}
  • id: 80676065
    {'hecke_orbit_code': 4503668917272601, 'n': 66, 'trace_an': -6655035034062564292395293122560}
  • id: 80676066
    {'hecke_orbit_code': 4503668917272601, 'n': 67, 'trace_an': 0}
  • id: 80676067
    {'hecke_orbit_code': 4503668917272601, 'n': 68, 'trace_an': 0}
  • id: 80676068
    {'hecke_orbit_code': 4503668917272601, 'n': 69, 'trace_an': 5534834351560350274144858514040}
  • id: 80676069
    {'hecke_orbit_code': 4503668917272601, 'n': 70, 'trace_an': 0}
  • id: 80676070
    {'hecke_orbit_code': 4503668917272601, 'n': 71, 'trace_an': -11004170679364663489635588709880}
  • id: 80676071
    {'hecke_orbit_code': 4503668917272601, 'n': 72, 'trace_an': 0}
  • id: 80676072
    {'hecke_orbit_code': 4503668917272601, 'n': 73, 'trace_an': 0}
  • id: 80676073
    {'hecke_orbit_code': 4503668917272601, 'n': 74, 'trace_an': 7277243818356708673732037512160}
  • id: 80676074
    {'hecke_orbit_code': 4503668917272601, 'n': 75, 'trace_an': 0}
  • id: 80676075
    {'hecke_orbit_code': 4503668917272601, 'n': 76, 'trace_an': 14372679965174635117412392371200}
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