Embedded newform data - 90.11.g.c.73.3

Formats: - HTML - YAML - JSON - 2026-08-16T19:13:23.533479

• 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': 10890, 'analytic_conductor': 57.18215274063517, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 5, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 7, 'char_orbit_label': 'g', 'char_order': 4, 'char_parity': -1, 'char_values': [90, 4, [11, 37], [4, 1]], 'cm_discs': [], 'conrey_index': 37, 'dim': 6, 'field_disc': -2246896514073600, 'field_disc_factorization': [[-1, 1], [2, 10], [3, 2], [5, 2], [17, 2], [37, 2], [157, 2]], 'field_poly': [658952, -299628, 68121, -1148, 0, 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': [[7, [1395890343660414229255712, 967807407319475146032, 335503136731458276, 9497368375544, 91287072, -13512, 1]], [11, [-2666505072779552, 9059018052, 323916, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007611756150874, 'hecke_ring_generator_nbound': 13, 'hecke_ring_index': 36000000, 'hecke_ring_index_factorization': [[2, 8], [3, 2], [5, 6]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 5, 3, -1, 4, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '90.11.g.c', 'level': 90, '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, 5], 'level_radical': 30, 'minimal_twist': '10.11.c.c', 'prim_orbit_index': 3, 'qexp_display': 'q+(2^{4}-2^{4}\\beta _{1})q^{2}-2^{9}\\beta _{1}q^{4}+(-910+\\cdots)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 3, 'rm_discs': [], 'sato_tate_group': '10.2.3.c4', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '90.11.g', 'trace_display': [96, 0, -5460, 13512], 'trace_hash': 122266387616700047, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.073', 'prec': 7}, {'__RealLiteral__': 0, 'data': '5.721', 'prec': 14}, {'__RealLiteral__': 0, 'data': '1.784', 'prec': 14}, {'__RealLiteral__': 0, 'data': '140.279', 'prec': 20}, {'__RealLiteral__': 0, 'data': '119.034', 'prec': 20}, {'__RealLiteral__': 0, 'data': '5808.901', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.247', 'prec': 10}, 'traces': [6, 96, 0, 0, -5460, 0, 13512, -49152, 0, -173280, -647832, 0, -742902, 0, 0, -1572864, 755118, 0, 0, -2749440, 0, -10365312, 15052992, 0, 42644850, -23772864, 0, -6918144, 0, 0, 153847152, -25165824, 0, 0, 208942440, 0, -32574498, 17493120, 0, 737280, -226153272, 0, -63628752, 0, 0, 481695744, 19700448, 0, 0, 788800800, 0, -380365824, 950001042, 0, -135145080, -221380608, 0, -310652160, 0, 0, 1603984392, 2461554432, 0, 0, -1398176070, 0, 2502647712, -386620416, 0, 174645120, 7137533808, 0, 2304462438, 0, 0, 559779840, -597969864, 0, 0, 1431306240, 0, -3618452352, 88180632, 0, 1729841610, -2036120064, 0, 5307039744, 0, 0, -43718253408, 7707131904, 0, 0, 34456200, 0, 33281088582, -12874047264, 0, 3407462400, 36956782428, 0, 23439868848, 0, 0, 30400033344, 3352011648, 0, 0, 16083250560, 0, -3542089728, 97668290382, 0, 46915924920, -9940869120, 0, -180232320, 0, 0, 17982530298, 25663750272, 0, 0, -10742728500, 0, -89592989928, 12884901888, 0, -55808338560, -175918010472, 0, -21482423760, 0, 0, -12371853312, -129443295942, 0, 0, -101389885440, 0, 114200540928, -69432740856, 0, -124148458800, 73742798016, 0, 16678142976, 0, 0, 145087688112, 8956477440, 0, 0, -153782026920, 0, -268902265638, 91058227200, 0, 45424312320, 292608367368, 0, 10972152288, 0, 0, 2821780224, -427761290112, 0, 0, -137827686720, 0, -32577921024, -111541735278, 0, -259364018400, 169825271808, 0, -417719953920, 0, 0, 148080779052, -699492054528, 0, 0, -498240808710, 0, -773353693896, -10086629376, 0, -116158166400, 745914569808, 0, 567316837458, 0, 0, -411969512448, -472464621342, 0, 0, -294827212800, 0, 591308518848, 913539401280, 0, -1083846661080, 750075803136, 0, 194747301888, 0, 0, 1941191133912, 486400533504, 0, 0, -720632970120, 0, 727797727704, 675297149760, 0, 583858298880, 1488034052388, 0, 446628916248, 0, 0, 3125385292224, -297580751592, 0, 0, 766674975360, 0, -159053905920, 48416456142, 0, -1679658648240, -5767434240, 0, -200666237952, 0, 0, 1688030445912, 287720484768, 0, 0, -1390019844630, 0, 57276161640, -1260315869184, 0, -1884832548000, 3921714696888, 0, -3633273314424, 0, 0, 