Newform data - 12.57.c.a

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• 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': 38988, 'analytic_conductor': 238.33274991805968, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 3, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': -1, 'char_values': [12, 2, [7, 5], [2, 1]], 'cm_discs': [-3], 'conrey_index': 5, 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 0, 'hecke_cutters': [[5, [0, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 138395254796, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 3, 2, -1, 2, -3]], 'is_cm': True, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': True, 'is_twist_minimal': True, 'label': '12.57.c.a', 'level': 12, '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': [2, 3], 'level_radical': 6, 'minimal_twist': '12.57.c.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 2, 'qexp_display': 'q+3^{28}q^{3}-591717446468983676495806q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '56.2.1.d2', 'self_twist_discs': [-3], 'self_twist_type': 1, 'space_label': '12.57.c', 'trace_display': [0, 22876792454961, 0, -591717446468983676495806], 'trace_hash': 948968205828032893, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.012', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.945', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.027', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.828', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.124', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.414', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.508', 'prec': 17}, 'traces': [1, 0, 22876792454961, 0, 0, 0, -591717446468983676495806, 0, 523347633027360537213511521, 0, 0, 0, -30991922180269535381092636301086, 0, 0, 0, 0, 0, -801094118290345631094986560492669726, 0, -13536597214850435181565125176560393566, 0, 0, 0, 1387778780781445675529539585113525390625, 0, 11972515182562019788602740026717047105681, 0, 0, 0, -177219193906377821405866631209929992114686, 0, 0, 0, 0, 0, -131479260864817427088935383416643128485153758, 0, -708995771498328571907505059908880700290387646, 0, 0, 0, 6260644778529028190982080116975624058745258914, 0, 0, 0, 0, 0, 138541922653349171125793439094796140881475396035, 0, 0, 0, 0, 0, 0, 0, -18326463881018213762162678455792403394704503210686, 0, 0, 0, 160882166479384547464784483706890952741807228139874, 0, -309673925030536522223716443758186314500613489180926, 0, 0, 0, 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0, 0, 0, -5015365708784768035335468081020269339721592569200970334977583448251230452959437564, 0, 9597390185805010099802818720449653548865182165835311746686163786258283264464285636, 0, 0, 0, 6557058601570357596508204209376407562235314770276445891368817037229629966786039234, 0, 0, 0, 0, 0, 183001269650307128200644511361547791179837362955839276417420319396548015182010722, 0, 11191992371402675959570316165605436100743483869649855155179437037276316767476522754, 0, 0, 0, 0, 0, -2121759489685511047305433282732412605480780996599522106614531758574306748914131166, 0, 0, 0, 7839491297426657080705875253942679356383134413463412253884527413516798034573044321, 0, 0, 0, 0, 0, -12305655231619250586433430931829479876286051110548780806935143037647778070053591166, 0, 6157876037937642202465942767218016397152661173155927445609421348950240565226687874, 0, 0, 0, 21696845419870971433547963191062984312117701538387697030605479683597974470678454434, 0, 0, 0, 0, 0, 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73174659309778586609395550854236960745129536729745171518177587096789652826414018754, 0, 30040431755451453994611394096702917103933112796037356093576605194769859032261611074, 0, 0, 0, -182464128341021973712853509209446024160119700918691876267985207960009574890136718750, 0, -235632035407942084810167654017766668438734923155902208320704508750320964929139504638, 0, 0, 0, -110985119374234015954948042212561030636117104437011856697794591432936171440304936410, 0, 0, 0, 0, 0, 272276785647344392237713081924642166088169153625178013175578356920154783640516768194, 0, 340657464560447397919418885223963363957554317652483610168478685465072077740127955874, 0, 0, 0, 0, 0, 0, 0, 0, 0, 831348067899273803814585865252224225247413336015470152140250957763859926093668678468, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -296881241341878132314098490864840549585673018373143782795553819146534191016950649085, 0, 0, 0, 0, 0, 680051010843042236617523374715585123356795716740800347832490567219045616701259746882, 0, 0, 0, 0, 0, 720991374398666440779191857392451173528819804496115831434702175177684292094657074628, 0, -983929287349150877167038103816688460593314410895793287181732011958956718444824218750, 0, 0, 0, 0, 0, 716346060620647783497556828221642186923855776570639470052814091422599848998941351074, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1236180277815337054943858198723715203174063348020048561093138620762612045063712576514, 0, -1448016137382660869271815173012024682895613404364737767125199414599340192821870073598, 0, 0, 0, -1595959822329978227956931645501344491505106581653974402858198482326921555964443341278, 0, -1574137446896059041877346142410377470547033042411714642372960180916074216152160299198, 0], 'weight': 57, 'weight_parity': -1}
