Embedded newform data - 10.26.b.a.9.1

Formats: - HTML - YAML - JSON - 2025-06-24T01:10:31.563628

• 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': 6760, 'analytic_conductor': 39.599677995224326, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 5, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [10, 2, [7], [1]], 'cm_discs': [], 'conrey_index': 9, 'dim': 12, 'field_disc': 52907887940255142113222444079658546443701284480285962480503267224377301292294114638078143548247112465976277440436407209984, 'field_disc_factorization': [[2, 12], [11, 2], [337, 2], [4898317, 2], [183239530742322589, 2], [34157933920053344760004247829047, 2]], 'field_poly': [562442837480837791206109989109268286491448310078170789537309341601, 0, 213559114414440049199738916498397853721503585895983619294, 0, 14727031184488621294308896513370084274619782815, 0, 163583579306250445630287276512319780, 0, 721371039010841274826815, 0, 1406300109694, 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': [], 'hecke_orbit': 1, 'hecke_orbit_code': 69155684362, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 1512863598345104601907200000000000000000000000000000, 'hecke_ring_index_factorization': [[2, 90], [3, 8], [5, 29]], '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': True, 'is_maximal': True, 'is_polredabs': False, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '10.26.b.a', 'level': 10, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 5], 'level_radical': 10, 'minimal_twist': '10.26.b.a', 'prim_orbit_index': 2, 'qexp_display': 'q+\\beta _{2}q^{2}+(33\\beta _{2}+\\beta _{3})q^{3}-2^{24}q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 12, 'rm_discs': [], 'sato_tate_group': '25.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '10.26.b', 'trace_display': [0, 0, -490295340, 0], 'trace_hash': 488805555918268474, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.068', 'prec': 17}, {'__RealLiteral__': 0, 'data': '10.508', 'prec': 20}, {'__RealLiteral__': 0, 'data': '3.349', 'prec': 17}, {'__RealLiteral__': 0, 'data': '650.391', 'prec': 24}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '61557.764', 'prec': 30}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.507', 'prec': 17}, 'traces': [12, 0, 0, -201326592, -490295340, -6565199872, 0, 0, -1082937564236, 1636528619520, 19723089228624, 0, 0, 278591122243584, -449884766537680, 3377699720527872, 0, 0, -4015312977833040, 8225790822973440, -56363420582029456, 0, 0, 110145776335716352, -1047554086248996900, -252210272532037632, 0, 0, 5852064063311009640, -3747916483574824960, 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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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[0.02042246146014901, 0.0], [0.26236670152903724, 0.5557399026848957], [-0.9715491348787122, 0.0], [0.0, -1.5645688491129197], [0.0, -0.3632749371882324], [1.7267759343014175, 0.0], [-0.08663074727351852, 0.34277560243814287]], 'angles': [None, -0.35213941968916146, None, -0.49222016100841204, -0.24169641042431092, 0.020260421684155493, 0.14481126496526836, -0.30825661029966034, -0.366624038750391, -0.27552352724549073, -0.3139379599903731, -0.30002618739699427, -0.11465754103300373, 0.17730265864841113, 0.06723601947202215, -0.39045594212025575, -0.33545806326179195, -0.2665401234162918, -0.46348484236127513, -0.2736047312118576, -0.4529296192358483, -0.36570757085485256, 0.10369901189638535, -0.3524773771343251, 0.1415787100353969, -0.1954613284834307, -0.4131095677494466, -0.4896201891983954, -0.1592830974435273, 0.11843732387485756, 0.06932864064745906, -0.30269210556497933, 0.05583709299600498, -0.3017429458389207, -0.3560241987016722, -0.2577648555525958, 0.04504082771645478, 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-0.1633209238445497, -0.374262463834964, -0.25429122467273074, -0.37758318690790915, -0.2811019850124679, -0.13260837924251656, -0.46773567837505103, -0.4165375012676318, 0.06846391747083123, -0.27217919331014756, -0.23375249376200877, -0.37390055402552297, 0.038277449572027195, -0.4345588602410797, -0.21160020534043136, -0.2350546375338489, 0.00931811366359588, 0.04309405906833496, -0.11358218875291488, 