412316860416, 1073384004078, 0, 0, -1070000686080, 0, -2814688167552, 3548497523592, 0, -1973057898030, -687437560320, 0, -1281355628544, 0, 0, 3515569059072, -197949652992, 0, 0, -2804593822200, 0, 7425363401082, 671403922560, 0, -3333894635520, 5176763951688, 0, 779915160888, 0, 0, -2221847707392, -3408974247144, 0, 0, -1373784710400, 0, 1179884768256, -8527763673258, 0, 1152885089400, 533700575232, 0, 6976438996800, 0, 0, -12299167979208, 2321403009792, 0, 0, 1704225049080, 0, 813939576192, 306160570368, 0, -3763124578560, -2075564252352, 0, 3652895288178, 0, 0, 2913863270400, -5690028149562, 0, 0, 720749199360, 0, 4681733877888, -1586257840440, 0, -18879535828050, 351108873216, 0, 1852647604224, 0, 0, 16984304723832, 45148483584, 0, 0, -17498007009360, 0, 13563209975622, 6095315973984, 0, -5296164879360, -6793223520144, 0, -22091964914520, 0, 0, -3569335528896, 25743512192328, 0, 0, -15236550835200, 0, 2717204348928, -7178116522758, 0, -12710186653080, -13367038525440, 0, -15539861032320, 0, 0, 35547336867606, 2369292464832, 0, 0, 9312785533830, 0, 9279039355032, -3946051534848, 0, 1849845865920, -7607853370032, 0, -5864169237522, 0, 0, -322772140032, 36412951189680, 0, 0, -3734702899200, 0, 11934633116928, -10966965086808, 0, -39902842061880, 18154138798656, 0, -17039917353984, 0, 0, 32788458412752, -6591512199168, 0, 0, 4777705900800, 0, 24626714333022, -4448181146880, 0, -11179091558400, 4843050668148, 0, -37907379681984, 0, 0, 29233260840960, 14302449857256, 0, 0, -7005924493440, 0, 12001212850176, -58193622979440, 0, -31539748494480, 6231913660416, 0, 1717207541760, 0, 0, -38205266708088, 31059058142592, 0, 0, 3729310906650, 0, 34156009516584, -1716229963776, 0, -27141570744960, 30677121715488, 0, -7045424271642, 0, 0, 21609508792320, 4371897398160, 0, 0, 10448841277440, 0, 23808544838208, 7386974252232, 0, -21672925106400, 14292125319936, 0, 1813549940736, 0, 0, 113608585179984, 50006164675584, 0, 0, -57851070750120, 0, 84361966158642, -6149373477120, 0, 512645652480, 66776690396988, 0, -7561572638352, 0, 0, 1549326596544, 50766462198888, 0, 0, -12993625403520, 0, -92278947840, -15801195864456, 0, -7205167872000, -6421319614464, 0, 5255811505920, 0, 0, 64091657978532, 27008487134592, 0, 0, -5462645082510, 0, 6642676446552, -13139840139264, 0, -104783401489440, 114894102243048, 0, -116769806766480, 0, 0, -40330107813888, -45530726372184, 0, 0, -54814364544000, 0, 62747435150208, -27532336971888, 0, -171568326217080, -116264746061568, 0, 45871610843136, 0, 0, 35115218567952, 6597069766656, 0, 0, -50310611043720, 0, -56378341883256, 88722756310272, 0, -5666152611840, -68063074927812, 0, -24364741759032, 0, 0, 113551920754944, -43611493870944, 0, 0, -80867210874240, 0, -10999000965120, -43864171143576, 0, -29998223503440, -41003380113408, 0, 27495416727360, 0, 0, -32137586658108, 56249104945152, 0, 0, -24267840207900, 0, 98710446469512, 66274967522304, 0, -86774377161600, -18766142491200, 0, 58022364912000, 0, 0, 21484925521920, -144285430647582, 0, 0, -54773006991360, 0, 82828223227008, 37058410024272, 0, -84477256140930, 24957285148416, 0, -58470676955136, 0, 0, 89301057446712, -35549563318272, 0, 0, 80503403155800, 0, -174701055216558, 39933839695776, 0, 19602900172800, -144055879688472, 0, -34999658173224, 0, 0, -272888437544256, -37542037636632, 0, 0, -137756293084800, 0, 8539209203712, -61377511857318, 0, 32051703613560, 223246047897600, 0, -31433855739648, 0, 0, -110262014800968, -196786687667328, 0, 0, -42926008036380, 0, 13172015237472, -4585716449280, 0, 33747709165440, 431030020146768, 0, 84328480191018, 0, 0, 9797138251776, -231500394000402, 0, 0, -41683588730880, 0, -33209028037632, -266177547882240, 0, 114958798803750, 116892649221696, 0, 137677960006656, 0, 0, 233233783316352, 46621812326400, 0, 0, 467787396378840, 0, -247424524653618, 324077528478720, 0, -193273528320, 620899978000488, 0, 339342412237848, 0, 0, -50760250894080, -73955698648152, 0, 0, -305016847310400, 0, 5617741971456, 164512144077042, 0, 85554995038920, 59284723335168, 0, 298924414969728, 0, 0, 670602961997352, 271748875581312, 0, 0, -45270172222800, 0, 314578431659520, 219013780537344, 0, -85021754897280, 