Embedded newform data - 36.18.a.c.1.1

Formats: - HTML - YAML - JSON - 2026-06-06T20:49:41.834882

• 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': 11664, 'analytic_conductor': 65.95995144404148, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, -1]], 'atkin_lehner_string': '--', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [36, 1, [19, 29], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[5, [-1608930, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007199556730916, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '36.18.a.c', 'level': 36, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'minimal_twist': '12.18.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+1608930q^{5}-9417184q^{7}+186910524q^{11}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '17.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '36.18.a', 'trace_display': [0, 0, 1608930, -9417184], 'trace_hash': 1385002480627060411, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.991', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.982', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.948', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.002', 'prec': 17}, 'traces': [1, 0, 0, 0, 1608930, 0, -9417184, 0, 0, 0, 186910524, 0, -2625442690, 0, 0, 0, -43782311106, 0, -96594985540, 0, 0, 0, -290867937336, 0, 1825716291775, 0, 0, 0, -1398617429094, 0, 7647898359464, 0, 0, 0, -15151589853120, 0, -33369516616762, 0, 0, 0, 12032733393990, 0, -755092495804, 0, 0, 0, 280540358127936, 0, -143947159497351, 0, 0, 0, -460570203615582, 0, 300725949379320, 0, 0, 0, -1078467799153284, 0, -1980778975313218, 0, 0, 0, -4224153507221700, 0, 4850190377589884, 0, 0, 0, -2707574704052040, 0, -5002264428090742, 0, 0, 0, -1760170796044416, 0, -9774477292907752, 0, 0, 0, -17112919183614396, 0, -70442673807776580, 0, 0, 0, -34698182155846650, 0, 24724276893184960, 0, 0, 0, -155414570084872200, 0, 68616916871806082, 0, 0, 0, 72575603831581362, 0, 37807848560593904, 0, 0, 0, -177782085241916148, 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66297772559579608369951323282, 0, 42450462711667431609751988208, 0, 0, 0, -227536205070381907839527369880, 0, 143383344920665066411907065740, 0, 0, 0, -117454566286176711829955052930, 0, -1029545866042812891824416064, 0, 0, 0, 205013845264956980058597567240, 0, -136858041423441538635370500070, 0, 0, 0, -123261129700586493020140282614, 0, 1495671340105347482250737272, 0, 0, 0, 90350459077989003233184294480, 0, 49857954923852154498483292608, 0, 0, 0, 17377283677421609834143001094, 0, -538738409450752188267440553120, 0, 0, 0, -34579804584554538404627226240, 0, -181936292173144950613937746640, 0, 0, 0, -90817473876435728091843618510, 0, 164031918745156196239170164816, 0, 0, 0, 8647411934124983291650072632, 0, -95562266620693559642594291072, 0, 0, 0, 165664494723362307611932059678, 0, -202753224495840434864182596436, 0, 0, 0, 11518942271724543613304366568, 0, -50828112967686528216377583000, 0, 0, 0, -65323536951228614017748121852, 0, -32351954562422935719063180232, 0, 0, 0, -324579649411898103522052082700, 0, 46059049946278250524871609414, 0, 0, 0, -58814461708131945386450976768, 0, 118342540950850685277127643012, 0, 0, 0, 1481906150934879941273920752, 0, -89698270252440727041233909566, 0, 0, 0, -130797240291385187121854509374, 0, -43288646200297279001634181320, 0, 0, 0, 228256727394586494985982210700, 0, 166923145954611477818974217404, 0, 0, 0, 24659086253152021972287667740, 0, 258240033578117536059392261372, 0, 0, 0, 108859149877054134704520915000, 0, -148480346866930654643188637638, 0, 0, 0, 