• mf_hecke_nf •

  Column	Type
  an	jsonb
  ap	jsonb
  char_orbit_index	smallint
  field_poly	numeric[]
  hecke_orbit_code	bigint
  hecke_ring_character_values	jsonb
  hecke_ring_cyclotomic_generator	integer
  hecke_ring_denominators	numeric[]
  hecke_ring_inverse_denominators	numeric[]
  hecke_ring_inverse_numerators	numeric[]
  hecke_ring_numerators	numeric[]
  hecke_ring_power_basis	boolean
  hecke_ring_rank	integer
  label	text
  level	integer
  maxp	integer
  weight	smallint

  
  {'an': [[1], [0], [22876792454961], [0], [0], [0], [-591717446468983676495806], [0], [523347633027360537213511521], [0], [0], [0], [-30991922180269535381092636301086], [0], [0], [0], [0], [0], [-801094118290345631094986560492669726], [0], [-13536597214850435181565125176560393566], [0], [0], [0], [1387778780781445675529539585113525390625], [0], [11972515182562019788602740026717047105681], [0], [0], [0], [-177219193906377821405866631209929992114686], [0], [0], [0], [0], [0], [-131479260864817427088935383416643128485153758], [0], [-708995771498328571907505059908880700290387646], [0], [0], [0], [6260644778529028190982080116975624058745258914], [0], [0], [0], [0], [0], [138541922653349171125793439094796140881475396035], [0], [0], [0], [0], [0], [0], [0], [-18326463881018213762162678455792403394704503210686], [0], [0], [0], [160882166479384547464784483706890952741807228139874], [0], [-309673925030536522223716443758186314500613489180926], [0], [0], [0], [2186336628514884999406009485093209387409497271945314], [0], [0], [0], [0], [0], [-26824669443334398767307847312585979941233078135570238], [0], [31747927141335952061496072929003275930881500244140625], [0], [0], [0], [269218387719281559373178978274179197128698492212533122], [0], [273892744995340833777347939263771534786080723599733441], [0], [0], [0], [0], [0], [0], [0], [0], [0], [18338461053674546673081493783833097674528370706032245316], [0], [-4054206718031694572554718506564765166070270909801657246], [0], [0], [0], [81712258162086248351688385708540726414381613455170984194], [0], [0], [0]], 'ap': [[0], [22876792454961], [0], [-591717446468983676495806], [0], [-30991922180269535381092636301086], [0], [-801094118290345631094986560492669726], [0], [0], [-177219193906377821405866631209929992114686], [-131479260864817427088935383416643128485153758], [0], [6260644778529028190982080116975624058745258914], [0], [0], [0], [160882166479384547464784483706890952741807228139874], [2186336628514884999406009485093209387409497271945314], [0], [-26824669443334398767307847312585979941233078135570238], [269218387719281559373178978274179197128698492212533122], [0], [0], [81712258162086248351688385708540726414381613455170984194], [0], [-450239994484934026033994491417513917399026603799918886078], [0], [1368776727768628919929508362108820198317074380141822196194], [0], [-21317604909778001934803577773012187969075119532027656912638], [0], [0], [-1218472395399379144004720817114456462201984307659612212339038], [0], [-19788096742456556512682380953197551426426793027993777661235006], [-12647233318953263741646583292139810415400550761091866843456926], [93797893828642861598410677143734331372384186189011185201574754], [0], [0], [0], [-1416112644969711359634699428922896820470282225314850578570471006], [0], [-12417357938329819472045679076160268853569587680388609304704828926], [0], [38242496919565410014946672305036099071335213048217305684719472194], 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[1177573988161193910507121925600885689479804240801444547485463497350355074], [-1590799659786370010047537069539628961242899315528169099141378153267725406], [1779377796083303867699897675741211624442228806750578094342230720257408034], [0], [0], [9010039411659422519531764421799005182845811596815189904330650833400009954], [0], [19999200593897447227436371184726731101144540595020678927423906892944286274], [0], [58198428708472250632097900868070864131381076263043601583876521276008665122], [0], [-119476335181084956147501320636067274713457418776564630263136685529841957246], [-193143961000670583369148353221437596301515481047584521649658703758238037566], [0], [0], [476801885639922865868323062996857636074350392985045297182001758973229176002], [0], [-307763298370990979805271130353647645818