111754611160176, 0, -779880838590522, 0, 0, 195050111167488, 269062771967778, 0, 0, -98909500538880, 0, -108691576322304, -368680248104688, 0, 546623060413710, -706942877264640, 0, 16679895564288, 0, 0, -11782079294088, -57109368462336, 0, 0, 147958323875400, 0, 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2810622083556888, 0, -3821329983035280, 0, 0, -420474884456448, 25440863401818, 0, 0, -2641378687211520, 0, 1838305635888768, -3902313821128008, 0, 1561958880477510, -3736633816527360, 0, -29325394759680, 0, 0, 6469876490560512, -645281725022208, 0, 0, -966434231778000, 0, -77196941410278, 3136971194440320, 0, -789025400832000], 'weight': 11, 'weight_parity': -1}
• mf_hecke_cc •

  Column	Type
  an_normalized	double precision[]
  angles	double precision[]
  char_orbit_index	smallint
  conrey_index	integer
  dual_conrey_index	integer
  dual_embedding_index	integer
  dual_embedding_m	integer
  embedding_index	integer
  embedding_m	integer
  embedding_root_imag	double precision
  embedding_root_real	double precision
  hecke_orbit	integer
  hecke_orbit_code	bigint
  label	text
  level	integer
  weight	smallint

  
  {'an_normalized': [[1.0, 0.0], [0.5, -0.5], [0.0, 0.0], [0.0, -0.5], [0.9530669538436212, -0.3027596100724811], [0.0, 0.0], [1.2664176177779827, -1.2664176177779827], [-0.25, -0.25], [0.0, 0.0], [0.3251536718855701, -0.6279132819580512], [-0.9664555496182683, 0.0], [0.0, 0.0], [-0.9658525145942232, -0.9658525145942232], [0.0, -1.2664176177779827], [0.0, 0.0], [-0.25, 0.0], [0.4291959928049701, -0.4291959928049701], [0.0, 0.0], [0.0, -0.13538489974127565], [-0.15137980503624054, -0.4765334769218106], [0.0, 0.0], [-0.48322777480913415, 0.48322777480913415], [0.8547268926556159, 0.8547268926556159], [0.0, 0.0], [0.8166732370175185, -0.5771003586373241], [-0.9658525145942232, 0.0], [0.0, 0.0], [-0.6332088088889913, -0.6332088088889913], [0.0, 0.06524023045411195], [0.0, 0.0], [0.9057426097826993, 0.0], [-0.125, 0.125], [0.0, 0.0], [0.0, -0.4291959928049701], [0.823560677122175, -1.5904008854169398], [0.0, 0.0], [-0.7944310153789697, 0.7944310153789697], [-0.06769244987063783, -0.06769244987063783], [0.0, 0.0], [-0.3139566409790256, -0.16257683594278505], [-1.1830500277263798, 0.0], [0.0, 0.0], [-0.6355351009470616, -0.6355351009470616], [0.0, 0.48322777480913415], [0.0, 0.0], [0.8547268926556159, 0.0], [-0.5013344345138385, 0.5013344345138385], [0.0, 0.0], [0.0, -2.2076271652369215], [0.11978643919009715, -0.6968867978274212], [0.0, 0.0], [-0.4829262572971116, 0.4829262572971116], [0.05499300467916758, 0.05499300467916758], [0.0, 0.0], [-0.9210968466999457, 0.2926037053548123], [-0.6332088088889913, 0.0], [0.0, 0.0], [0.032620115227055976, 0.032620115227055976], [0.0, -1.2218570788592773], [0.0, 0.0], [0.6960786025902083, 0.0], [0.45287130489134964, -0.45287130489134964], [0.0, 0.0], [0.0, 0.125], [-1.2129432446525903, -0.6281009832404456], [0.0, 0.0], [-0.500099913646775, 0.500099913646775], [-0.21459799640248506, -0.21459799640248506], [0.0, 0.0], [-0.3834201041473824, -1.2069807812695574], [0.30738736748453377, 0.0], [0.0, 0.0], [0.4301575157901524, 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0.0946981922751874, -0.20723424960755218, -0.3180044711250669, -0.08766957085410014, -0.09357950268154441, -0.1721492374808977, -0.4524941479166644, -0.21822353636141054, -0.011327333670109617, -0.3788592105534844, -0.15902564158550492, -0.3151622912811575, -0.1608831623792661, 0.10616635060891605, -0.08031280685355137, 0.029454109593353105, -0.4156438503473658, -0.09777162952848253, 0.011859460525631383, -0.16246264553154474, 0.21017986102278816, -0.27323495454553515, -0.36355105504275664, 0.055377761438110684, -0.35057929663856074, -0.40421640632456046, -0.2217290180017172, -0.062103665225462464, 0.08466365639724235, -0.16001889725104865, 0.12901531606293512, -0.31377139130277576, -0.1884767716456347, -0.47710434713559685, -0.42826504005155486, 0.01020514022398067, -0.35495945467650963, -0.05847006983426263, -0.4827671746296589, -0.45138414289057116, 3.931192577819163e-05, -0.20377063900736192, -0.17300133797557138, -0.2178560910116306], 'char_orbit_index': 7, 'conrey_index': 73, 'dual_conrey_index': 37, 'dual_embedding_index': 3, 'dual_embedding_m': 3, 'embedding_index': 3, 'embedding_m': 6, 'embedding_root_imag': 10.104263937977066, 'embedding_root_real': 10.104263937977066, 'hecke_orbit': 3, 'hecke_orbit_code': 9007611756150874, 'label': '90.11.g.c.73.3', 'level': 90, 'weight': 11}