47401368427462115566886162400, 0, 192798398328065816924935068920, 0, 0, 0, -108811471964590533097100707776, 0, -58998658389649007767182759550, 0, 0, 0, 245268407012312710530843078726, 0, -169769426271223275530342959708, 0, 0, 0, -400096804663781050555000342440, 0, -119926618933200248895234937344, 0, 0, 0, -229570697145002683282842883662, 0, 48994564207359172080156361000, 0, 0, 0, 58361047723634764539610397160, 0, 205086329232051284228386063358, 0, 0, 0, 274918815172711238231134934190, 0, 217365526455853237745551786800, 0, 0, 0, -265368170386082633310960195600, 0, 20918626887909051114141495888, 0, 0, 0, 148098870970772941343389386240, 0, 157159642984393733465021544968, 0, 0, 0, -38339344220136914441896461720, 0, -302553742603909246588146541824, 0, 0, 0, -74239876157325468008445510570, 0, 30138040776216820163974979008, 0, 0, 0, 136856704994457751176716684520, 0, 453163672448680857655049775540, 0, 0, 0, 88581199151256078099451429746, 0, 57717564135465898273915061984, 0, 0, 0, 3189626614427253390947746800, 0, -357289297703925505367081872642, 0, 0, 0, 53017122178675048776083018622, 0, -89464597425627004769361609892, 0, 0, 0, -7566275595970068113621491776, 0, 6682652802217269979145965711, 0, 0, 0, -95968815867602135179352949708, 0, -702661484299140015861302278200, 0, 0, 0, 117119081325803293248724335924, 0, 189088756690322938345918461440, 0, 0, 0, -266452542263365109455512595950, 0, 100516767028915990715976442248, 0, 0, 0, 531977528403003333168901464120, 0, 7569843487059312342738541778, 0, 0, 0, 157946975714614520894494303026, 0, 233010482451558501691589498928, 0, 0, 0, 348840582876011176427176047756, 0, 247967230613190706507395823020, 0, 0, 0, 58736048626943336932602100992, 0, 365370111672849362233043278220, 0, 0, 0, 497698542617432958178490118600, 0, 56698665979258272146144605610, 0, 0, 0, 381945358629381750179693816970, 0, 178307029980198397984176606016, 0, 0, 0, -555688443106656278837715858048, 0, -130079881572736521404627854400, 0, 0, 0, 76945949479310317795007657298, 0, -497364841473236553956969052000, 0, 0, 0, -28684032081299680569282042624, 0, -3662342357338890659902846736, 0, 0, 0, 11697000085423444231606110660, 0, -106338735317102831099083981888, 0, 0, 0, 155242376297474875696840950684, 0, -72736402770554280859957591584, 0, 0, 0, 72494052978751155951902017758, 0, 175742532796508680731027442000, 0, 0, 0, 286959604603028150710715932008, 0, 259287932659714476600357515520, 0, 0, 0, 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0, -52878715953393134490248642976, 0, 285127507088411270398666285518, 0, 0, 0, -60190914229455760281357440580, 0, -364155167215549510014793160880, 0, 0, 0, -415589693431882077257441655960, 0], 'weight': 18, '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], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [1.8420105477318331, 0.0], [0.0, 0.0], [-0.6174299837567553, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.26290323565821544, 0.0], [0.0, 0.0], [-0.8926558347194413, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [-1.5222390227069957, 0.0], [0.0, 0.0], [-1.3048150993038377, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [-0.7744782842915025, 0.0], [0.0, 0.0], [2.393002857955328, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [-0.5191776087681355, 0.0], [0.0, 0.0], [1.6105258871554609, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [-1.1373125425658377, 0.0], [0.0, 0.0], [-1.5618353959454505, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.23534312294981122, 0.0], [0.0, 0.0], [-0.00985186113722402, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [1.7185554705392514, 