Embedded newform data - 12.19.d.a.7.17

Formats: - HTML - YAML - JSON - 2024-05-03T19:36:29.998276

• 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': 4332, 'analytic_conductor': 24.646336525171638, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 4, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 2, 'char_parity': -1, 'char_values': [12, 2, [7, 5], [1, 2]], 'cm_discs': [], 'conrey_index': 7, 'conrey_indexes': [7], 'dim': 18, 'field_disc': -1773109668671697666735888729109812245451004381925738467673531469440047938969300105844662437370026384171111698041360948040741875, 'field_disc_factorization': [[-1, 1], [3, 9], [5, 4], [547, 2], [70313, 2], [78394499, 2], [84265453, 2], [1921146923, 2], [777791981013958255975579487, 2]], 'field_poly': [5142216036403070733098077860515333409, -1074790996286169638673503552568280077, 5944618618967029844099743191417597, 5034939808459428548543033598246780, 189341038803558425525784877687654, 2387968325606677017735731037126, -3048385818268269033396834566, -302846077765145575240351608, -1404426939389796697311653, 13287383366374675095257, 99892143837893471971, -270086571564720600, -2939418299568910, 2562387593326, 44065046710, -8722796, -332091, -5, 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': 206477197324, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 10918932170656188140319303593327738720198427073883557069485083928304249995264, 'hecke_ring_index_factorization': [[2, 139], [3, 67], [13, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 4, 2, -1, 2, 0]], 'is_cm': False, 'is_polredabs': False, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '12.19.d.a', 'level': 12, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'minimal_twist': '12.19.d.a', 'prim_orbit_index': 2, 'qexp_display': 'q+(-9-\\beta _{1})q^{2}+(-\\beta _{1}+\\beta _{2})q^{3}+(-24281+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 18, 'rm_discs': [], 'sato_tate_group': '18.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '12.19.d', 'trace_display': [-170, 0, -1721764, 0], 'trace_hash': 875045354980707519, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.129', 'prec': 17}, {'__RealLiteral__': 0, 'data': '13.479', 'prec': 20}, {'__RealLiteral__': 0, 'data': '22.195', 'prec': 20}, {'__RealLiteral__': 0, 'data': '1130.711', 'prec': 27}, {'__RealLiteral__': 0, 'data': '3033.228', 'prec': 27}, {'__RealLiteral__': 0, 'data': '157036.155', 'prec': 34}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.504', 'prec': 17}, 'traces': [18, -170, 0, -436932, -1721764, -6731586, 0, 108558736, -2324522934, 1397074644, 0, -6468699852, 1799208612, -48147537912, 0, -119537094672, 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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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0.037119149687488626, -0.30379817734244485, 0.004319962066757835, -0.3749382887969876, -0.11281991545232842], 'char_orbit_index': 4, 'conrey_index': 7, 'dual_conrey_index': 7, 'dual_embedding_index': 18, 'dual_embedding_m': 18, 'embedding_index': 17, 'embedding_m': 17, 'embedding_root_imag': 0.8660254037844386, 'embedding_root_real': 246.62646455117297, 'hecke_orbit': 1, 'hecke_orbit_code': 206477197324, 'label': '12.19.d.a.7.17', 'level': 12, 'weight': 19}
• 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': 4332, 'analytic_conductor': 24.646336525171638, 'char_conductor': 4, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 2, 'char_parity': -1, 'char_values': [12, 2, [7, 5], [1, 2]], 'conrey_index': 7, 'cusp_dim': 34, 'dim': 18, 'eis_dim': 4, 'eis_new_dim': 0, 'hecke_cutter_primes': [], 'hecke_orbit_code': 206477197324, 'hecke_orbit_dims': [18], 'label': '12.19.d', 'level': 12, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 38, 'mf_new_dim': 18, 'num_forms': 1, 'prim_orbit_index': 2, 'relative_dim': 18, 'sturm_bound': 38, 'trace_bound': 0, 'trace_display': [-170, 0, -1721764, 0], 'traces': [18, -170, 0, -436932, -1721764, -6731586, 0, 108558736, -2324522934, 1397074644, 0, -6468699852, 1799208612, -48147537912, 0, -119537094672, -282984271180, 21953827710, 0, 491637621128, 254050055640, 272503644408, 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: 2349439
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 7, 'source_dim': 18, 'source_embedding_index': 17, 'source_hecke_orbit_code': 206477197324, 'source_is_minimal': True, 'source_label': '12.19.d.a.7.17', 'source_level': 12, 'target_conrey_index': 7, 'target_dim': 18, 'target_embedding_index': 17, 'target_hecke_orbit_code': 206477197324, 'target_is_minimal': True, 'target_label': '12.19.d.a.7.17', 'target_level': 12, 'twist_class_label': '12.19.d.a.7.17', 'twist_class_level': 12, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 19}
  • id: 2349440