• 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': 10890, 'analytic_conductor': 57.18215274063517, 'char_conductor': 5, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 7, 'char_orbit_label': 'g', 'char_order': 4, 'char_parity': -1, 'char_values': [90, 4, [11, 37], [4, 1]], 'conrey_index': 37, 'cusp_dim': 344, 'dim': 50, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [7, 11], 'hecke_orbit_code': 412501409882, 'hecke_orbit_dims': [2, 2, 6, 8, 10, 10, 12], 'label': '90.11.g', 'level': 90, '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, 5], 'level_radical': 30, 'mf_dim': 376, 'mf_new_dim': 50, 'num_forms': 7, 'prim_orbit_index': 3, 'relative_dim': 25, 'sturm_bound': 198, 'trace_bound': 5, 'trace_display': [-32, 0, 7560, -26180], 'traces': [50, -32, 0, 0, 7560, 0, -26180, 16384, 0, 79712, -419440, 0, 842766, 0, 0, -13107200, 4823582, 0, 0, -2587648, 0, 13506304, 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1837867454177280, -3175638957655280, 0, 0, -1645049382240256, 0, -322729049463872, -2430463148192040, 0, -2254893528017058, -3355586645486720, 0, -216315994308608, 0, 0, -6124313586606920, 1693239123016704, 0, 0, 3253346524296592, 0, 876889041534926, 7298107647910144, 0, -149401444153344, 563214774764580, 0, 5450635670400080, 0, 0, 271975032806400, -4661781745140068, 0, 0, -7123528886094464, 0, -679926794878976, -6061671742121154, 0, 5695905760239600, -1611983504547840, 0, -2455196617030912, 0, 0, 4283976279899790, 3682815059783232, 0, 0, 5284810732929690, 0, 2494756592553860, 1897113366675456, 0, 595268301092160, 7460100023948320, 0, -7529763244574576, 0, 0, -551376723640320, -4561548506600094, 0, 0, -4175895634219008, 0, 270198467535104, -3739914095486204, 0, -5751520596138966, -3179590022120960, 0, -2038350344146944, 0, 0, -2088479871614680, 194267309932544, 0, 0, 3558037537716288, 0, -2077597304965258, 7433870312539264, 0, 1768156810919936], 'weight': 11, 'weight_parity': -1}
• mf_twists_cc •

  Column	Type
  conductor	integer
  degree	integer
  order	integer
  parity	smallint
  source_conrey_index	integer
  source_dim	integer
  source_embedding_index	integer
  source_hecke_orbit_code	bigint
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_conrey_index	integer
  target_dim	integer
  target_embedding_index	integer
  target_hecke_orbit_code	bigint
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_conrey_index	integer
  weight	smallint

  
  
  • id: 41003621
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 73, 'source_dim': 6, 'source_embedding_index': 3, 'source_hecke_orbit_code': 9007611756150874, 'source_is_minimal': False, 'source_label': '90.11.g.c.73.3', 'source_level': 90, 'target_conrey_index': 73, 'target_dim': 6, 'target_embedding_index': 3, 'target_hecke_orbit_code': 9007611756150874, 'target_is_minimal': False, 'target_label': '90.11.g.c.73.3', 'target_level': 90, 'twist_class_label': '10.11.c.c.3.2', 'twist_class_level': 10, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 11}
  • id: 41003622
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 73, 'source_dim': 6, 'source_embedding_index': 3, 'source_hecke_orbit_code': 9007611756150874, 'source_is_minimal': False, 'source_label': '90.11.g.c.73.3', 'source_level': 90, 'target_conrey_index': 3, 'target_dim': 6, 'target_embedding_index': 2, 'target_hecke_orbit_code': 9007336878243850, 'target_is_minimal': True, 'target_label': '10.11.c.c.3.2', 'target_level': 10, 'twist_class_label': '10.11.c.c.3.2', 'twist_class_level': 10, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 11}
  • id: 41003623
