Newform data - 576.8.a.z

Formats: - HTML - YAML - JSON - 2025-11-23T18:37:00.473127

• 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': 36864, 'analytic_conductor': 179.93377467885412, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, -1]], 'atkin_lehner_string': '--', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [576, 1, [127, 325, 65], [1, 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, [-430, 1]], [7, [-1224, 1]], [11, [-3164, 1]]], 'hecke_orbit': 26, 'hecke_orbit_code': 112589990818480704, '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': '576.8.a.z', 'level': 576, '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': '8.8.a.b', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+430q^{5}+1224q^{7}+3164q^{11}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '576.8.a', 'trace_display': [0, 0, 430, 1224], 'trace_hash': 1319396834803141958, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.016', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.983', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.030', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.919', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.052', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.738', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.002', 'prec': 17}, 'traces': [1, 0, 0, 0, 430, 0, 1224, 0, 0, 0, 3164, 0, -6118, 0, 0, 0, 16270, 0, -5476, 0, 0, 0, 1576, 0, 106775, 0, 0, 0, 122838, 0, -251360, 0, 0, 0, 526320, 0, 52338, 0, 0, 0, 319398, 0, 710788, 0, 0, 0, 284112, 0, 674633, 0, 0, 0, 296062, 0, 1360520, 0, 0, 0, 897548, 0, 884810, 0, 0, 0, -2630740, 0, 4659692, 0, 0, 0, -2710792, 0, -5670854, 0, 0, 0, 3872736, 0, 5124176, 0, 0, 0, 1563556, 0, 6996100, 0, 0, 0, -11605674, 0, -7488432, 0, 0, 0, -2354680, 0, 10931618, 0, 0, 0, -14790834, 0, -8761048, 0, 0, 0, 4295100, 0, -3744646, 0, 0, 0, -3907602, 0, 677680, 0, 0, 0, 19914480, 0, -9476275, 0, 0, 0, 12319500, 0, -42332032, 0, 0, 0, 27209812, 0, -6702624, 0, 0, 0, 50123526, 0, -12207324, 0, 0, 0, -19357352, 0, 52820340, 0, 0, 0, -46647778, 0, 30435928, 0, 0, 0, -108084800, 0, -6240598, 0, 0, 0, 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• mf_hecke_nf •

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

  
  {'an': [[1], [0], [0], [0], [430], [0], [1224], [0], [0], [0], [3164], [0], [-6118], [0], [0], [0], [16270], [0], [-5476], [0], [0], [0], [1576], [0], [106775], [0], [0], [0], [122838], [0], [-251360], [0], [0], [0], [526320], [0], [52338], [0], [0], [0], [319398], [0], [710788], [0], [0], [0], [284112], [0], [674633], [0], [0], [0], [296062], [0], [1360520], [0], [0], [0], [897548], [0], [884810], [0], [0], [0], [-2630740], [0], [4659692], [0], [0], [0], [-2710792], [0], [-5670854], [0], [0], [0], [3872736], [0], [5124176], [0], [0], [0], [1563556], [0], [6996100], [0], [0], [0], [-11605674], [0], [-7488432], [0], [0], [0], [-2354680], [0], [10931618], [0], [0], [0]], 'ap': [[0], [0], [430], [1224], [3164], [-6118], [16270], [-5476], [1576], [122838], [-251360], [52338], [319398], [710788], [284112], [296062], [897548], [884810], [4659692], [-2710792], [-5670854], [5124176], [1563556], [-11605674], [10931618], [-14790834], [-8761048], [4295100], [-3744646], [-3907602], [-42332032], [27209812], [50123526], [-12207324], [-46647778], [30435928], [-6240598], [-2740596], [42768024], [72141126], [72111876], [-14488062], [110502720], [3433538], [-37755666], [137979272], [105441244], [-132419872], [223501236], [-358523086], [-205337242], [-127880944], [213448338], [281046220], [411662590], [-101817800], [-5305114], [-251185904], [119651426], [-621695978], [341726228], [3713166], [-32327556], [-826997496], [353026506], [930187446], [-321754012], [-247705038], [223075884], [557087082], [-564509090], [1660046808], [700411760], [-433444670], [1384210100], [-470821248], [15281710], [-1026007142], [218348814], [750778986], [-238283148], [1236397042], [2240296016], [-1190401070], [1388219256], [-2857884788], [-29686594], [1830148538], [-813408