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 7, 'source_dim': 18, 'source_embedding_index': 17, 'source_hecke_orbit_code': 206477197324, 'source_is_minimal': True, 'source_label': '12.19.d.a.7.17', 'source_level': 12, 'target_conrey_index': 19, 'target_dim': 18, 'target_embedding_index': 2, 'target_hecke_orbit_code': 18014604986679332, 'target_is_minimal': False, 'target_label': '36.19.d.e.19.2', 'target_level': 36, 'twist_class_label': '12.19.d.a.7.17', 'twist_class_level': 12, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 19}
  • id: 2349441
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 7, 'source_dim': 18, 'source_embedding_index': 17, 'source_hecke_orbit_code': 206477197324, 'source_is_minimal': True, 'source_label': '12.19.d.a.7.17', 'source_level': 12, 'target_conrey_index': 7, 'target_dim': 18, 'target_embedding_index': 18, 'target_hecke_orbit_code': 206477197324, 'target_is_minimal': True, 'target_label': '12.19.d.a.7.18', 'target_level': 12, 'twist_class_label': '12.19.d.a.7.17', 'twist_class_level': 12, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 19}
  • id: 2349442
    {'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 7, 'source_dim': 18, 'source_embedding_index': 17, 'source_hecke_orbit_code': 206477197324, 'source_is_minimal': True, 'source_label': '12.19.d.a.7.17', 'source_level': 12, 'target_conrey_index': 19, 'target_dim': 18, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014604986679332, 'target_is_minimal': False, 'target_label': '36.19.d.e.19.1', 'target_level': 36, 'twist_class_label': '12.19.d.a.7.17', 'twist_class_level': 12, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 19}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 53200
    {'charpoly_factorization': [[[5846006549323611672814739330865132078623730171904, 3791126683750205934061072106350221456016670720, 19814301943439325789008840016144431184871424, 574984569520429741928210102505174990848, 62872427726792280620730237273132498944, -199989612543530226717424039764164608, 178081678807133541993721100238848, -764557187924821917078975938560, 946441041313313812970995712, -2574263355045406868242432, 3610386052373175861248, -11125771385920552960, 9885519003779072, -42349447733248, 50787942656, 1771808, 232916, 170, 1], 1]], 'hecke_orbit_code': 206477197324, 'p': 2}
  • id: 53201
    {'charpoly_factorization': [[[129140163, 0, 1], 9]], 'hecke_orbit_code': 206477197324, 'p': 3}
  • id: 53202
    {'charpoly_factorization': [[[55127405883047234635399858388001258249832722125000000000, 152721939937235327172883609925254176070442500000000, -55462112222903667693796715343506967032000000, -285333475673645667576423632175512800000, 7048426580251096504825966987200, 145963047373987409822277600, -8978213213108313440, -21851763710320, 860882, 1], 2]], 'hecke_orbit_code': 206477197324, 'p': 5}
  • id: 53203
    {'charpoly_factorization': [[[202583385173689328404065353879097997678503507878672456974052782344845782666906907594131911835684793911082336306268109637532452313366528, 0, 6349445308032919264394358062016577858627768942491458649798506081166634475506310168480448708356160563194584391853077954560, 0, 52379230122260521483863874947687741700568517619764856309586246156440192045798341579289403342949523296092160, 0, 197203252184173557491185117703283267005620663820002483045185773546057113007371869765890998272, 0, 397407430520533770125275452968198551654937210354040293837208588438819129262080, 0, 451847162764955716059975535623930809699381843751536613090263040, 0, 289321635273106555073429806126529649252210425856, 0, 99507366267839873396083678233600, 0, 16367770293378480, 0, 1], 1]], 'hecke_orbit_code': 206477197324, 'p': 7}
  • id: 53204
    {'charpoly_factorization': [[[2347961485712155542843540517169520718067886053786666916801573164763299780900852997934951573485966580460885888921833262843164772845073098348083072215499919876971036672, 0, 42578982532009571130034113008870779345524749835098135673265709124555539564967513660097361573742890566628257133081826521447994813245525827972623237120, 0, 179328361578130575467163844994455021752622371370246721938638763472000967638203695757433455229109586373210616965326892479482798538752, 0, 233507562017349887918085045217719420737471121910702762991781388874785333760005033411131119215382426360570877837312, 0, 135964141930792828922686975899406848583717335780498773763405919696222439463299726000703745818624, 0, 42347662782989998004286875249591722300599608565221562026769521540181429977088, 0, 7580475076657116513468816608492856362794120794164466401280, 0, 782941848482878852525614929954562720768, 0, 43400439751905433008, 0, 1], 1]], 'hecke_orbit_code': 206477197324, 'p': 11}
  • id: 53205
    {'charpoly_factorization': [[[-500954459782108699785760788042178996049832311041531085384448877849638666516721472491438592, 134149742638699712242884187325428931579903419411838044984891369173794875335969024, 40823069476210172229367035354180973687926713956969514883853877169630720, -10102181861623791505679799832082340604664440473036083790195456, -651514907479394393420072329814755482198824189593536, 158805498094017668164534097984229467543520, 1910335881805293149246189379936, -724215729440498623344, -899604306, 1], 2]], 'hecke_orbit_code': 206477197324, 'p': 13}