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 73, 'source_dim': 6, 'source_embedding_index': 3, 'source_hecke_orbit_code': 9007611756150874, 'source_is_minimal': False, 'source_label': '90.11.g.c.73.3', 'source_level': 90, 'target_conrey_index': 37, 'target_dim': 6, 'target_embedding_index': 3, 'target_hecke_orbit_code': 9007611756150874, 'target_is_minimal': False, 'target_label': '90.11.g.c.37.3', 'target_level': 90, 'twist_class_label': '10.11.c.c.3.2', 'twist_class_level': 10, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 11}
  • id: 41003624
    {'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 73, 'source_dim': 6, 'source_embedding_index': 3, 'source_hecke_orbit_code': 9007611756150874, 'source_is_minimal': False, 'source_label': '90.11.g.c.73.3', 'source_level': 90, 'target_conrey_index': 33, 'target_dim': 6, 'target_embedding_index': 2, 'target_hecke_orbit_code': 9008230231441488, 'target_is_minimal': False, 'target_label': '80.11.p.c.33.2', 'target_level': 80, 'twist_class_label': '10.11.c.c.3.2', 'twist_class_level': 10, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 11}
  • id: 41003625
    {'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 73, 'source_dim': 6, 'source_embedding_index': 3, 'source_hecke_orbit_code': 9007611756150874, 'source_is_minimal': False, 'source_label': '90.11.g.c.73.3', 'source_level': 90, 'target_conrey_index': 7, 'target_dim': 6, 'target_embedding_index': 2, 'target_hecke_orbit_code': 9007336878243850, 'target_is_minimal': True, 'target_label': '10.11.c.c.7.2', 'target_level': 10, 'twist_class_label': '10.11.c.c.3.2', 'twist_class_level': 10, 'twisting_char_label': '15.2', 'twisting_conrey_index': 2, 'weight': 11}
  • id: 41003626
    {'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 73, 'source_dim': 6, 'source_embedding_index': 3, 'source_hecke_orbit_code': 9007611756150874, 'source_is_minimal': False, 'source_label': '90.11.g.c.73.3', 'source_level': 90, 'target_conrey_index': 7, 'target_dim': 6, 'target_embedding_index': 2, 'target_hecke_orbit_code': 18014536132984882, 'target_is_minimal': False, 'target_label': '50.11.c.e.7.2', 'target_level': 50, 'twist_class_label': '10.11.c.c.3.2', 'twist_class_level': 10, 'twisting_char_label': '15.8', 'twisting_conrey_index': 8, 'weight': 11}
  • id: 41003627
    {'conductor': 15, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 73, 'source_dim': 6, 'source_embedding_index': 3, 'source_hecke_orbit_code': 9007611756150874, 'source_is_minimal': False, 'source_label': '90.11.g.c.73.3', 'source_level': 90, 'target_conrey_index': 43, 'target_dim': 6, 'target_embedding_index': 2, 'target_hecke_orbit_code': 18014536132984882, 'target_is_minimal': False, 'target_label': '50.11.c.e.43.2', 'target_level': 50, 'twist_class_label': '10.11.c.c.3.2', 'twist_class_level': 10, 'twisting_char_label': '15.14', 'twisting_conrey_index': 14, 'weight': 11}
  • id: 41003628
    {'conductor': 60, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 73, 'source_dim': 6, 'source_embedding_index': 3, 'source_hecke_orbit_code': 9007611756150874, 'source_is_minimal': False, 'source_label': '90.11.g.c.73.3', 'source_level': 90, 'target_conrey_index': 17, 'target_dim': 6, 'target_embedding_index': 2, 'target_hecke_orbit_code': 9008230231441488, 'target_is_minimal': False, 'target_label': '80.11.p.c.17.2', 'target_level': 80, 'twist_class_label': '10.11.c.c.3.2', 'twist_class_level': 10, 'twisting_char_label': '60.47', 'twisting_conrey_index': 47, 'weight': 11}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 272575
    {'charpoly_factorization': [[[512, -32, 1], 3]], 'hecke_orbit_code': 9007611756150874, 'p': 2}
  • id: 272576
    {'charpoly_factorization': [[[0, 1], 6]], 'hecke_orbit_code': 9007611756150874, 'p': 3}
  • id: 272577
    {'charpoly_factorization': [[[931322574615478515625, 520706176757812500, -62662353515625, -85710975000, -6416625, 5460, 1], 1]], 'hecke_orbit_code': 9007611756150874, 'p': 5}
  • id: 272578
    {'charpoly_factorization': [[[1395890343660414229255712, 967807407319475146032, 335503136731458276, 9497368375544, 91287072, -13512, 1], 1]], 'hecke_orbit_code': 9007611756150874, 'p': 7}
  • id: 272579
    {'charpoly_factorization': [[[-2666505072779552, 9059018052, 323916, 1], 2]], 'hecke_orbit_code': 9007611756150874, 'p': 11}
  • id: 272580