218], [1013025232], [3802514724], [-867385312], [-1300432216], [-1886520516], [-3817865796], [-447974328], [4505191926], [-427300730], [814705060], [-5174891478], [-6458301172], [-4835623994], [-1165078396], [-2792011978], [-7140691980], [44489666], [421422236], [4605467342], [-596438040], [2189247658], [-988184480], [-318993230], [-3837978906], [2968337476], [-8107877320], [11035662206], [6765319596], [6762422456], [-9172112538], [5622986724], [-3399655454], [11407258978], [3100862734], [-6430671364], [-4538845444], [-7843959498], [-4053867758], [7849375024], [-6443180904], [-9487141142], [-20790660532], [-5870681000], [-7084130064], [11202792514], [-20800717322], [19460367362], [18134190], [3489803164], [9601009366], [-12805436762], [14185998724], [-18860999298], [7982161144], [16937914636], [19363581770], [-9162889224], [-21633509726], [13457390934], [-21034688556], [-31566641504], [-30932282502], [-25994746130], [27729474620], [-6180681016], [-9476372444], [26383282288], [23453678936], [40428696478], [-10960993830], [-1879376826], [19769540100], [-2810491722], [20658591880], [45390007836], [21452856654], [38921302632], [32705657312], [9210648626], [-28673598574], [-16951552322], [-43046018100], [11941122570], [44328103736], [56931496570], [-16158738416], [-1635633386], [-3164222188], [-33615166578], [-27606041368], [-22515623366], [-44786995136], [49805399572], [8768227986], [-17236281402], [-59883117648], [75477019230], [761284202], [69992168652], [-3201017318], [-87261863040], [32114436994], [-32031004452], [-50073613796], [-77272544426], [-8446614156], [83746931494], [-101156514350], [26842464458], [4449541822], [66691038840], [-15363184858], [-52686664496], [111759897634], [9543218722], [-50438739396], [-24852968202], [-72527612672], [90451145940], [-72828511610], [45947016868], [-51066481806], [129667581342], [13056784088], [19768387564], [-111129869800], [-34960075942], [-24852822224], [47834602190], [-146640178968], [-179502051690], [-110152414286], [151796264760], [-85563772290], [171680151952], [-124846336284], [-8800459550], [-30202656618], [-114012659616], [-222709377432], [-22654983940], [68119409082], [-180838230020], [-156494235200], [-178938743482], [-199542824988], [-75895762384], [-22588663630], [-218048310050], [-73128801620], [-141121318568], [-271995095484], [-187439349196], [-164927810872], [-72931272166], [-828722034], [-86302582744], [87412273184], [-184992635148], [8821508740], [272810264528], [177385001034], [-90937075650], [-15100597000], [-69624823238], [-204541802586], [83910666660], [153401913250], [52619107540], [195330219342], [75094280842], [-123124154752], [187473001044], [-261738515758], [79217199786], [-246200965474], [222759595148], [-351310749370], [-253184061770], [-326377751692], [302154695918], [324401373914], [127331724764], [226456256554], [41686932704], [251496116626], [-242643541832], [-198984534324], [-256249463030], [347584435066], [127848690788], [309388791520], [286092191720], [31557691144], [36311594386], [-503496035740], [165376004272], [-306138997966], [198167477598], [-370302228200], [229398998110], [415948206214], [186670995396], [539988809078], [-21500418084], [114608257434], [-269460740522], [-287463343712], [-358954488066], [153169379724], [-440157458836], [372505439162], [-204977734618], [105644603344], [-313498030300], [642427294548], [-384169694686], [-120083276484], [-377803816454], [-155322792376], [170744881234], [577474130928], [234229797534], [100457460766], [-235953252596], [-298786816232], [42942269786], [578086236804], [-725733377088], [-150726768190], [227235696846], [226503007324], [-192248793686], [600445304726], [190013163104], [-13924986394], [209225122578], [859005625260], [-599088037740], [746129999200], [-446884196082], [432484528826], [-645047086794], [-72724128576], [-674676866412], [-279206697756], [803559854508], [-78029568790], [-1054430924322], [-474317463910], [-755925618960], [-322568069566], [-606072826890], [808885728942], [176063346120], [-100246539