  • id: 53206
    {'charpoly_factorization': [[[38084548045196187272156824688615908927360112169814892351916339910530524356087275126540012658112000, 507666825433478209281609112199083282405182397986412935789035667276483932581271698336000, -64032684469530410711849052181649386356065489670284552873140920474901350525440, -650332507475937527008071698614475648212216612936334825669625365248, 30458991942011173314559388407083636339490139556978335040, 286061055169258228960627375356300673500322272, -4056189419462561511876963773687840, -35070363351266182625776, 141492135590, 1], 2]], 'hecke_orbit_code': 206477197324, 'p': 17}
  • id: 53207
    {'charpoly_factorization': [[[36698623988370526633842883679603059405276403116184178067587936617396625654352127452334846143097737147522169521171175739075766676805967714656030426348985800153212880765287276776590963281447902341980133261312, 0, 8310910995435505135938250440712623418918770496092554266175666817356597422230567520897977541938262313229838841347062133662862146763054970256130937229232831870824960240127997828608819200, 0, 628469825988818531789311173312959904800056819813137658603082822266515475774171799615486600825230854941598168286059075192212409456954490851297438840817150360289280, 0, 23913503491467349233522183304684444424296713608867365717401607181187435214622401273825918284146604054235527192665281766405425712784476209152, 0, 528403425453696600700328861783307310548122487343894731672041060787398151521608961385790925985605810891574076338339840, 0, 7181038804429902737995692852093481957728898411722329020543316866936545151698587219699613696000, 0, 60657874302476422886491002994259459354139080037991294456718912195641344, 0, 308604600349276825411255117717034721432991073280, 0, 859575489734052109093680, 0, 1], 1]], 'hecke_orbit_code': 206477197324, 'p': 19}
  • id: 53208
    {'charpoly_factorization': [[[1677489563321348140319311683333198341482497285053912930289716890455485200269364437711273826477883154136731297724338875557662634170208567197930705346755422779450877874228752911252187495534095792977573728255273261334528, 0, 347285002100933118560105265116453623250626987598760060902260635396265773797202401766630628214754306005489338472853118204714165414125285643789102494421944613673758256052832697031418004003667050496, 0, 2034447899854045435663342004557063685017373872975599726060347759200992634209539139761703315633183670841094949991395937317993945634934641155978054386041184248156488042807296, 0, 4157278792653908021156402562308123891205783780126028256443998205792104856344837397073322210089452390086024728868348533681383515633610350586736148480, 0, 4290199617295140153616670490391652079828123961594826241121657069830760189783910681279678489346643916087105767967358518820864, 0, 2539732846592290150872629628589941875408059366952227081977765690565616118024348251760616340862271488, 0, 898823582519613369852379403377491383464642898501616162338599352879818997760, 0, 187505954135306857119081459767466025423630424604672, 0, 21209074556416262667479808, 0, 1], 1]], 'hecke_orbit_code': 206477197324, 'p': 23}
  • id: 53209
    {'charpoly_factorization': [[[1203456672413758666553744386654672373207660264246884969782409454251712213867143652151542651037838659947632105331595776, 470276105302138348029564620079548264308597047882748429654167803394464511642622783468338838593247448377600, -85063941377569609054353750646275045985229904699770161073115265719037885484617725543742891520, -20280918187057382604536966037667343184385965480104269382443161783281887699677952, 1116996441385058873183575258343694609129879345575119158724931494080, 255677025445191533242343418616524790561566055286001120, -1886809558683329424360761812313473609952, -912867903105403161185927920, -906370941910, 1], 2]], 'hecke_orbit_code': 206477197324, 'p': 29}
  • id: 53210
    {'charpoly_factorization': [[[5688069765493606902750742748979749425477631098849565812828101912425932367423441678021998620157064500531486859626558521937028409253255317625940292198685298612620365965836638243591986552191914993649338654196188257872516672223231037181947543552, 0, 406809342828759482589102141678471125086625569813126697842441582964018070582436474656604353968637952809431629867582674266958872742746462084540411774596227628844635031239258005152378876072903991084490937231317753921536, 0, 4255260200663880060123116158677450620428830639296802893755565181739251484826709153181567113432802509086437829259098337516902705913799495676871019788131937137440012400321120435814109796106240, 0, 19419932525547640518165936688971291944096239407882343785602583192632143371191652382224237231652291732398517505897409997894699650778244089465777944634742486348070912, 0, 47855872541248313381692776712613393598725331781756113211099687659919889793378157449041431088642929826735197370664730594578421126092816384, 0, 68895829685034713458154824070401976559187680103836262121359437236025731659583376271284907479136291617574354944, 0, 59602144961424601893258766224098659808095922043241753250965668611861320835170418688, 0, 30511200692152037088047865525154524351679066719413584896, 0, 8518888508261118399638222256, 0, 1], 1]], 'hecke_orbit_code': 206477197324, 'p': 31}