0.0], [0.0, 0.0], [-0.618780215158133, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [-1.016133914071866, 0.0], [0.0, 0.0], [0.4842705331152606, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [-0.9562359861516889, 0.0], [0.0, 0.0], [-1.322916459839903, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [-1.6442814630475748, 0.0], [0.0, 0.0], [1.459227355936997, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [-0.49760471162420844, 0.0], [0.0, 0.0], [-0.7259761185046105, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [-0.16232434052205036, 0.0], [0.0, 0.0], [-0.7248752408737237, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [-0.8339889840444343, 0.0], [0.0, 0.0], [-2.8039803359952833, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [-0.9343114391829993, 0.0], [0.0, 0.0], [0.5511524775311974, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [-2.403483175757428, 0.0], [0.0, 0.0], [0.8889379740208064, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0]], 'angles': [None, None, -0.06368474615692735, -0.29994946387433435, -0.22901810053043553, -0.32363424966288695, -0.3876749754982035, -0.36312046584417135, -0.3132856096492888, -0.29179351293903016, -0.10101206428638318, -0.3926240997871013, -0.2312284979201204, -0.2507839893699004, -0.08545671244351447, -0.3348198785867869, -0.32934043654134876, -0.3650310576047467, -0.11984995253386133, -0.29001848081687853, -0.30912171325952387, -0.30902770642389077, -0.3184582835782558, -0.3273606276941949, -0.1766961952376077, -0.1958938062711635, -0.2265126937539706, -0.3333599733702888, -0.2623740359799129, -0.29156796425779663, -0.0680183411731339, -0.32556175530332226, -0.09950230531545627, -0.15285019248582474, -0.439490412575794, -0.21750904801099194, -0.22421808375264768, -0.23903812310237196, -0.3052768910862636, -0.2341661362780841, -0.28510015176381726, -0.26454143104031824, -0.30408109905099956, -0.09741515774539104, -0.24666176140465035, -0.32572454616269997, -0.2761389891169085, -0.3097189850481354, -0.21101892828503366, -0.3169165782857675, -0.28459839174191764, -0.09963042929436941, -0.22909998535918047, -0.21401095070767392, -0.07832120665850992, -0.33781038579430106, -0.223813944253474, -0.46979535394258304, -0.24535125594579624, -0.31617034549169165, -0.13599673350008912, -0.3297965396229667, -0.24263533361007703, -0.40954006851519287, -0.2401723402253467, -0.2889125668472625, -0.14787452209579813, -0.20092571948908972, -0.1940135093668432, -0.2970807088520079, -0.27396329676413594, -0.22254216419473555, -0.1879170182217126, -0.24879775262103307, -0.14513987572674855, -0.19400348040576768, -0.15565674053292014, -0.27077296865356487, -0.24522372571101436, -0.3519828142553562, -0.21489245287554917, -0.3121578876915311, -0.2747017443730531, -0.11756649429443346, -0.09335385639016665, -0.3190774095857854, -0.33461456305102305, -0.1977748993957557, -0.25607614987892585, -0.18245669640776524, -0.2790128045651073, -0.026430047301694053, -0.23319326971756751, -0.24178166906074527, -0.23571979538068943, -0.2932601767948491, -0.21001305175112178, -0.1914578142420596, -0.16709238305208923, -0.24285175818887925], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 1, 'dual_embedding_m': 1, 'embedding_index': 1, 'embedding_m': 1, 'embedding_root_imag': 0.0, 'embedding_root_real': 0.0, 'hecke_orbit': 3, 'hecke_orbit_code': 9007199556730916, 'label': '36.18.a.c.1.1', 'level': 36, 'weight': 18}
• 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

  