0.03458960783960687, -0.4057119969759129, -0.21794163476600262, 0.013600950359245946, 0.02700369728738509, 0.17636602178177382, -0.15270019966982953, -0.39817264510046313, -0.2682989037857176, -0.42378622555288914, -0.12704284405233263, -0.4895826678902275, -0.4179994065842128, 0.055303510529731204, -0.30397615406078526, -0.49120895192077507, 0.1634263200028445, -0.0561065627753186, -0.3570271842916636], 'char_orbit_index': 2, 'conrey_index': 9, 'dual_conrey_index': 9, 'dual_embedding_index': 12, 'dual_embedding_m': 12, 'embedding_index': 1, 'embedding_m': 1, 'embedding_root_imag': -737346.2338654806, 'embedding_root_real': 0.0, 'hecke_orbit': 1, 'hecke_orbit_code': 69155684362, 'label': '10.26.b.a.9.1', 'level': 10, 'weight': 26}
• 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': 6760, 'analytic_conductor': 39.599677995224326, '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': [10, 2, [7], [1]], 'conrey_index': 9, 'cusp_dim': 36, 'dim': 12, 'eis_dim': 4, 'eis_new_dim': 0, 'hecke_cutter_primes': [], 'hecke_orbit_code': 69155684362, 'hecke_orbit_dims': [12], 'label': '10.26.b', 'level': 10, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 5], 'level_radical': 10, 'mf_dim': 40, 'mf_new_dim': 12, 'num_forms': 1, 'prim_orbit_index': 2, 'relative_dim': 12, 'sturm_bound': 39, 'trace_bound': 0, 'trace_display': [0, 0, -490295340, 0], 'traces': [12, 0, 0, -201326592, -490295340, -6565199872, 0, 0, -1082937564236, 1636528619520, 19723089228624, 0, 0, 278591122243584, -449884766537680, 3377699720527872, 0, 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: 770261
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 9, 'source_dim': 12, 'source_embedding_index': 1, 'source_hecke_orbit_code': 69155684362, 'source_is_minimal': True, 'source_label': '10.26.b.a.9.1', 'source_level': 10, 'target_conrey_index': 9, 'target_dim': 12, 'target_embedding_index': 1, 'target_hecke_orbit_code': 69155684362, 'target_is_minimal': True, 'target_label': '10.26.b.a.9.1', 'target_level': 10, 'twist_class_label': '10.26.b.a.9.1', 'twist_class_level': 10, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 26}
  • id: 770262
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 9, 'source_dim': 12, 'source_embedding_index': 1, 'source_hecke_orbit_code': 69155684362, 'source_is_minimal': True, 'source_label': '10.26.b.a.9.1', 'source_level': 10, 'target_conrey_index': 1, 'target_dim': 6, 'target_embedding_index': 1, 'target_hecke_orbit_code': 49539596337283122, 'target_is_minimal': False, 'target_label': '50.26.a.l.1.1', 'target_level': 50, 'twist_class_label': '10.26.b.a.9.1', 'twist_class_level': 10, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 26}
  • id: 770263
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 9, 'source_dim': 12, 'source_embedding_index': 1, 'source_hecke_orbit_code': 69155684362, 'source_is_minimal': True, 'source_label': '10.26.b.a.9.1', 'source_level': 10, 'target_conrey_index': 1, 'target_dim': 6, 'target_embedding_index': 6, 'target_hecke_orbit_code': 45035996709912626, 'target_is_minimal': False, 'target_label': '50.26.a.k.1.6', 'target_level': 50, 'twist_class_label': '10.26.b.a.9.1', 'twist_class_level': 10, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 26}
  • id: 770264
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 9, 'source_dim': 12, 'source_embedding_index': 1, 'source_hecke_orbit_code': 69155684362, 'source_is_minimal': True, 'source_label': '10.26.b.a.9.1', 'source_level': 10, 'target_conrey_index': 9, 'target_dim': 12, 'target_embedding_index': 12, 'target_hecke_orbit_code': 69155684362, 'target_is_minimal': True, 'target_label': '10.26.b.a.9.12', 'target_level': 10, 'twist_class_label': '10.26.b.a.9.1', 'twist_class_level': 10, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 26}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 45475
    {'charpoly_factorization': [[[16777216, 0, 1], 6]], 'hecke_orbit_code': 69155684362, 'p': 2}
  • id: 45476
    {'charpoly_factorization': [[[2303765862321511592780226515391562901468972278080187553944819063197696, 0, 218684533160386610380532650494359402210819671957487226157056, 0, 3770119983229087051343077507422741574302664400640, 0, 10469349075600028520338385696788465920, 0, 11541936624173460397229040, 0, 5625200438776, 0, 1], 1]], 'hecke_orbit_code': 69155684362, 'p': 3}