  • id: 53211
    {'charpoly_factorization': [[[-80790312927491747873673078962571591079673192379926127160348710972259952238880885700749948552620286797269511638398716278544896, 8166388476645081324733288138947133686427205087061600399866825313371893240987521410185857813946910752272130255104, 175837136465480785750591212481868787325787978980998909531488449299139608787231085941253826455040, -5206291273553215500348310756029854229403130976215817057519454409531916139411514168064, -2426110774030094852395870631059985899377564613580158147926495932276928, 986894916698414893544073009052171937389268130963602826720, 2131599284267899595970162582614197088048352, -56544015228057646647927592176, -98719690705578, 1], 2]], 'hecke_orbit_code': 206477197324, 'p': 37}
  • id: 53212
    {'charpoly_factorization': [[[-316867222207694132800878345455420374342916054108618797739693388595531363689699892864001291584549654341273675991330659671106320896, -14486541431090130272538655903773549971370052960898191667512393443306467649172114717761015215806424147746590240823040, -207089241487246216775313429929322406932224153804672391339356364851838460507861782688412046469286492672, -732834076628493069815808811743106999790655418000743496093075300436578663319835181871872, 5984769735208525280624239503810351820532661771315493977289256712469637952, 40463614750026918954475054782959899790624643203267950685664, -33968506985551829106579696679446866038529312, -450999540581418055020732462832, 102334686334838, 1], 2]], 'hecke_orbit_code': 206477197324, 'p': 41}
  • id: 53213
    {'charpoly_factorization': [[[74600026201876582348838343229748196671248491234955911494456133967755501237359065356102695958276615527011753995545888294727623074110440346647263369048082931510555339682699698934555382942823514898478079754521647757890385571937447545801216202535661299322505010348032, 0, 7371307922931871355994973726671253255700147672704742865251432791424365998478927416496685074159665133395397148629751410147612572060847362912682372348231664171004577810208014855565116791245790399874451173256148124550255434073544924856320, 0, 258676969906863590087418397490363348760149603948793863759097157488048249508758447248790289665206994640180907291937515071537521572943516559675414481043975891735784006047491313633375188680182302245679372697600, 0, 4610551396907929531794997233319085464077029322890153564847454949354811502676744421128601669162481078037884405143012874570605595202763364803176271449795292159266634310887199997952, 0, 47275154573768021023583317174688821156611128062754852830388103825826540351274694672588412310256994511092877628573104314942544134272183564650151936000, 0, 291343151031965539961450163676579669229681529489335913365813904384763848435846355238026167790265347110290172263700234240, 0, 1075858363187097639584634750749675658814241602332162062174842712410502158126318889010315264, 0, 2271322576945510252910709472749328650340286927783519430558720, 0, 2444417273811982502609629832880, 0, 1], 1]], 'hecke_orbit_code': 206477197324, 'p': 43}
  • id: 53214
    {'charpoly_factorization': [[[208508653312998316853413490482908655366995117475570895005272190972376774470811571167990596266485922647681489843311646449889370077530114961349413458948620418287149148994141929010142809937705793110476562830892792915749422162832605807247940979564411498961569841152000000, 0, 21553428835369086991409061795634283713652410947538000415349189317723452973126004932136671654247981496152071715706318645728115423071537684151043540804760991992670135156501491366314711836081018347416712944595708867071453057003267303669760000, 0, 502514556217183972558146493879143039178800079737692584737863828999046292582262853338655278374079076820694430277458695634917978039750565049934666438837382807520149852886945203254704074771826715203741945115443200, 0, 4556276703047321553007355226214718313712618973911493242677046526854630219067764675807713581903105433990858035557089291508951411022747556040743154905417404454232518760959712444809216, 0, 18794952897337709243437125818201737636322530925990778301049443960299095168592231878154026152570028354677550470823841603251000610210428451335786345791488, 0, 38251459182623497460162502043213364330234157960393955054769675349014396104760216209573462992388587389984933996602501103616, 0, 41890356424270618216893680071064058235860105500175905759708120921211857674749732407724736512, 0, 25253324029547009148875018860738431891041028209452292893065216, 0, 7895414586940368368596786231488, 0, 1], 1]], 'hecke_orbit_code': 206477197324, 'p': 47}
  • id: 53215