    {'charpoly_factorization': [[[7720973897629741929756764276014152, 20385926932644041898677185368, 26912797686745338345156, 2391666107193216, 275951690802, 742902, 1], 1]], 'hecke_orbit_code': 9007611756150874, 'p': 13}
  • id: 272581
    {'charpoly_factorization': [[[2896847622959042762767646245377431432, -5433761139804361512989169352632, 5096187989047266077846916, -702350500374552064, 285101596962, -755118, 1], 1]], 'hecke_orbit_code': 9007611756150874, 'p': 17}
  • id: 272582
    {'charpoly_factorization': [[[2056723660260006210847360000000000, 0, 75294310961554272000000, 0, 619530339600, 0, 1], 1]], 'hecke_orbit_code': 9007611756150874, 'p': 19}
  • id: 272583
    {'charpoly_factorization': [[[7109733820540638431039885244948460162592, 1364693886574721220928404130560432, 130974622332119758626480036, -291518088619178721976, 113296284076032, -15052992, 1], 1]], 'hecke_orbit_code': 9007611756150874, 'p': 23}
  • id: 272584
    {'charpoly_factorization': [[[1396665752624284439971199690308489216000000, 0, 783357884027284635512471040000, 0, 1890131069150400, 0, 1], 1]], 'hecke_orbit_code': 9007611756150874, 'p': 29}
  • id: 272585
    {'charpoly_factorization': [[[-10349511565794772049488, 1721402358911892, -76923576, 1], 2]], 'hecke_orbit_code': 9007611756150874, 'p': 31}
  • id: 272586
    {'charpoly_factorization': [[[2829512576241733403460259217277933867662734152, -270238009196569101743796081290830347768, 12904798909133020317138403686756, -192244675901723344874016, 530548959976002, 32574498, 1], 1]], 'hecke_orbit_code': 9007611756150874, 'p': 37}
  • id: 272587
    {'charpoly_factorization': [[[-1969427592056349349290272, -17656457682251868, 113076636, 1], 2]], 'hecke_orbit_code': 9007611756150874, 'p': 41}
  • id: 272588
    {'charpoly_factorization': [[[315860903026969162616545479464449517690718526752, 12531550791652921131133859302152923668368, 248590065656793906058321152184356, -208408650620129539725384, 2024309040538752, 63628752, 1], 1]], 'hecke_orbit_code': 9007611756150874, 'p': 43}
  • id: 272589
    {'charpoly_factorization': [[[8911076612082499140165454300745626514323009361952, 198685054037663130935933353211209820862768, 2214982118121624009700226985928356, 5148803150521107619590216, 194053825700352, -19700448, 1], 1]], 'hecke_orbit_code': 9007611756150874, 'p': 47}
  • id: 272590
    {'charpoly_factorization': [[[8596693177954398783181953052938443397014342145992, -460010794967834607238463806753857463572168, 12307635453920678214258295944043236, -101246418608699306815767776, 451250989900542882, -950001042, 1], 1]], 'hecke_orbit_code': 9007611756150874, 'p': 53}
  • id: 272591
    {'charpoly_factorization': [[[2335042254732478561687629855191624121156649984000000, 0, 493419938447922297487605409693440000, 0, 1405683550765923600, 0, 1], 1]], 'hecke_orbit_code': 9007611756150874, 'p': 59}
  • id: 272592
    {'charpoly_factorization': [[[159337479955441782276666432, -145162927997988828, -801992196, 1], 2]], 'hecke_orbit_code': 9007611756150874, 'p': 61}
  • id: 272593
    {'charpoly_factorization': [[[2959683587266145451389324930077729871536151946614868512, -1946107207087863339927902902545599877561179568, 639820634505338611383803660585802276, -431137369274023583615070856, 3131622785189417472, -2502647712, 1], 1]], 'hecke_orbit_code': 9007611756150874, 'p': 67}
  • id: 272594
    {'charpoly_factorization': [[[-587751485374237526092302832, 2731430976824954772, -3568766904, 1], 2]], 'hecke_orbit_code': 9007611756150874, 'p': 71}
  • id: 272595
    {'charpoly_factorization': [[[1614896490641202554796754754181385595349924049232911112, -976024349523794434530493863689104510309953432, 294948789716269124536487258280925476, -545627643508260974444723744, 2655273564076451922, -2304462438, 1], 1]], 'hecke_orbit_code': 9007611756150874, 'p': 73}
  • id: 272596
    {'charpoly_factorization': [[[289986691628090502655547883065742261080247238656000000, 0, 2090348062530013097709642376151040000, 0, 3556319314037606400, 0, 1], 1]], 'hecke_orbit_code': 9007611756150874, 'p': 79}
  • id: 272597
    {'charpoly_factorization': [[[136426949298149363364809482239358964625391462482980147232, 199529260116913141866583905543923732515775402832, 145909315745957370116784515315889631716, 17583449498157756202276992264, 3887911929959712, -88180632, 1], 1]], 'hecke_orbit_code': 9007611756150874, 'p': 83}