  • id: 45477
    {'charpoly_factorization': [[[700649232162408535461864791644958065640130970938257885878534141944895541342930300743319094181060791015625, 1152678804808985466594568779775607200339266175007719907735781461610713449772447347640991210937500, 5080041797175142425722419654111895079879078008025516943746424658456817269325256347656250, -1790804017961376884639019313809305770229807208693273423705250024795532226562500, 11932728574524191092665718351949200037864784462726674973964691162109375, -15306353080431536290883190787326384452171623706817626953125000, 61998860102818956942616825166624039411544799804687500, -51359598360533051512797224521636962890625000, 134350579904351042283382415771484375, -67654662974472770507812500, 643971803337356250, 490295340, 1], 1]], 'hecke_orbit_code': 69155684362, 'p': 5}
  • id: 45478
    {'charpoly_factorization': [[[9047217579676106230612962527094512395692946920568894989861639694454542637729091373506978365433406490816446809166146243137536, 0, 832416738739827408325972034650780909797869443558657624831007891383109026468895421091703247843703031199744, 0, 10329750727083295687129794364348020377296085830560894729066385844817278491175273783040, 0, 38689858741528640602031429691435122584053893481942248357700327680, 0, 32058007720764095826430504664691164407968240, 0, 9762692466122817099384, 0, 1], 1]], 'hecke_orbit_code': 69155684362, 'p': 7}
  • id: 45479
    {'charpoly_factorization': [[[678124073645214242308753190416690654121070401768603924474384836224919998464, -1922339765996836029574365860595436529535409557974002105515681792, 834510164276619903645637241666013593446039602589440, 406655893273913171591417570853071965440, -58904460056523766676378640, -9861544614312, 1], 2]], 'hecke_orbit_code': 69155684362, 'p': 11}
  • id: 45480
    {'charpoly_factorization': [[[35073911078496513112899574530167407821977325401429119388147443815603630476151871526049664498316386776052300710743392770447810279812574181377361085355028606034909331456, 0, 96864600228083508592957096951742612607334761894438784284060704835718055196661982471671070978653949305206508114731122225623340840546998419456, 0, 47774089361765991869509798955811717215546461664995322199249917189662316224605185792864384017591147377765621104640, 0, 9952899917775981366357467478597971634301127163848596608392468202965118197736428421120, 0, 1025877271754342021940909767709490427145615898566551658240, 0, 51469837829359765419177863136, 0, 1], 1]], 'hecke_orbit_code': 69155684362, 'p': 13}
  • id: 45481
    {'charpoly_factorization': [[[2520401142493954314880846917828333606303842408041489526297518982817273729348824531883226621763647412985489389220635450321200168237863054911406996740134862086813399654629228817778999296, 0, 11273705250990217826213989616047048687799040849760106822322526220405365010129808545535957079945416964314753550015929559531130236689742725228857697390034944, 0, 14460108577322499807999395121308555104957973377643275011545424788042012370672282646079693463910474961120154412676029234544640, 0, 6393709592875484166705657299282692582605703351580268730903907553754201423428851865200183214080, 0, 901206115928211909346557613007160561230422223143044650263511040, 0, 50734450111510335615578546586624, 0, 1], 1]], 'hecke_orbit_code': 69155684362, 'p': 17}
  • id: 45482
    {'charpoly_factorization': [[[411587616043186737316673490426481675261359371655363452304895121004629832130230341091508800000000, 177975894415899187679650828028489231302427725765939383222693131957405067168000000, 16497261967412224694641761274766040528427235849396035417584480000, -1924127008381306510629610508036791758924095520000, -298942379389659579309101846941200, 2007656488916520, 1], 2]], 'hecke_orbit_code': 69155684362, 'p': 19}
  • id: 45483