    {'charpoly_factorization': [[[3983656747004193669261098527057143079561770934259040235986235045013116882443901907099396529923206489611590458210852780810653467216009153024, 2800178145259104088999017283787213637188387747687657131564960009430155332352570783715549608093205188205373472966531739707648, -9876001831009583756983678111067699177943182888244050291605395997784517125119144879545374352502232450467403264, 457761855106266723448570841310994657930600284621628308059765034451714625432492449240089337088, 2915744712187350095505972822143046021798514878745891591105782523965988106408640, 77756309304623977854021295555475423250838785866355690156147168, -291092373826664653027831843002761645593473584096, -31728342083098250742365999630320, 7056343657392986, 1], 2]], 'hecke_orbit_code': 206477197324, 'p': 53}
  • id: 53216
    {'charpoly_factorization': [[[1167079531140785642518943456115875966028994823827894805710421189851726586402242782244328275259849291050519658238900037152314178268532682729824637185485231322343492467089260210714345729389772874395127080206746196001324090034077723823725713652310920943168817513097296646635282635948032, 0, 3825035819855148239775861890111576110065549920414245027121551977519575035361705403982325886114385394508607325117733898380475970928283015703342410012507780300994437658655668357885752727072201365270583140306679085893691127241249194965171990997020243394560, 0, 2729776292983190307369630896648288104314385616040733264894808490357860928420955818487719850798306188190924319217275196249115552957154072482810094897439567910423049047055000179380869745979532535023952519644701898295874682880, 0, 672301918371950747219383717015982411664177032511920128148296789327060044167197679734066427363798184578042541188445783865064793688223712474485452352167103752418760658835112891355463646059692032, 0, 50814888915192093792564994616099237120714959489538496113780281046978771044784381219737090192832538464860003083351178822271275261850047227967031911570697701294080, 0, 1584877311630509517329528000399007309944979397609791886459267604851513204669903318374405428102163185506751791612120611796048281600, 0, 23823680716372702963673946222915048769738472892488847651122364724278161508394047421505646685569024, 0, 183259409281356560244996550913095797322750957862237661406394680320, 0, 690959991714269801577121844351280, 0, 1], 1]], 'hecke_orbit_code': 206477197324, 'p': 59}
  • id: 53217
    {'charpoly_factorization': [[[20956242037206813280146290734436339067904155630423562998184490850653668888361801483553024730340156408959884975365500859226160332378079998731776, -285607399788150762413748946496975320545536685303439850691106480566093153263311667126340360943582316700472147673997313779308025600, 138438505384709993352777309812264264502623848723218902887766420942324143935916937110414033590197282549523395126784, -13212696146361729083269537596510853098628720430845632449729629999476397457060990353353721993827072, -1430618413637432888907213906530658229433838340916096011486292020600678509958803648, 205294869763871151972681491215489100353142895920769719953782310368, 3539178399266847108328618365220649069163851386080, -826645329177424366929736308907248, -2085547386561066, 1], 2]], 'hecke_orbit_code': 206477197324, 'p': 61}
  • id: 53218
    {'charpoly_factorization': [[[146521472597494158300014539671910047039988515300564233194005821020955146648589005228336713635969199587964324598231140048068026156721798807796347799590077882319913119107737110421149976064952570742240435608918019367104026846165690800727087848776058159453253020848070767151958073200184695935991808, 0, 6467377701721039986211021661006411712791751561988589541697556222773296576118215478282609901144534637325025276554095341140358681399170702861220364108017435973882683334597974792664138036880212006396756708609413801354651370687992291068570595281114463040039058145280, 0, 111020238277856637075726483855497107794380462154361019003693227993883312096446822167725758235254648811998256251077929521787929762735987141299880399795746386410717994007858421922861181858058296888773812911517707094765664175139061760, 0, 966640161476926305849758382130496448116040447269869620605779683757391544761967249611333959380064673241754593857296242948939141667893374828498274364194976658759666896914362588626471368319745793196032, 0, 4680399240039267496652131676126654958928824511216750144481120036976926720037592777182516576160204506799636499104981764287836526169106933617659119245574170580573224960, 0, 12946091455868124491668994359764520696242919674946080660731770406174945550484290688142070293651228710524183634415981335444180761968640, 0, 20134701806335810251625429581161750257683700012932121321243090281390164989301003682515348283847458816, 0, 16661927356405220860575189082355248545744699280357428554339117122560, 0, 6688113655814983968217705434037680, 0, 1], 1]], 'hecke_orbit_code': 206477197324, 'p': 67}
  • id: 53219