273001229388605304837803360287941758], [0], [0], [-1095832410558745955481095150086183913185279734182686769426422037860339962046], [0], [5251475389649460194859054185428834456059615343274017436035679769683786568674], [0], [0], [0], [-23958213105569911204882325858819021789881477603632835997270967434400797720926], [-33485039089625469596723630948168139461634433770851028249415970620489120172446], [57513510175245996661500168494783348725179475945668591825213753291389626593122], [0], [0], [0], [295851923766294390438442190800740959468764889390543991082907186439821375772194], [-320542430343546080171588014623325753547377258462150440752702347368319266344446], [0], [0], [0], [1278204180752005200554998092063862383249362657820587310792324093379960915524674], [-265323125804643522325651254433980565444465166760086799896483931247327510886398], [854783023241737127179069143241024912125595369042145825048396007870884453329442], [0], [445500689435286295967969099725066593051366435802863748759487302865759836236194], [-5021815993371454802519592762946311846378063147704853424274689784666567044696126], [0], [6925606152405361244198300796066876785533216654448657951410780709288098472277602], [0], [0], [0], [-15715278363262929558915466867320173288993860896404023563254853112789106736294238], [-25767289260716600667129384090282059936451394668767958884769159772948560595626238], [0], [0], [-41282273849476124148958415608843520052116009143547558523529372629218554985302558], [0], [37216619402172888607033554500767701059026524370709754612952285936718385595390754], [0], [-265282606655548280500369719465405436962313525420019596370452704628746876737348926], [-333316499842255300573284222919475412539902231010180533796132736045777968845909918], [-219856946083621227433376069106713616674432890976714338268014071796923649231931038], [0], [437976411591061048673754413127265184899228369655446680380142005172933745296796802], [-621480461097895887454889952262349720578473944201425978847994675284487428232548446], [0], [-555354303198620040566955390234084221928446448056198749253803135676569228126722046], [0], [-2322570643499622490217728312373524107906190957109218920378487643940082798784156446], [0], [0], [-3739670710480238834010390586974579615884139959531597628363370210658137212982183006], [0], [6557058601570357596508204209376407562235314770276445891368817037229629966786039234], [0], [183001269650307128200644511361547791179837362955839276417420319396548015182010722], [0], [21696845419870971433547963191062984312117701538387697030605479683597974470678454434], [0], [-13122155872840842801599605819063432424224050448363008947537738780547333044017371358], [0], [-48179172317660878592034530014598079161000321967596792446795561334703046466441483806], [0], [17714068752870443969397111208073630238557282625993490518777025870446968932970906594], [0], [-128167814464515928451856867496302438790764151303206399131379702371962163780063618398], [0], [73174659309778586609395550854236960745129536729745171518177587096789652826414018754], [0], [272276785647344392237713081924642166088169153625178013175578356920154783640516768194], [0], [0], [0], [680051010843042236617523374715585123356795716740800347832490567219045616701259746882], [0], [0], [0], [1236180277815337054943858198723715203174063348020048561093138620762612045063712576514], [-1595959822329978227956931645501344491505106581653974402858198482326921555964443341278]], 'char_orbit_index': 3, 'field_poly': [0, 1], 'hecke_orbit_code': 138395254796, 'hecke_ring_character_values': [[7, [1]], [5, [-1]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '12.57.c.a', 'level': 12, 'maxp': 997, 'weight': 57}
• 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': 38988, 'analytic_conductor': 238.33274991805968, 'char_conductor': 3, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': -1, 'char_values': [12, 2, [7, 5], [2, 1]], 'conrey_index': 5, 'cusp_dim': 109, 'dim': 19, 'eis_dim': 6, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 138395254796, 'hecke_orbit_dims': [1, 18], 'label': '12.57.c', 'level': 12, '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': [2, 3], 'level_radical': 6, 'mf_dim': 115, 'mf_new_dim': 19, 'num_forms': 2, 'prim_orbit_index': 2, 'relative_dim': 19, 'sturm_bound': 114, 'trace_bound': 1, 'trace_display': [0, -7329808306821, 0, 177681777818173258912886], 'traces': [19, 0, -7329808306821, 0, 0, 0, 177681777818173258912886, 0, 371495830124288282100735699, 0, 0, 0, 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• mf_twists_nf •

  Column	Type
  conductor	integer
  degree	integer
  multiplicity	smallint
  order	integer
  parity	smallint
  self_twist_disc	integer
  source_char_orbit	smallint
  source_dim	integer
  source_hecke_orbit	integer