    {'charpoly_factorization': [[[226254005452819053913976118530897268057556730251820122329301831998590143070911494820160002854285291835121306525692365865271840245220873042027594735576613675804852638511085972589185705054640598109193506816, 0, 1074557544144183418616243958432103546490877064604300467584492809826879930489308760774076966936466779266033228890277015494818799051144734761134085485859255641887770826438656, 0, 422087653178802525521547553837076690685876797897972628159165405847595003874846943431646446210133734509508880263612880053496281384485379840, 0, 58710529706267481268889978150882250631796999997041301753366699103238758625175896221105993976622293285120, 0, 3567196566325420088280404814548302201764105141241052623295466341510640, 0, 98033611189375727372073272292907896, 0, 1], 1]], 'hecke_orbit_code': 69155684362, 'p': 23}
  • id: 45484
    {'charpoly_factorization': [[[4913905125511515790495959078844543080819051246888464878519396412454014853001141790979210737288068895577000000, -4329394553993026412747213812231679014464209478148190446684297098192295834768260274053000000, -11029487569499806011819574597935745161584353716963531995556229519130250000, 15059325173525669768137195669624512421534905540371172000, -2671085656301904988904260728310911300, -2926032031655504820, 1], 2]], 'hecke_orbit_code': 69155684362, 'p': 29}
  • id: 45485
    {'charpoly_factorization': [[[-7575428069074044140152765717916131128965497468769379410537098680935188651821820609042946336945652943041578663936, -405647380619567446895757479766042305122317925881296235028711162006464155337930795827532398592, 1481851266012210423085472701832724876879563414200567903907937028326728663040, 51556028645565027376794153377753191828299565809915658240, -78285676664714978250262063414194186240, -79292935777014912, 1], 2]], 'hecke_orbit_code': 69155684362, 'p': 31}
  • id: 45486
    {'charpoly_factorization': [[[9388601939938383699166071627911165008308644823920864767321471951716056962130973012962497947970349302570467208708551555555329210817562464241821198923414059581853525928774614233265521460213442509605059477418966367454187938805680246358016, 0, 65063079019576469411033927553148513393313020386246226156662686658540447463876500219821208490135753775056578986196935904373646188122875833364936122085610683288403152671120582956867783538618184761344, 0, 135545553884400533450236080686476638283538158164237810935832513994282563658581480615117915517949217752596827409327811666607559660757805848967284433748938915840, 0, 126961429753075711987388217230114915279121871879989865730937738178556088344907265219800869045267944539607102475205754880, 0, 58707156886463143240298586359792421169315300823314718480204411045474196894416640, 0, 12786575251157771579452328078269070183904, 0, 1], 1]], 'hecke_orbit_code': 69155684362, 'p': 37}
  • id: 45487
    {'charpoly_factorization': [[[-47896052527458518513112881083678482077310463806421851458374431370626738440620353577729830169090826108079778588529484736, -11219332277576505577366333445983108806060239162266028557123222192517010428992809135676947065551526592, 58329767774242655856048282073362985469957170245921149911363164908115155241869040, 6450958680687776650734681405833877413082982512594796441542240, -54566626497453162618446212128442301716740, -103229301719876244012, 1], 2]], 'hecke_orbit_code': 69155684362, 'p': 41}
  • id: 45488
    {'charpoly_factorization': [[[30510839760911205487817968928852187504418698523360365840770348333625076032858302016267588272891404874279879584113312493642201110962415160762345902651977412446086262352638566302395260191981043054078875106756539662138698125547314101561921536, 0, 575354917477034795664098027179112034228457745439057466322903114609367420174569604419704549460830531898946209104811283205446720152142204298050333330188915654243568256779848436019761807480937809965561856, 0, 2799888558580134152446394374390928316496933507464701930268838344888586721153699545188118732310734379609205468626290403643591171513284241370619241544678058352541440, 0, 2168924196626722516449815761847044929404068515698291112280868287274754907502044944383697108642221245105825256562485766897920, 0, 53483709391715103026587765683296732672403199436877316321727782355454193892533670640, 0, 418925542790755546439978888190875380908216, 0, 1], 1]], 'hecke_orbit_code': 69155684362, 'p': 43}
  • id: 45489