    {'charpoly_factorization': [[[260926678982353195877088144128939384005204318135684037278556922321047148110043843214672280434482189249666762798303562162180736203895710205292091380218297827095481173812487851642749630780031830645029946749974105948393278308164805245087416672765423429305197301335017692091224501479526943948800000000, 0, 15535210226241050975795920906221607587822730504618694081841971610575140785108212777317359803131094720478724881635779158499101095503601989850773145242381316383204920136378501565431811819457621445518142385468269383137743886609103205490184870890995354552007141621760000, 0, 226490382843573951331580902119894421551109354669052374356158793937116899278213595852547183615294021800118726000047822045641442023449528672881465996331713626838083533756571345199102099631353496839879448208344114438907434641368547328000, 0, 954745974620777805025770555575170602283139825665075292570940852210171487651507683442995308092842402069656502670572341675994500613899603698695999857993751662224487607988750621612113844724134207800999936, 0, 1510821010491825318588012957414570528027789274071684525517009662097270770704029546815841705434525805344714108267549153243410843942643285709508635881836020386037537701888, 0, 1199055189162220726398472409706629881395916499715445346489151519124885297449865554694799529293975871869086560929116646949432527438217216, 0, 531699804340981547064504442381284178557837956485371796835793338966372213887202171470910775396717821952, 0, 134114812309167454371734689762326828565713460340904387243672732696576, 0, 18009912812481431849486496959336448, 0, 1], 1]], 'hecke_orbit_code': 206477197324, 'p': 71}
  • id: 53220
    {'charpoly_factorization': [[[29808274226876811271462346206918975445418302986660449368627169850435505033416910407744262720561712992892560380003844654581205025429760229382249590272, 34359893166920931567670610044954658623777558639598247044470342210366575900957288498718141331713933868623021256952029552311946187524352, -5242254978539542330599176070161538830322135120604715792882759348267275137396889491848480884690791958959830256643490304, -233213741809887461082420395826538976183567431828528216917432251202593029956712533001077735286837181184, 4621454233346512948071058869846913507151764687013634472535527923712517059046689505856, 127180873652347243034792066347712091069351145717494165474945965278176, -829931093645920163148104497629265738086756790703520, -20308326997337777488701992620011120, 41904736877826846, 1], 2]], 'hecke_orbit_code': 206477197324, 'p': 73}
  • id: 53221
    {'charpoly_factorization': [[[67422698204472599569366426840452875059831856270760720321511242607187349687918576430580158840862192986155285910712030896412136486384150740652006615269548657214222788054888950908536602499053932332550678262045901510750435986730867754752091881587733289997323198648154276571828023327673056418041805406208, 0, 25536617023995101635321493278940770165641417721424420357033652868786711419404000167913994284565128573587503417502352746312737589321134540181954421435334815708577669275117635752465983359285326227497462596702031120294101309785449641650218266602313291917053015050921443328, 0, 921330931895640004272149394170800476980819169671265497474159226656564549592883024782701366530838850888004996868210702677180854318445373599859109960235492819289105910540314068580883412295959055292294665211665797264848665604669199506997248, 0, 2611307997915660622633572169524586025813218241352745157562699577115467093965673532939983125290475814165926137653893120348345261873841710468807799484858224401469604278434977427575198448020465504947990953984, 0, 2387762998783047575777496371890800512569533862693533333379451223536486714575495342409087622257142272787054946652197277497371566042100752253867770640231691729168166207619072, 0, 752798139976750673796723929438967193525773592840990869699829835606574962141101203624551561851794125935267401978856935438256623672627167232, 0, 88748155696815734430811757622133853418611404857716135609092222639608036300650848166353840370550913744896, 0, 4649135829589233755429016049815801676067120670401335271106109085107200, 0, 111397874260577052347959735658359728, 0, 1], 1]], 'hecke_orbit_code': 206477197324, 'p': 79}
  • id: 53222
    {'charpoly_factorization': [[[26629620932428947618117441349952923698183073747855206189985521356738043008314299566558395248416554325290085928956121123846574385611072575915618497519741384898457327065168493044580544973224067031833920781620453562989315995210012579163540887275391511043293818084935820105023596280944035271975489074850753937408, 0, 64536477058056304281131019551121893069262721463550404276044308713868287579911637593481911073312200716403784584207058684607575145831094764378220130672436177873575192335897371798444731438413813322412451000098209241798840715151947240766400873424011523325395875692871001495830528, 0, 52909834540763221675614518600946375771066684269424794949034401411528364343743236884856640558919543849263160268525724045031171791905310171001073694156759939326262770957490702602490171155083957379402560339340691277012709401172732567280951492608, 