  • id: 272598
    {'charpoly_factorization': [[[2677712409875171881284867897640404726726156060196864000000, 0, 937590694761194981338758236641812480000, 0, 74722446831800851200, 0, 1], 1]], 'hecke_orbit_code': 9007611756150874, 'p': 89}
  • id: 272599
    {'charpoly_factorization': [[[1141305008845409768137530083251420004343340000441747147047432, 77969299144772454431170854215292292782586667993832, 2663272114820993614626635743691360110116, -3228364709295081604017665557536, 553815428601465385362, -33281088582, 1], 1]], 'hecke_orbit_code': 9007611756150874, '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': 7, 'hecke_orbit': 3, 'label': '90.11.g.c', 'level': 90, 'portrait': 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', 'weight': 11}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  Showing the first 100 of 258 matching records in this table.
  • id: 30964363
    {'hecke_orbit_code': 9007611756150874, 'n': 1, 'trace_an': 6}
  • id: 30964364
    {'hecke_orbit_code': 9007611756150874, 'n': 2, 'trace_an': 96}
  • id: 30964365
    {'hecke_orbit_code': 9007611756150874, 'n': 3, 'trace_an': 0}
  • id: 30964366
    {'hecke_orbit_code': 9007611756150874, 'n': 4, 'trace_an': 0}
  • id: 30964367
    {'hecke_orbit_code': 9007611756150874, 'n': 5, 'trace_an': -5460}
  • id: 30964368
    {'hecke_orbit_code': 9007611756150874, 'n': 6, 'trace_an': 0}
  • id: 30964369
    {'hecke_orbit_code': 9007611756150874, 'n': 7, 'trace_an': 13512}
  • id: 30964370
    {'hecke_orbit_code': 9007611756150874, 'n': 8, 'trace_an': -49152}
  • id: 30964371
    {'hecke_orbit_code': 9007611756150874, 'n': 9, 'trace_an': 0}
  • id: 30964372
    {'hecke_orbit_code': 9007611756150874, 'n': 10, 'trace_an': -173280}
  • id: 30964373
    {'hecke_orbit_code': 9007611756150874, 'n': 11, 'trace_an': -647832}
  • id: 30964374
    {'hecke_orbit_code': 9007611756150874, 'n': 12, 'trace_an': 0}
  • id: 30964375
    {'hecke_orbit_code': 9007611756150874, 'n': 13, 'trace_an': -742902}
  • id: 30964376
    {'hecke_orbit_code': 9007611756150874, 'n': 14, 'trace_an': 0}
  • id: 30964377
    {'hecke_orbit_code': 9007611756150874, 'n': 15, 'trace_an': 0}
  • id: 30964378
    {'hecke_orbit_code': 9007611756150874, 'n': 16, 'trace_an': -1572864}
  • id: 30964379
    {'hecke_orbit_code': 9007611756150874, 'n': 17, 'trace_an': 755118}
  • id: 30964380
    {'hecke_orbit_code': 9007611756150874, 'n': 18, 'trace_an': 0}
  • id: 30964381
    {'hecke_orbit_code': 9007611756150874, 'n': 19, 'trace_an': 0}
  • id: 30964382
    {'hecke_orbit_code': 9007611756150874, 'n': 20, 'trace_an': -2749440}
  • id: 30964383
    {'hecke_orbit_code': 9007611756150874, 'n': 21, 'trace_an': 0}
  • id: 30964384
    {'hecke_orbit_code': 9007611756150874, 'n': 22, 'trace_an': -10365312}
  • id: 30964385
    {'hecke_orbit_code': 9007611756150874, 'n': 23, 'trace_an': 15052992}
  • id: 30964386
    {'hecke_orbit_code': 9007611756150874, 'n': 24, 'trace_an': 0}
  • id: 30964387
    {'hecke_orbit_code': 9007611756150874, 'n': 25, 'trace_an': 42644850}
  • id: 30964388
    {'hecke_orbit_code': 9007611756150874, 'n': 26, 'trace_an': -23772864}
  • id: 30964389
    {'hecke_orbit_code': 9007611756150874, 'n': 27, 'trace_an': 0}
  • id: 30964390
    {'hecke_orbit_code': 9007611756150874, 'n': 28, 'trace_an': -6918144}
  • id: 30964391
    {'hecke_orbit_code': 9007611756150874, 'n': 29, 'trace_an': 0}
  • id: 30964392
    {'hecke_orbit_code': 9007611756150874, 'n': 30, 'trace_an': 0}
  • id: 30964393
    {'hecke_orbit_code': 9007611756150874, 'n': 31, 'trace_an': 153847152}
  • id: 30964394
    {'hecke_orbit_code': 9007611756150874, 'n': 32, 'trace_an': -25165824}
  • id: 30964395
    {'hecke_orbit_code': 9007611756150874, 'n': 33, 'trace_an': 0}
  • id: 30964396
    {'hecke_orbit_code': 9007611756150874, 'n': 34, 'trace_an': 0}
  • id: 30964397
    {'hecke_orbit_code': 9007611756150874, 'n': 35, 'trace_an': 208942440}
  • id: 30964398
    {'hecke_orbit_code': 9007611756150874, 'n': 36, 'trace_an': 0}
  • id: 30964399
    {'hecke_orbit_code': 9007611756150874, 'n': 37, 'trace_an': -32574498}