    {'charpoly_factorization': [[[3558044768140964937601940174798315427814432283804353705048262091038877421727323120512765883299588486583594127043962329307673421550916719566646292175032979389351267526744971994335923665778068758171346890554559551021167593228892076157277683808839602176, 0, 141905437544915342385189863186818932641494438289329438732277894637334731626200049512214041189510375703427589887357273542693906613331533797966516409661187638275966049179038542405326650695217864365053462497900544, 0, 1178233542950597381834609162449473076348021843002384012660507616498211087687887513726710051354114426296213414026140818317058616885831015764314786367867288625943152541440, 0, 3800274323371029829863423040364423622425641644575823097804894678204090331171114032228925782309905389578747124067564451079041280, 0, 5618172538157653590736456617241978815718532864042477888144432606077023726965615539440, 0, 3857689894065606364777624114963206043890744, 0, 1], 1]], 'hecke_orbit_code': 69155684362, 'p': 47}
  • id: 45490
    {'charpoly_factorization': [[[477361582028169581135409524925678212472677174967081214447272829800057040056940695152842448146851995542833666175616267902349379610204833719403636624238774587287228823406109806424826099802033587252171110365308982381866599992705527560529303810034218521692471296, 0, 1446170155226893869055822719320016685011525691209989418915744371720702977117144647895605631931833979659024587878768360476419283601693620568864237486656388399315059134738653551218372172303389999519609907801212799942656, 0, 478446734886828845836798641252455583284896376992617078052046636931397588583923332345942103285919106855651788115786086793821180679743706034178759845921715617022349073318871040, 0, 60135065544518023188051260127727510029028753401893701031582739361920965129080412009253143417179244726755863607704439268267440619520, 0, 3511127033886354111121783830581979633889043012807383034066991190223738670414044904349440, 0, 96166063250468750889768849165530204189738976, 0, 1], 1]], 'hecke_orbit_code': 69155684362, 'p': 53}
  • id: 45491
    {'charpoly_factorization': [[[-10249375503269090898071164639051378179295379038436268013489470492007184129972510674294093646599800449672253627708325737506752000000, -22028804966931047499248777485417805293060334628699415608950515780318069136702703705545830364354260490016000000, 8119664470876333841203608660773042202887207481898261470011266999194429386242465231200000, 2410702518601893447190364511050642121395570251183412411450710176000, -247125316034906706404954466051498176785261200, -12499075130880780168840, 1], 2]], 'hecke_orbit_code': 69155684362, 'p': 59}
  • id: 45492
    {'charpoly_factorization': [[[-456496763649186492394829439147377987723936552342608851728139620296350860240639734896598647162484262986767521898630165106554603839936, 25012908825221167383550852965493539640790181605790543012871302587918776633383620094054422640131529440271350208, 50310464684191175135041049012635995413907612826480970077492391559095766781479256149907440, 688743679617143162947326025802888931789273164044993362047315313440, -945567489260299631272054944962713641329719140, -3687285610311118296612, 1], 2]], 'hecke_orbit_code': 69155684362, 'p': 61}
  • id: 45493
    {'charpoly_factorization': [[[6425662322204143565599764360027983703963804330303284166938585458926417241152000143061150131437766601563064361594166235673883544222283990990786629870071572363711416346525763382807255134541454505026197357278745973269511821224101513267694539577689822406185686242987955506384896, 0, 13279838195094435277929119445843807453711842193467896530686129337303118549977059019654892568328520908993464016324337672566464693012093033450889150536917411584080379773820927399598770757748198377822852739071992887025433170231097344, 0, 9224763318517987868091180053670677114619307932716573406620004085153748757675397587955864408703717801496332222320196245537055770073713456776512684573772948701028478220331676660958519040, 0, 2971767260631362539553066523576165914836731220121261649489400120041977771264858059123523779735627476731029735681664665011917473396018100480, 0, 476085882531255921402956046208494411455737703447519647478605210044160659766560979390392787440, 0, 35823606211280383438799034936582648767778626424, 0, 1], 1]], 'hecke_orbit_code': 69155684362, 'p': 67}
  • id: 45494