0, 18788795782806445301581949502724567448207172772780964030646022141998349789962480888668484996849457464085769015485141836246531993796676452462359977289963104062333877037061094616038288572613535883625107663355904, 0, 2925011987858130222418582677512124499920897471073889391987823390424406689173769132967603976241479861377407264211326205863164043908709974146794705247502683964934750491914534912, 0, 183157102219725957605703016763375367551706977291641614254541917534513106870299010762752065295004730400127466905306792073492821469396471775232, 0, 5166122101387952260310455737914415687844172327297020233312780311756928124247917119936137217678567250968576, 0, 68704963116231441368511606137371934153474392218674636656222815054382080, 0, 426404941802709970428736863836196528, 0, 1], 1]], 'hecke_orbit_code': 206477197324, 'p': 83}
  • id: 53223
    {'charpoly_factorization': [[[-3174830868572674300683751402084616427057907168785819218946067288791947300381654250963522408097683345279828143183850908265823077666501427299261499734830895616, 33896985038487605862950400377287721068004914439476798746458281345815872214641915555610655834604854658221172466729367324275073741692404779264, 310586915730442760660608682421091999574074852753054413175296112615859887846902835602286153684766447515370703837261370834432, -4379550419741707711635564706544842025440189312908011576498811817883133567077182860272115976838078941690624, 2670653384959510143568601700219100619366103198695843697186666335840816746437913948385856, 85222744206985942011108050417807511741770900419031375547307681558356960, -101345794240064169298682422637224157042719160609013152, -531722907225608354915312845063337584, 330325058912952734, 1], 2]], 'hecke_orbit_code': 206477197324, 'p': 89}
  • id: 53224
    {'charpoly_factorization': [[[-4738425593473833654810764423239933149614460300938125670919625633202674059121663514387637478191405750957258901849656609396836445816353198255141391464779088384, -623700108060940357953322683078428262705424543212035000937352375054489857197789804204912508976053866601146143720973314280932669100458160158464, 7563027343535195404695885337172282982458482226664894917026632877304415721230900392228922387500247075246281475487767982370304, 75669365119930719915836721732024652643266771889261849669670621336514899876018750944022563296412833780339968, -574896734756201703886733594629238999053470400179230158619919367989758156553053476306603968, 270469556541181115516612979426123354445083581411654263165982171685324768, 2518841383261783512047824809969852402390875356193611104, -2067092135483632483517207556328046448, -1206278853046958610, 1], 2]], 'hecke_orbit_code': 206477197324, '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': 4, 'hecke_orbit': 1, 'label': '12.19.d.a', 'level': 12, 'portrait': 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', 'weight': 19}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 28127000
    {'hecke_orbit_code': 206477197324, 'n': 1, 'trace_an': 18}
  • id: 28127001
    {'hecke_orbit_code': 206477197324, 'n': 2, 'trace_an': -170}
  • id: 28127002
    {'hecke_orbit_code': 206477197324, 'n': 3, 'trace_an': 0}
  • id: 28127003
    {'hecke_orbit_code': 206477197324, 'n': 4, 'trace_an': -436932}
  • id: 28127004
    {'hecke_orbit_code': 206477197324, 'n': 5, 'trace_an': -1721764}
  • id: 28127005
    {'hecke_orbit_code': 206477197324, 'n': 6, 'trace_an': -6731586}
  • id: 28127006
    {'hecke_orbit_code': 206477197324, 'n': 7, 'trace_an': 0}
  • id: 28127007
    {'hecke_orbit_code': 206477197324, 'n': 8, 'trace_an': 108558736}
  • id: 28127008
    {'hecke_orbit_code': 206477197324, 'n': 9, 'trace_an': -2324522934}
  • id: 28127009
    {'hecke_orbit_code': 206477197324, 'n': 10, 'trace_an': 1397074644}
  • id: 28127010
    {'hecke_orbit_code': 206477197324, 'n': 11, 'trace_an': 0}
  • id: 28127011
    {'hecke_orbit_code': 206477197324, 'n': 12, 'trace_an': -6468699852}
  • id: 28127012
    {'hecke_orbit_code': 206477197324, 'n': 13, 'trace_an': 1799208612}
  • id: 28127013
    {'hecke_orbit_code': 206477197324, 'n': 14, 'trace_an': -48147537912}
  • id: 28127014
    {'hecke_orbit_code': 206477197324, 'n': 15, 'trace_an': 0}
  • id: 28127015
    {'hecke_orbit_code': 206477197324, 'n': 16, 'trace_an': -119537094672}
  • id: 28127016
    {'hecke_orbit_code': 206477197324, 'n': 17, 'trace_an': -282984271180}
  • id: 28127017
    {'hecke_orbit_code': 206477197324, 'n': 18, 'trace_an': 21953827710}
  • id: 28127018
    {'hecke_orbit_code': 206477197324, 'n': 19, 'trace_an': 0}
  • id: 28127019
    {'hecke_orbit_code': 206477197324, 'n': 20, 'trace_an': 491637621128}
  • id: 28127020
    {'hecke_orbit_code': 206477197324, 'n': 21, 'trace_an': 254050055640}
  • id: 28127021
    {'hecke_orbit_code': 206477197324, 'n': 22, 'trace_an': 272503644408}
  • id: 28127022
    {'hecke_orbit_code': 206477197324, 'n': 23, 'trace_an': 0}
  • id: 28127023
    {'hecke_orbit_code': 206477197324, 'n': 24, 'trace_an': 4483423343232}