  {'ALdims': [0, 0, 3, 4], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [4, 4, 2, 2], 'ALdims_old': [23, 24, 22, 20], 'Nk2': 11664, 'analytic_conductor': 65.95995144404148, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [36, 1, [19, 29], [1, 1]], 'conrey_index': 1, 'cusp_dim': 96, 'dim': 7, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 301989924, 'hecke_orbit_dims': [1, 1, 1, 2, 2], 'label': '36.18.a', 'level': 36, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 108, 'mf_new_dim': 7, 'num_forms': 5, 'plus_dim': 4, 'prim_orbit_index': 1, 'relative_dim': 7, 'sturm_bound': 108, 'trace_bound': 5, 'trace_display': [0, 0, 873936, -4136404], 'traces': [7, 0, 0, 0, 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13692165687893650082997266, 0, 0, 0, -12117528764455921964212104, 0, 57966033006766970692190768, 0, 0, 0, -9798843285363104165032560, 0, -49684118920273894953048560, 0, 0, 0, -20676050785440196207479360, 0, 16026416856597836069014032, 0, 0, 0, -43317460914669493563325104, 0, 57463972077260446773165216, 0, 0, 0, -9192171410840740493848320, 0, -21958405067410730966085520, 0, 0, 0, -36386898964027007111092800, 0, 21129213119575660735688640, 0, 0, 0, 4193792328512770336116000, 0, 68212649935785359823482588, 0, 0, 0, -45636547861087408222401600, 0, -80646758091306629056186978, 0, 0, 0, 15718956517214348627429928, 0, 62234873469704643606372240, 0, 0, 0, -22309866203688684523464480, 0, 45002943909219617704333046, 0, 0, 0, 17820344026824882229075536, 0, -41004959325154912862651520, 0, 0, 0, -51763320867897529996087080, 0, -8236862659462611336634412, 0, 0, 0, 16102891716232890851394120, 0, 47057762315705107674460032, 0, 0, 0, 5165375821422546607777872, 0, -57694094823345930144990825, 0, 0, 0, 70912240794543464061643296, 0, -37630435321782452593452700, 0, 0, 0, -15556225784850369567732168, 0, -9759283698665070110557856, 0, 0, 0, 52802598083092266469438440, 0, -5173877342422555727451120, 0, 0, 0, 28912017694686262642734480, 0, -50604868716664217887976688, 0, 0, 0, 59772726305086002575663808, 0, -9025477367229948393668500, 0, 0, 0, -34372430175770904032375472, 0, -60429756862439741556842950, 0, 0, 0], 'weight': 18, '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: 40537588
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199556730916, 'source_is_minimal': False, 'source_label': '36.18.a.c.1.1', 'source_level': 36, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007199556730916, 'target_is_minimal': False, 'target_label': '36.18.a.c.1.1', 'target_level': 36, 'twist_class_label': '12.18.a.a.1.1', 'twist_class_level': 12, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 18}
  • id: 40537589
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199556730916, 'source_is_minimal': False, 'source_label': '36.18.a.c.1.1', 'source_level': 36, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 301989900, 'target_is_minimal': True, 'target_label': '12.18.a.a.1.1', 'target_level': 12, 'twist_class_label': '12.18.a.a.1.1', 'twist_class_level': 12, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 18}
  • id: 40537590
    {'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199556730916, 'source_is_minimal': False, 'source_label': '36.18.a.c.1.1', 'source_level': 36, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007199556730928, 'target_is_minimal': False, 'target_label': '48.18.a.c.1.1', 'target_level': 48, 'twist_class_label': '12.18.a.a.1.1', 'twist_class_level': 12, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 18}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 124950
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 9007199556730916, 'p': 2}
  • id: 124951