    {'charpoly_factorization': [[[-145662393873720544349701407511027091567639292590351288725400476059411728821281218832515308319602880672518849377428173720533216110973812736, -6218775654209361327523997467380721943424154697275280681901409086161463816090579410010231340286067623900750816673792, 197523007291136078023418651398633390706501985959298367491772063149824257036024130856124477440, 4435519068445018128886693123570223358368010167742250754629615137085440, -53355272776537476496234018210399718227699352640, -74568876221253661649712, 1], 2]], 'hecke_orbit_code': 69155684362, 'p': 71}
  • id: 45495
    {'charpoly_factorization': [[[8735124170314901857075099450709508952000848716388261018150125611295460980076662340298320786626963231913412899976213319592064999844860440067151021088525520650656997071515223505839535740635903574652008889706629132816110139760610277372962701215603117937117966272145412006625673216, 0, 112938265305038092598320426743531649100120634464170180571255830574311509605935877344682412987753744096171034923657543391627692443657422520257055119638767327910070448664281373838058667847438788641217914270166412229594164642777720160256, 0, 18466290587606721715738032237369346392964196953245391627742962811546020154081886664756025929775044469611515623216335958172023132106475587626749702155381313240684580132511247942350526218240, 0, 1045891593677952076605510628421860698599735175942463861439229204856967324023124016217332578395731622657260661900205439752346055710549050654720, 0, 25635243571298482013211034473769873515731570186220322909318607114035963614271913236576238039040, 0, 271418940971700062265786582324477289713956224896, 0, 1], 1]], 'hecke_orbit_code': 69155684362, 'p': 73}
  • id: 45496
    {'charpoly_factorization': [[[2296490618721259547932345922922142864902359785215200707614193600782534764091791646797121844364732683938220393284049443157857369168543744000000, 53377490012107426885390156297974603952452399634249693836670644276370861558364764449251434121320505293331006088806400000, 262773566659378655942568843976633931183741624537665078657134007807746516169351104996866088960000, 116238892126567646568484008538735353064673945547415558348429133064192000, -992708100024704977991035251764908099219572691200, -400850316873811624799520, 1], 2]], 'hecke_orbit_code': 69155684362, 'p': 79}
  • id: 45497
    {'charpoly_factorization': [[[934201168969991904090346253984439983584418551579096246916342018812797693254525301291063712276813628832968760543453501339373813723682017349009088576655182539803650586045795189475776961688611389036890411525587534716009659130571439439268441462713099932278319788590212260785414590983704576, 0, 232633125049001799943632724650858944977263193729523096262368179739487975781661715743650742971170709073329170483072659580968225734977586183014081704986709270198530751998216516952801788067791791604243840996199650108105660078737802671988832256, 0, 2204014915471006225675014122421578776863481980219368610662665727340760675521311854520662457038133903887806585454581518081799929306866594298858398440051655554465070302735498034899413339805392640, 0, 7179338711633350460835726140700381239523264131359728270113407214901814341283367892580302017112231626025212612730772489059147182660916929107339520, 0, 9912784992603298009810907086626764946844708963016038660991531808245128479933045687630149716166640, 0, 5562339045621714097494434663481598612594399326456, 0, 1], 1]], 'hecke_orbit_code': 69155684362, 'p': 83}
  • id: 45498
    {'charpoly_factorization': [[[237448595506235310613096210839918952205386004577627279001236547902588727124167054682105057714781222037965383007479232818460704708338781901521000000, 487792127701645749894865705059822742508484066456278129131381218767844504321080046988940669112010308032585946285171959400000, 108035505566251524635841634899117084707751078759633470460579938422835470488740115127310087304150000, -83162129376787310473561403981185891931508648467172517240429219546564020000, -24611848176069206786370204513192775475519824918500, 2982172528060341024616740, 1], 2]], 'hecke_orbit_code': 69155684362, 'p': 89}
  • id: 45499