  • id: 28127024
    {'hecke_orbit_code': 206477197324, 'n': 25, 'trace_an': 20224739695878}
  • id: 28127025
    {'hecke_orbit_code': 206477197324, 'n': 26, 'trace_an': -2765456970196}
  • id: 28127026
    {'hecke_orbit_code': 206477197324, 'n': 27, 'trace_an': 0}
  • id: 28127027
    {'hecke_orbit_code': 206477197324, 'n': 28, 'trace_an': 27756503338032}
  • id: 28127028
    {'hecke_orbit_code': 206477197324, 'n': 29, 'trace_an': 1812741883820}
  • id: 28127029
    {'hecke_orbit_code': 206477197324, 'n': 30, 'trace_an': -3579410315772}
  • id: 28127030
    {'hecke_orbit_code': 206477197324, 'n': 31, 'trace_an': 0}
  • id: 28127031
    {'hecke_orbit_code': 206477197324, 'n': 32, 'trace_an': 216191588070880}
  • id: 28127032
    {'hecke_orbit_code': 206477197324, 'n': 33, 'trace_an': 17014318866216}
  • id: 28127033
    {'hecke_orbit_code': 206477197324, 'n': 34, 'trace_an': -275796423660708}
  • id: 28127034
    {'hecke_orbit_code': 206477197324, 'n': 35, 'trace_an': 0}
  • id: 28127035
    {'hecke_orbit_code': 206477197324, 'n': 36, 'trace_an': 56425469699916}
  • id: 28127036
    {'hecke_orbit_code': 206477197324, 'n': 37, 'trace_an': 197439381411156}
  • id: 28127037
    {'hecke_orbit_code': 206477197324, 'n': 38, 'trace_an': -676030464010008}
  • id: 28127038
    {'hecke_orbit_code': 206477197324, 'n': 39, 'trace_an': 0}
  • id: 28127039
    {'hecke_orbit_code': 206477197324, 'n': 40, 'trace_an': 1941137842438368}
  • id: 28127040
    {'hecke_orbit_code': 206477197324, 'n': 41, 'trace_an': -204669372669676}
  • id: 28127041
    {'hecke_orbit_code': 206477197324, 'n': 42, 'trace_an': -1059935698181880}
  • id: 28127042
    {'hecke_orbit_code': 206477197324, 'n': 43, 'trace_an': 0}
  • id: 28127043
    {'hecke_orbit_code': 206477197324, 'n': 44, 'trace_an': 3599128179401424}
  • id: 28127044
    {'hecke_orbit_code': 206477197324, 'n': 45, 'trace_an': 222348883607532}
  • id: 28127045
    {'hecke_orbit_code': 206477197324, 'n': 46, 'trace_an': -3847169819651040}
  • id: 28127046
    {'hecke_orbit_code': 206477197324, 'n': 47, 'trace_an': 0}
  • id: 28127047
    {'hecke_orbit_code': 206477197324, 'n': 48, 'trace_an': 1457367907812912}
  • id: 28127048
    {'hecke_orbit_code': 206477197324, 'n': 49, 'trace_an': -3424095824368878}
  • id: 28127049
    {'hecke_orbit_code': 206477197324, 'n': 50, 'trace_an': -10192520264009358}
  • id: 28127050
    {'hecke_orbit_code': 206477197324, 'n': 51, 'trace_an': 0}
  • id: 28127051
    {'hecke_orbit_code': 206477197324, 'n': 52, 'trace_an': 4228291003193208}
  • id: 28127052
    {'hecke_orbit_code': 206477197324, 'n': 53, 'trace_an': -14112687314785972}
  • id: 28127053
    {'hecke_orbit_code': 206477197324, 'n': 54, 'trace_an': 869318113288518}
  • id: 28127054
    {'hecke_orbit_code': 206477197324, 'n': 55, 'trace_an': 0}
  • id: 28127055
    {'hecke_orbit_code': 206477197324, 'n': 56, 'trace_an': -6591066595001856}
  • id: 28127056
    {'hecke_orbit_code': 206477197324, 'n': 57, 'trace_an': -9662233004693640}
  • id: 28127057
    {'hecke_orbit_code': 206477197324, 'n': 58, 'trace_an': 17584741731886020}
  • id: 28127058
    {'hecke_orbit_code': 206477197324, 'n': 59, 'trace_an': 0}
  • id: 28127059
    {'hecke_orbit_code': 206477197324, 'n': 60, 'trace_an': 193536143011224}
  • id: 28127060
    {'hecke_orbit_code': 206477197324, 'n': 61, 'trace_an': 4171094773122132}
  • id: 28127061
    {'hecke_orbit_code': 206477197324, 'n': 62, 'trace_an': 77227021488187896}
  • id: 28127062
    {'hecke_orbit_code': 206477197324, 'n': 63, 'trace_an': 0}
  • id: 28127063
    {'hecke_orbit_code': 206477197324, 'n': 64, 'trace_an': -53424456043095936}
  • id: 28127064
    {'hecke_orbit_code': 206477197324, 'n': 65, 'trace_an': 35585253307254712}
  • id: 28127065
    {'hecke_orbit_code': 206477197324, 'n': 66, 'trace_an': 40644920520184824}
  • id: 28127066
    {'hecke_orbit_code': 206477197324, 'n': 67, 'trace_an': 0}
  • id: 28127067
    {'hecke_orbit_code': 206477197324, 'n': 68, 'trace_an': -91403316760947112}
  • id: 28127068
    {'hecke_orbit_code': 206477197324, 'n': 69, 'trace_an': 26342656148137824}
  • id: 28127069
    {'hecke_orbit_code': 206477197324, 'n': 70, 'trace_an': 264958129332427248}
  • id: 28127070
    {'hecke_orbit_code': 206477197324, 'n': 71, 'trace_an': 0}
  • id: 28127071
    {'hecke_orbit_code': 206477197324, 'n': 72, 'trace_an': -14019292862113968}
  • id: 28127072
    {'hecke_orbit_code': 206477197324, 'n': 73, 'trace_an': -83809473755653692}
  • id: 28127073
    {'hecke_orbit_code': 206477197324, 'n': 74, 'trace_an': 55949505142092092}
  • id: 28127074
    {'hecke_orbit_code': 206477197324, 'n': 75, 'trace_an': 0}
  • id: 28127075
    {'hecke_orbit_code': 206477197324, 'n': 76, 'trace_an': -129026923617832848}
  • id: 28127076
    {'hecke_orbit_code': 206477197324, 'n': 77, 'trace_an': -354619239852167328}
  • id: 28127077
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