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 9007199556730916, 'p': 3}
  • id: 124952
    {'charpoly_factorization': [[[-1608930, 1], 1]], 'hecke_orbit_code': 9007199556730916, 'p': 5}
  • id: 124953
    {'charpoly_factorization': [[[9417184, 1], 1]], 'hecke_orbit_code': 9007199556730916, 'p': 7}
  • id: 124954
    {'charpoly_factorization': [[[-186910524, 1], 1]], 'hecke_orbit_code': 9007199556730916, 'p': 11}
  • id: 124955
    {'charpoly_factorization': [[[2625442690, 1], 1]], 'hecke_orbit_code': 9007199556730916, 'p': 13}
  • id: 124956
    {'charpoly_factorization': [[[43782311106, 1], 1]], 'hecke_orbit_code': 9007199556730916, 'p': 17}
  • id: 124957
    {'charpoly_factorization': [[[96594985540, 1], 1]], 'hecke_orbit_code': 9007199556730916, 'p': 19}
  • id: 124958
    {'charpoly_factorization': [[[290867937336, 1], 1]], 'hecke_orbit_code': 9007199556730916, 'p': 23}
  • id: 124959
    {'charpoly_factorization': [[[1398617429094, 1], 1]], 'hecke_orbit_code': 9007199556730916, 'p': 29}
  • id: 124960
    {'charpoly_factorization': [[[-7647898359464, 1], 1]], 'hecke_orbit_code': 9007199556730916, 'p': 31}
  • id: 124961
    {'charpoly_factorization': [[[33369516616762, 1], 1]], 'hecke_orbit_code': 9007199556730916, 'p': 37}
  • id: 124962
    {'charpoly_factorization': [[[-12032733393990, 1], 1]], 'hecke_orbit_code': 9007199556730916, 'p': 41}
  • id: 124963
    {'charpoly_factorization': [[[755092495804, 1], 1]], 'hecke_orbit_code': 9007199556730916, 'p': 43}
  • id: 124964
    {'charpoly_factorization': [[[-280540358127936, 1], 1]], 'hecke_orbit_code': 9007199556730916, 'p': 47}
  • id: 124965
    {'charpoly_factorization': [[[460570203615582, 1], 1]], 'hecke_orbit_code': 9007199556730916, 'p': 53}
  • id: 124966
    {'charpoly_factorization': [[[1078467799153284, 1], 1]], 'hecke_orbit_code': 9007199556730916, 'p': 59}
  • id: 124967
    {'charpoly_factorization': [[[1980778975313218, 1], 1]], 'hecke_orbit_code': 9007199556730916, 'p': 61}
  • id: 124968
    {'charpoly_factorization': [[[-4850190377589884, 1], 1]], 'hecke_orbit_code': 9007199556730916, 'p': 67}
  • id: 124969
    {'charpoly_factorization': [[[2707574704052040, 1], 1]], 'hecke_orbit_code': 9007199556730916, 'p': 71}
  • id: 124970
    {'charpoly_factorization': [[[5002264428090742, 1], 1]], 'hecke_orbit_code': 9007199556730916, 'p': 73}
  • id: 124971
    {'charpoly_factorization': [[[9774477292907752, 1], 1]], 'hecke_orbit_code': 9007199556730916, 'p': 79}
  • id: 124972
    {'charpoly_factorization': [[[17112919183614396, 1], 1]], 'hecke_orbit_code': 9007199556730916, 'p': 83}
  • id: 124973
    {'charpoly_factorization': [[[34698182155846650, 1], 1]], 'hecke_orbit_code': 9007199556730916, 'p': 89}
  • id: 124974
    {'charpoly_factorization': [[[-68616916871806082, 1], 1]], 'hecke_orbit_code': 9007199556730916, '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': 1, 'hecke_orbit': 3, 'label': '36.18.a.c', 'level': 36, 'portrait': 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', 'weight': 18}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 29375083
    {'hecke_orbit_code': 9007199556730916, 'n': 1, 'trace_an': 1}
  • id: 29375084
    {'hecke_orbit_code': 9007199556730916, 'n': 2, 'trace_an': 0}
  • id: 29375085
    {'hecke_orbit_code': 9007199556730916, 'n': 3, 'trace_an': 0}
  • id: 29375086
    {'hecke_orbit_code': 9007199556730916, 'n': 4, 'trace_an': 0}
  • id: 29375087
    {'hecke_orbit_code': 9007199556730916, 'n': 5, 'trace_an': 1608930}
  • id: 29375088
    {'hecke_orbit_code': 9007199556730916, 'n': 6, 'trace_an': 0}
  • id: 29375089