    {'charpoly_factorization': [[[16259425230937600012453243871636742261849316784932281619225651220514704789242922984529178570625951706870686927851636099889595512071375595141261225436592929885002312425589254750411242828182322958547149075457102410639370191660685394114101207923076409729202194799262504787711894706125202469448318976, 0, 18188084840753299384772535382102812094948358036768271228571278317081908376942221341863205152593579552365720267884554279663602575654302472923449733284606040489747000490105693276277309846412133111738598605629376507374748784122834493665151634315935744, 0, 4867123376487000299992926682067628703115926224635668640644213315335493053633357818116360030660680929190125812895944158201977474089806334198793947538640834869025436634665441958612043424048075128176640, 0, 479585344031184841055410669550364805054049845460586744992135081918437354112805116734620686700704967379156678694363333774949373507658150000187649556480, 0, 17429763656146866709446328198836014892082820597435456314748049767563604123318580029599173716598128640, 0, 232888323694793001408256615133525772053460072774144, 0, 1], 1]], 'hecke_orbit_code': 69155684362, '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': 1, 'label': '10.26.b.a', 'level': 10, 'portrait': 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', 'weight': 26}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 5289006
    {'hecke_orbit_code': 69155684362, 'n': 72, 'trace_an': 0}
  • id: 5289032
    {'hecke_orbit_code': 69155684362, 'n': 1, 'trace_an': 12}
  • id: 5289033
    {'hecke_orbit_code': 69155684362, 'n': 2, 'trace_an': 0}
  • id: 5289034
    {'hecke_orbit_code': 69155684362, 'n': 3, 'trace_an': 0}
  • id: 5289035
    {'hecke_orbit_code': 69155684362, 'n': 4, 'trace_an': -201326592}
  • id: 5289036
    {'hecke_orbit_code': 69155684362, 'n': 5, 'trace_an': -490295340}
  • id: 5289037
    {'hecke_orbit_code': 69155684362, 'n': 6, 'trace_an': -6565199872}
  • id: 5289038
    {'hecke_orbit_code': 69155684362, 'n': 7, 'trace_an': 0}
  • id: 5289039
    {'hecke_orbit_code': 69155684362, 'n': 8, 'trace_an': 0}
  • id: 5289040
    {'hecke_orbit_code': 69155684362, 'n': 9, 'trace_an': -1082937564236}
  • id: 5289041
    {'hecke_orbit_code': 69155684362, 'n': 10, 'trace_an': 1636528619520}
  • id: 5289042
    {'hecke_orbit_code': 69155684362, 'n': 11, 'trace_an': 19723089228624}
  • id: 5289043
    {'hecke_orbit_code': 69155684362, 'n': 12, 'trace_an': 0}
  • id: 5289044
    {'hecke_orbit_code': 69155684362, 'n': 13, 'trace_an': 0}
  • id: 5289045
    {'hecke_orbit_code': 69155684362, 'n': 14, 'trace_an': 278591122243584}
  • id: 5289046
    {'hecke_orbit_code': 69155684362, 'n': 15, 'trace_an': -449884766537680}
  • id: 5289047
    {'hecke_orbit_code': 69155684362, 'n': 16, 'trace_an': 3377699720527872}
  • id: 5289048
    {'hecke_orbit_code': 69155684362, 'n': 17, 'trace_an': 0}
  • id: 5289049
    {'hecke_orbit_code': 69155684362, 'n': 18, 'trace_an': 0}
  • id: 5289050
    {'hecke_orbit_code': 69155684362, 'n': 19, 'trace_an': -4015312977833040}
  • id: 5289051
    {'hecke_orbit_code': 69155684362, 'n': 20, 'trace_an': 8225790822973440}
  • id: 5289052
    {'hecke_orbit_code': 69155684362, 'n': 21, 'trace_an': -56363420582029456}
  • id: 5289053
    {'hecke_orbit_code': 69155684362, 'n': 22, 'trace_an': 0}
  • id: 5289054
    {'hecke_orbit_code': 69155684362, 'n': 23, 'trace_an': 0}
  • id: 5289055
    {'hecke_orbit_code': 69155684362, 'n': 24, 'trace_an': 110145776335716352}
  • id: 5289056
    {'hecke_orbit_code': 69155684362, 'n': 25, 'trace_an': -1047554086248996900}
  • id: 5289057
    {'hecke_orbit_code': 69155684362, 'n': 26, 'trace_an': -252210272532037632}
  • id: 5289058
    {'hecke_orbit_code': 69155684362, 'n': 27, 'trace_an': 0}
  • id: 5289059
    {'hecke_orbit_code': 69155684362, 'n': 28, 'trace_an': 0}
  • id: 5289060
    {'hecke_orbit_code': 69155684362, 'n': 29, 'trace_an': 5852064063311009640}
  • id: 5289061
    {'hecke_orbit_code': 69155684362, 'n': 30, 'trace_an': -3747916483574824960}
  • id: 5289062
    {'hecke_orbit_code': 69155684362, 'n': 31, 'trace_an': 158585871554029824}
  • id: 5289063
    {'hecke_orbit_code': 69155684362, 'n': 32, 'trace_an': 0}
  • id: 5289064
    {'hecke_orbit_code': 69155684362, 'n': 33, 'trace_an': 0}