  • id: 30964400
    {'hecke_orbit_code': 9007611756150874, 'n': 38, 'trace_an': 17493120}
  • id: 30964401
    {'hecke_orbit_code': 9007611756150874, 'n': 39, 'trace_an': 0}
  • id: 30964402
    {'hecke_orbit_code': 9007611756150874, 'n': 40, 'trace_an': 737280}
  • id: 30964403
    {'hecke_orbit_code': 9007611756150874, 'n': 41, 'trace_an': -226153272}
  • id: 30964404
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  • id: 30964405
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  • id: 30964408
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  • id: 30964409
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  • id: 30964410
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  • id: 30964411
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  • id: 30964412
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  • id: 30964413
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  • id: 30964414
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  • id: 30964415
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  • id: 30964416
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  • id: 30964417
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  • id: 30964418
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  • id: 30964419
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  • id: 30964420
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  • id: 30964421
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  • id: 30964422
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  • id: 30964423
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  • id: 30964424
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  • id: 30964425
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  • id: 30964426
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  • id: 30964427
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  • id: 30964428
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  • id: 30964429
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  • id: 30964430
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  • id: 30964431
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  • id: 30964432
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  • id: 30964433
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  • id: 30964434
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  • id: 30964435
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  • id: 30964437
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  • id: 30964438
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  • id: 30964439
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  • id: 30964442
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  • id: 30964443
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  • id: 30964444
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  • id: 30964445
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  • id: 30964446
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  • id: 30964447
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  • id: 30964448
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  • id: 30964449
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  • id: 30964450
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  • id: 30964451
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  • id: 30964452
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  • id: 30964453
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  • id: 30964454
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  • id: 30964455
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  • id: 30964456
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  • id: 30964457
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  • id: 30964458
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  • id: 30964459
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  • id: 30964460
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  • id: 30964461
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  • id: 30964462
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