    {'hecke_orbit_code': 9007199556730916, 'n': 7, 'trace_an': -9417184}
  • id: 29375090
    {'hecke_orbit_code': 9007199556730916, 'n': 8, 'trace_an': 0}
  • id: 29375091
    {'hecke_orbit_code': 9007199556730916, 'n': 9, 'trace_an': 0}
  • id: 29375092
    {'hecke_orbit_code': 9007199556730916, 'n': 10, 'trace_an': 0}
  • id: 29375093
    {'hecke_orbit_code': 9007199556730916, 'n': 11, 'trace_an': 186910524}
  • id: 29375094
    {'hecke_orbit_code': 9007199556730916, 'n': 12, 'trace_an': 0}
  • id: 29375095
    {'hecke_orbit_code': 9007199556730916, 'n': 13, 'trace_an': -2625442690}
  • id: 29375096
    {'hecke_orbit_code': 9007199556730916, 'n': 14, 'trace_an': 0}
  • id: 29375097
    {'hecke_orbit_code': 9007199556730916, 'n': 15, 'trace_an': 0}
  • id: 29375098
    {'hecke_orbit_code': 9007199556730916, 'n': 16, 'trace_an': 0}
  • id: 29375099
    {'hecke_orbit_code': 9007199556730916, 'n': 17, 'trace_an': -43782311106}
  • id: 29375100
    {'hecke_orbit_code': 9007199556730916, 'n': 18, 'trace_an': 0}
  • id: 29375101
    {'hecke_orbit_code': 9007199556730916, 'n': 19, 'trace_an': -96594985540}
  • id: 29375102
    {'hecke_orbit_code': 9007199556730916, 'n': 20, 'trace_an': 0}
  • id: 29375103
    {'hecke_orbit_code': 9007199556730916, 'n': 21, 'trace_an': 0}
  • id: 29375104
    {'hecke_orbit_code': 9007199556730916, 'n': 22, 'trace_an': 0}
  • id: 29375105
    {'hecke_orbit_code': 9007199556730916, 'n': 23, 'trace_an': -290867937336}
  • id: 29375106
    {'hecke_orbit_code': 9007199556730916, 'n': 24, 'trace_an': 0}
  • id: 29375107
    {'hecke_orbit_code': 9007199556730916, 'n': 25, 'trace_an': 1825716291775}
  • id: 29375108
    {'hecke_orbit_code': 9007199556730916, 'n': 26, 'trace_an': 0}
  • id: 29375109
    {'hecke_orbit_code': 9007199556730916, 'n': 27, 'trace_an': 0}
  • id: 29375110
    {'hecke_orbit_code': 9007199556730916, 'n': 28, 'trace_an': 0}
  • id: 29375111
    {'hecke_orbit_code': 9007199556730916, 'n': 29, 'trace_an': -1398617429094}
  • id: 29375112
    {'hecke_orbit_code': 9007199556730916, 'n': 30, 'trace_an': 0}
  • id: 29375113
    {'hecke_orbit_code': 9007199556730916, 'n': 31, 'trace_an': 7647898359464}
  • id: 29375114
    {'hecke_orbit_code': 9007199556730916, 'n': 32, 'trace_an': 0}
  • id: 29375115
    {'hecke_orbit_code': 9007199556730916, 'n': 33, 'trace_an': 0}
  • id: 29375116
    {'hecke_orbit_code': 9007199556730916, 'n': 34, 'trace_an': 0}
  • id: 29375117
    {'hecke_orbit_code': 9007199556730916, 'n': 35, 'trace_an': -15151589853120}
  • id: 29375118
    {'hecke_orbit_code': 9007199556730916, 'n': 36, 'trace_an': 0}
  • id: 29375119
    {'hecke_orbit_code': 9007199556730916, 'n': 37, 'trace_an': -33369516616762}
  • id: 29375120
    {'hecke_orbit_code': 9007199556730916, 'n': 38, 'trace_an': 0}
  • id: 29375121
    {'hecke_orbit_code': 9007199556730916, 'n': 39, 'trace_an': 0}
  • id: 29375122
    {'hecke_orbit_code': 9007199556730916, 'n': 40, 'trace_an': 0}
  • id: 29375123
    {'hecke_orbit_code': 9007199556730916, 'n': 41, 'trace_an': 12032733393990}
  • id: 29375124
    {'hecke_orbit_code': 9007199556730916, 'n': 42, 'trace_an': 0}
  • id: 29375125
    {'hecke_orbit_code': 9007199556730916, 'n': 43, 'trace_an': -755092495804}
  • id: 29375126
    {'hecke_orbit_code': 9007199556730916, 'n': 44, 'trace_an': 0}
  • id: 29375127
    {'hecke_orbit_code': 9007199556730916, 'n': 45, 'trace_an': 0}
  • id: 29375128
    {'hecke_orbit_code': 9007199556730916, 'n': 46, 'trace_an': 0}
  • id: 29375129
    {'hecke_orbit_code': 9007199556730916, 'n': 47, 'trace_an': 280540358127936}
  • id: 29375130