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_char_orbit	smallint
  target_dim	integer
  target_hecke_orbit	integer
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_char_orbit	smallint
  weight	smallint

  
  
  • id: 8633
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 3, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '12.57.c.a', 'source_level': 12, 'target_char_orbit': 3, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '12.57.c.a', 'target_level': 12, 'twist_class_label': '12.57.c.a', 'twist_class_level': 12, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 57}
  • id: 8634
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': -3, 'source_char_orbit': 3, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '12.57.c.a', 'source_level': 12, 'target_char_orbit': 3, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '12.57.c.a', 'target_level': 12, 'twist_class_label': '12.57.c.a', 'twist_class_level': 12, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 57}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 55025
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 138395254796, 'p': 2}
  • id: 55026
    {'charpoly_factorization': [[[-22876792454961, 1], 1]], 'hecke_orbit_code': 138395254796, 'p': 3}
  • id: 55027
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 138395254796, 'p': 5}
  • id: 55028
    {'charpoly_factorization': [[[591717446468983676495806, 1], 1]], 'hecke_orbit_code': 138395254796, 'p': 7}
  • id: 55029
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 138395254796, 'p': 11}
  • id: 55030
    {'charpoly_factorization': [[[30991922180269535381092636301086, 1], 1]], 'hecke_orbit_code': 138395254796, 'p': 13}
  • id: 55031
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 138395254796, 'p': 17}
  • id: 55032
    {'charpoly_factorization': [[[801094118290345631094986560492669726, 1], 1]], 'hecke_orbit_code': 138395254796, 'p': 19}
  • id: 55033
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 138395254796, 'p': 23}
  • id: 55034
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 138395254796, 'p': 29}
  • id: 55035
    {'charpoly_factorization': [[[177219193906377821405866631209929992114686, 1], 1]], 'hecke_orbit_code': 138395254796, 'p': 31}
  • id: 55036
    {'charpoly_factorization': [[[131479260864817427088935383416643128485153758, 1], 1]], 'hecke_orbit_code': 138395254796, 'p': 37}
  • id: 55037
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 138395254796, 'p': 41}
  • id: 55038
    {'charpoly_factorization': [[[-6260644778529028190982080116975624058745258914, 1], 1]], 'hecke_orbit_code': 138395254796, 'p': 43}
  • id: 55039
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 138395254796, 'p': 47}
  • id: 55040
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 138395254796, 'p': 53}
  • id: 55041
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 138395254796, 'p': 59}
  • id: 55042
    {'charpoly_factorization': [[[-160882166479384547464784483706890952741807228139874, 1], 1]], 'hecke_orbit_code': 138395254796, 'p': 61}
  • id: 55043
    {'charpoly_factorization': [[[-2186336628514884999406009485093209387409497271945314, 1], 1]], 'hecke_orbit_code': 138395254796, 'p': 67}
  • id: 55044
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 138395254796, 'p': 71}
  • id: 55045
    {'charpoly_factorization': [[[26824669443334398767307847312585979941233078135570238, 1], 1]], 'hecke_orbit_code': 138395254796, 'p': 73}
  • id: 55046
    {'charpoly_factorization': [[[-269218387719281559373178978274179197128698492212533122, 1], 1]], 'hecke_orbit_code': 138395254796, 'p': 79}
  • id: 55047
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 138395254796, 'p': 83}
  • id: 55048
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 138395254796, 'p': 89}
  • id: 55049
    {'charpoly_factorization': [[[-81712258162086248351688385708540726414381613455170984194, 1], 1]], 'hecke_orbit_code': 138395254796, 'p': 97}
• mf_newform_portraits •

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

  
  {'char_orbit_index': 3, 'hecke_orbit': 1, 'label': '12.57.c.a', 'level': 12, 'portrait': 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', 'weight': 57}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 6390626
    {'hecke_orbit_code': 138395254796, 'n': 256, 'trace_an': 0}
  • id: 6390642
    {'hecke_orbit_code': 138395254796, 'n': 257, 'trace_an': 0}
  • id: 6390942
    {'hecke_orbit_code': 138395254796, 'n': 677, 'trace_an': 0}
  • id: 6393243
    {'hecke_orbit_code': 138395254796, 'n': 125, 'trace_an': 0}
  • id: 6393540
    {'hecke_orbit_code': 138395254796, 'n': 1, 'trace_an': 1}
  • id: 6393541
    {'hecke_orbit_code': 138395254796, 'n': 2, 'trace_an': 0}
  • id: 6393542