  • id: 5289065
    {'hecke_orbit_code': 69155684362, 'n': 34, 'trace_an': 28121800210885115904}
  • id: 5289066
    {'hecke_orbit_code': 69155684362, 'n': 35, 'trace_an': -42730948507221221040}
  • id: 5289067
    {'hecke_orbit_code': 69155684362, 'n': 36, 'trace_an': 18168677429701246976}
  • id: 5289068
    {'hecke_orbit_code': 69155684362, 'n': 37, 'trace_an': 0}
  • id: 5289069
    {'hecke_orbit_code': 69155684362, 'n': 38, 'trace_an': 0}
  • id: 5289070
    {'hecke_orbit_code': 69155684362, 'n': 39, 'trace_an': -249453273245123586912}
  • id: 5289071
    {'hecke_orbit_code': 69155684362, 'n': 40, 'trace_an': -27456394139868856320}
  • id: 5289072
    {'hecke_orbit_code': 69155684362, 'n': 41, 'trace_an': 206458603439752488024}
  • id: 5289073
    {'hecke_orbit_code': 69155684362, 'n': 42, 'trace_an': 0}
  • id: 5289074
    {'hecke_orbit_code': 69155684362, 'n': 43, 'trace_an': 0}
  • id: 5289075
    {'hecke_orbit_code': 69155684362, 'n': 44, 'trace_an': -330898528175898230784}
  • id: 5289076
    {'hecke_orbit_code': 69155684362, 'n': 45, 'trace_an': 957114913653485255020}
  • id: 5289077
    {'hecke_orbit_code': 69155684362, 'n': 46, 'trace_an': -1111751773656740462592}
  • id: 5289078
    {'hecke_orbit_code': 69155684362, 'n': 47, 'trace_an': 0}
  • id: 5289079
    {'hecke_orbit_code': 69155684362, 'n': 48, 'trace_an': 0}
  • id: 5289080
    {'hecke_orbit_code': 69155684362, 'n': 49, 'trace_an': -3432561496278055389084}
  • id: 5289081
    {'hecke_orbit_code': 69155684362, 'n': 50, 'trace_an': 346631457781510963200}
  • id: 5289082
    {'hecke_orbit_code': 69155684362, 'n': 51, 'trace_an': -3032451787323924027136}
  • id: 5289083
    {'hecke_orbit_code': 69155684362, 'n': 52, 'trace_an': 0}
  • id: 5289084
    {'hecke_orbit_code': 69155684362, 'n': 53, 'trace_an': 0}
  • id: 5289085
    {'hecke_orbit_code': 69155684362, 'n': 54, 'trace_an': 6455741354411915345920}
  • id: 5289086
    {'hecke_orbit_code': 69155684362, 'n': 55, 'trace_an': -7824754202169531625680}
  • id: 5289087
    {'hecke_orbit_code': 69155684362, 'n': 56, 'trace_an': -4673983433563013382144}
  • id: 5289088
    {'hecke_orbit_code': 69155684362, 'n': 57, 'trace_an': 0}
  • id: 5289089
    {'hecke_orbit_code': 69155684362, 'n': 58, 'trace_an': 0}
  • id: 5289090
    {'hecke_orbit_code': 69155684362, 'n': 59, 'trace_an': 24998150261761560337680}
  • id: 5289091
    {'hecke_orbit_code': 69155684362, 'n': 60, 'trace_an': 7547813903312229498880}
  • id: 5289092
    {'hecke_orbit_code': 69155684362, 'n': 61, 'trace_an': 7374571220622236593224}
  • id: 5289093
    {'hecke_orbit_code': 69155684362, 'n': 62, 'trace_an': 0}
  • id: 5289094
    {'hecke_orbit_code': 69155684362, 'n': 63, 'trace_an': 0}
  • id: 5289095
    {'hecke_orbit_code': 69155684362, 'n': 64, 'trace_an': -56668397794435742564352}
  • id: 5289096
    {'hecke_orbit_code': 69155684362, 'n': 65, 'trace_an': 20652620138653742557920}
  • id: 5289097
    {'hecke_orbit_code': 69155684362, 'n': 66, 'trace_an': 56072959085731865952256}
  • id: 5289098
    {'hecke_orbit_code': 69155684362, 'n': 67, 'trace_an': 0}
  • id: 5289099
    {'hecke_orbit_code': 69155684362, 'n': 68, 'trace_an': 0}
  • id: 5289100
    {'hecke_orbit_code': 69155684362, 'n': 69, 'trace_an': -370250651964757999709072}
  • id: 5289101
    {'hecke_orbit_code': 69155684362, 'n': 70, 'trace_an': 157367128964587932549120}
  • id: 5289102
    {'hecke_orbit_code': 69155684362, 'n': 71, 'trace_an': 149137752442507323299424}
  • id: 5289103
    {'hecke_orbit_code': 69155684362, 'n': 73, 'trace_an': 0}
  • id: 5289104
    {'hecke_orbit_code': 69155684362, 'n': 74, 'trace_an': 27409492362780459270144}
  • id: 5289105
    {'hecke_orbit_code': 69155684362, 'n': 75, 'trace_an': 1032897211530510645911200}
  • id: 5289106
    {'hecke_orbit_code': 69155684362, 'n': 76, 'trace_an': 67365773136708124016640}
  • id: 5289107
    {'hecke_orbit_code': 69155684362, 'n': 77, 'trace_an': 0}
  • id: 5289108
    {'hecke_orbit_code': 69155684362, 'n': 78, 'trace_an': 0}
  • id: 5289109
    {'hecke_orbit_code': 69155684362, 'n': 79, 'trace_an': 801700633747623249599040}
  • id: 5289110
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