    {'hecke_orbit_code': 9007199556730916, 'n': 48, 'trace_an': 0}
  • id: 29375131
    {'hecke_orbit_code': 9007199556730916, 'n': 49, 'trace_an': -143947159497351}
  • id: 29375132
    {'hecke_orbit_code': 9007199556730916, 'n': 50, 'trace_an': 0}
  • id: 29375133
    {'hecke_orbit_code': 9007199556730916, 'n': 51, 'trace_an': 0}
  • id: 29375134
    {'hecke_orbit_code': 9007199556730916, 'n': 52, 'trace_an': 0}
  • id: 29375135
    {'hecke_orbit_code': 9007199556730916, 'n': 53, 'trace_an': -460570203615582}
  • id: 29375136
    {'hecke_orbit_code': 9007199556730916, 'n': 54, 'trace_an': 0}
  • id: 29375137
    {'hecke_orbit_code': 9007199556730916, 'n': 55, 'trace_an': 300725949379320}
  • id: 29375138
    {'hecke_orbit_code': 9007199556730916, 'n': 56, 'trace_an': 0}
  • id: 29375139
    {'hecke_orbit_code': 9007199556730916, 'n': 57, 'trace_an': 0}
  • id: 29375140
    {'hecke_orbit_code': 9007199556730916, 'n': 58, 'trace_an': 0}
  • id: 29375141
    {'hecke_orbit_code': 9007199556730916, 'n': 59, 'trace_an': -1078467799153284}
  • id: 29375142
    {'hecke_orbit_code': 9007199556730916, 'n': 60, 'trace_an': 0}
  • id: 29375143
    {'hecke_orbit_code': 9007199556730916, 'n': 61, 'trace_an': -1980778975313218}
  • id: 29375144
    {'hecke_orbit_code': 9007199556730916, 'n': 62, 'trace_an': 0}
  • id: 29375145
    {'hecke_orbit_code': 9007199556730916, 'n': 63, 'trace_an': 0}
  • id: 29375146
    {'hecke_orbit_code': 9007199556730916, 'n': 64, 'trace_an': 0}
  • id: 29375147
    {'hecke_orbit_code': 9007199556730916, 'n': 65, 'trace_an': -4224153507221700}
  • id: 29375148
    {'hecke_orbit_code': 9007199556730916, 'n': 66, 'trace_an': 0}
  • id: 29375149
    {'hecke_orbit_code': 9007199556730916, 'n': 67, 'trace_an': 4850190377589884}
  • id: 29375150
    {'hecke_orbit_code': 9007199556730916, 'n': 68, 'trace_an': 0}
  • id: 29375151
    {'hecke_orbit_code': 9007199556730916, 'n': 69, 'trace_an': 0}
  • id: 29375152
    {'hecke_orbit_code': 9007199556730916, 'n': 70, 'trace_an': 0}
  • id: 29375153
    {'hecke_orbit_code': 9007199556730916, 'n': 71, 'trace_an': -2707574704052040}
  • id: 29375154
    {'hecke_orbit_code': 9007199556730916, 'n': 72, 'trace_an': 0}
  • id: 29375155
    {'hecke_orbit_code': 9007199556730916, 'n': 73, 'trace_an': -5002264428090742}
  • id: 29375156
    {'hecke_orbit_code': 9007199556730916, 'n': 74, 'trace_an': 0}
  • id: 29375157
    {'hecke_orbit_code': 9007199556730916, 'n': 75, 'trace_an': 0}
  • id: 29375158
    {'hecke_orbit_code': 9007199556730916, 'n': 76, 'trace_an': 0}
  • id: 29375159
    {'hecke_orbit_code': 9007199556730916, 'n': 77, 'trace_an': -1760170796044416}
  • id: 29375160
    {'hecke_orbit_code': 9007199556730916, 'n': 78, 'trace_an': 0}
  • id: 29375161
    {'hecke_orbit_code': 9007199556730916, 'n': 79, 'trace_an': -9774477292907752}
  • id: 29375162
    {'hecke_orbit_code': 9007199556730916, 'n': 80, 'trace_an': 0}
  • id: 29375163
    {'hecke_orbit_code': 9007199556730916, 'n': 81, 'trace_an': 0}
  • id: 29375164
    {'hecke_orbit_code': 9007199556730916, 'n': 82, 'trace_an': 0}
  • id: 29375165
    {'hecke_orbit_code': 9007199556730916, 'n': 83, 'trace_an': -17112919183614396}
  • id: 29375166
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  • id: 29375338
    {'hecke_orbit_code': 9007199556730916, 'n': 983, 'trace_an': -2475141794439268441788648}
  • id: 29375339
    {'hecke_orbit_code': 9007199556730916, 'n': 991, 'trace_an': 20698240196393034277101128}
  • id: 29375340
    {'hecke_orbit_code': 9007199556730916, 'n': 997, 'trace_an': 37375107037435985680229414}