    {'hecke_orbit_code': 138395254796, 'n': 3, 'trace_an': 22876792454961}
  • id: 6393543
    {'hecke_orbit_code': 138395254796, 'n': 4, 'trace_an': 0}
  • id: 6393544
    {'hecke_orbit_code': 138395254796, 'n': 5, 'trace_an': 0}
  • id: 6393545
    {'hecke_orbit_code': 138395254796, 'n': 6, 'trace_an': 0}
  • id: 6393546
    {'hecke_orbit_code': 138395254796, 'n': 7, 'trace_an': -591717446468983676495806}
  • id: 6393547
    {'hecke_orbit_code': 138395254796, 'n': 8, 'trace_an': 0}
  • id: 6393548
    {'hecke_orbit_code': 138395254796, 'n': 9, 'trace_an': 523347633027360537213511521}
  • id: 6393549
    {'hecke_orbit_code': 138395254796, 'n': 10, 'trace_an': 0}
  • id: 6393550
    {'hecke_orbit_code': 138395254796, 'n': 11, 'trace_an': 0}
  • id: 6393551
    {'hecke_orbit_code': 138395254796, 'n': 12, 'trace_an': 0}
  • id: 6393552
    {'hecke_orbit_code': 138395254796, 'n': 13, 'trace_an': -30991922180269535381092636301086}
  • id: 6393553
    {'hecke_orbit_code': 138395254796, 'n': 14, 'trace_an': 0}
  • id: 6393554
    {'hecke_orbit_code': 138395254796, 'n': 15, 'trace_an': 0}
  • id: 6393555
    {'hecke_orbit_code': 138395254796, 'n': 16, 'trace_an': 0}
  • id: 6393556
    {'hecke_orbit_code': 138395254796, 'n': 17, 'trace_an': 0}
  • id: 6393557
    {'hecke_orbit_code': 138395254796, 'n': 18, 'trace_an': 0}
  • id: 6393558
    {'hecke_orbit_code': 138395254796, 'n': 19, 'trace_an': -801094118290345631094986560492669726}
  • id: 6393559
    {'hecke_orbit_code': 138395254796, 'n': 20, 'trace_an': 0}
  • id: 6393560
    {'hecke_orbit_code': 138395254796, 'n': 21, 'trace_an': -13536597214850435181565125176560393566}
  • id: 6393561
    {'hecke_orbit_code': 138395254796, 'n': 22, 'trace_an': 0}
  • id: 6393562
    {'hecke_orbit_code': 138395254796, 'n': 23, 'trace_an': 0}
  • id: 6393563
    {'hecke_orbit_code': 138395254796, 'n': 24, 'trace_an': 0}
  • id: 6393564
    {'hecke_orbit_code': 138395254796, 'n': 25, 'trace_an': 1387778780781445675529539585113525390625}
  • id: 6393565
    {'hecke_orbit_code': 138395254796, 'n': 26, 'trace_an': 0}
  • id: 6393566
    {'hecke_orbit_code': 138395254796, 'n': 27, 'trace_an': 11972515182562019788602740026717047105681}
  • id: 6393567
    {'hecke_orbit_code': 138395254796, 'n': 28, 'trace_an': 0}
  • id: 6393568
    {'hecke_orbit_code': 138395254796, 'n': 29, 'trace_an': 0}
  • id: 6393569
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  • id: 6393736
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  • id: 6393737
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  • id: 6393738
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  • id: 6393740
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  • id: 6393745
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  • id: 6393749
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  • id: 6393750
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  • id: 6393751
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  • id: 6393752
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  • id: 6393753
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  • id: 6393754
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  • id: 6393756
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  • id: 6393757
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  • id: 6393759
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  • id: 6393760
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  • id: 6393761
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  • id: 6393762
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  • id: 6393763
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  • id: 6393764
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  • id: 6393770
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  • id: 6393771
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  • id: 6393776
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  • id: 6393778
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  • id: 6393779
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  • id: 6393781
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  • id: 6393783
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  • id: 6393784
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  • id: 6393786
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  • id: 6393787
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  • id: 6393788
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  • id: 6393789
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  • id: 6393791
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  • id: 6393792
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  • id: 6393793
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