050], [-741929714188], [346247302002], [-4364520572], [478073738448], [-718070555266], [-277304990484], [-597690335686], [245843034790], [-247342220976], [-716273243486], [-349564357034], [-161050343264], [-405898760516], [-608002408978], [-843111037752], [902665276882], [-459615030522], [144544094832], [-768914140052], [-299872799348], [680745476058], [1329259983942], [-9591392632], [-463972124630], [502046236852], [-471696510780], [1482762244112], [-435663726914], [-837147360328], [890736970762], [1031800353636], [763238951904], [-596387181854], [-117248796498], [-1378451130166], [1030973333430], [-422008606010], [336348933144], [-1223818865826], [527942614732], [-1584355814184], [-1402202920848], [-1672931332670], [1364098323892], [-955293889152], [-202402364030], [-542615470802], [-513860363556], [-1313554579428], [1352850408360], [-815870813846], [-949840448352], [-56747932122], [1846658398724], [784234900990], [1893709446346], [398672795070], [2058344444624], [1347529095382], [-132255595826], [1259105934248], [331489233146], [550789102446], [1199743810748], [-1387571687724], [-230368366990], [-2034975472226], [-268663807508], [-529694922740], [751088214618], [679525192390], [-176674400064], [-399430064120], [-1408961490738], [-1605293774104], [-2032586842474], [264238123954], [297551504], [268522543948], [1309457273338], [2776564299878], [2362335540452], [1166157209238], [-1420480049772], [2000205482632]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 112589990818480704, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '576.8.a.z', 'level': 576, 'maxp': 2999, 'weight': 8}
• 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': [15, 20, 13, 21], 'ALdims_eis_new': [0, 1, 0, 1], 'ALdims_eis_old': [12, 11, 12, 11], 'ALdims_old': [149, 140, 147, 143], 'Nk2': 36864, 'analytic_conductor': 179.93377467885412, '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': [576, 1, [127, 325, 65], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 648, 'dim': 69, 'eis_dim': 48, 'eis_new_dim': 2, 'hecke_cutter_primes': [5, 7, 11], 'hecke_orbit_code': 134218304, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 4, 4], 'label': '576.8.a', 'level': 576, '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': 696, 'mf_new_dim': 71, 'num_forms': 46, 'plus_dim': 36, 'prim_orbit_index': 1, 'relative_dim': 69, 'sturm_bound': 768, 'trace_bound': 11, 'trace_display': [0, 0, -2, 0], 'traces': [69, 0, 0, 0, -2, 0, 0, 0, 0, 0, 0, 0, 7066, 0, 0, 0, 2910, 0, 0, 0, 0, 0, 0, 0, 1031747, 0, 0, 0, -51690, 0, 0, 0, 0, 0, 0, 0, -218446, 0, 0, 0, -1042490, 0, 0, 0, 0, 0, 0, 0, 7411885, 0, 0, 0, 2958174, 0, 0, 0, 0, 0, 0, 0, 1972458, 0, 0, 0, -177060, 0, 0, 0, 0, 0, 0, 0, -1342654, 0, 0, 0, 83680, 0, 0, 0, 0, 0, 0, 0, -17993692, 0, 0, 0, -10004970, 0, 0, 0, 0, 0, 0, 0, 13021994, 0, 0, 0, -38534162, 0, 0, 0, 0, 0, 0, 0, 16794682, 0, 0, 0, 36088318, 0, 0, 0, 0, 0, 0, 0, 62657937, 0, 0, 0, -113085204, 0, 0, 0, 0, 0, 0, 0, 28474016, 0, 0, 0, -20914106, 0, 0, 0, 0, 0, 0, 0, -14968268, 0, 0, 0, 112980078, 0, 0, 0, 0, 0, 0, 0, 169769258, 0, 0, 0, -33587328, 0, 0, 0, 0, 0, 0, 0, 299269723, 0, 0, 0, 301906486, 0, 0, 0, 0, 0, 0, 0, 146878786, 0, 0, 0, 211198540, 0, 0, 0, 0, 0, 0, 0, -39605990, 0, 0, 0, 220558478, 0, 0, 0, 0, 0, 0, 0, -664603052, 0, 0, 0, 64192288, 0, 0, 0, 0, 0, 0, 0, 334964224, 0, 0, 0, -611300900, 0, 0, 0, 0, 0, 0, 0, 815558674, 0, 0, 0, 520756454, 0, 0, 0, 0, 0, 0, 0, 157983386, 0, 0, 0, 279336366, 0, 0, 0, 0, 0, 0, 0, 829672704, 0, 0, 0, 387302318, 0, 0, 0, 0, 0, 0, 0, 901816228, 0, 0, 0, 812779622, 0, 0, 0, 0, 0, 0, 0, 1098274114, 0, 0, 0, 401005366, 0, 0, 0, 0, 0, 0, 0, 1969876847, 0, 0, 0, -595464562, 0, 0, 0, 0, 0, 0, 0, 1374862304, 0, 0, 0, -432214372, 0, 0, 0, 0, 0, 0, 0, 174706770, 0, 0, 0, 2063248342, 0, 0, 0, 0, 0, 0, 0, 1867844086, 0, 0, 0, -749755712, 0, 0, 0, 0, 0, 0, 0, 2233300490, 0, 0, 0, 623347488, 0, 0, 0, 0, 0, 0, 0, 1222666218, 0, 0, 0, -2759709394, 0, 0, 0, 0, 0, 0, 0, 1761513337, 0, 0, 0, -2276009812, 0, 0, 0, 0, 0, 0, 0, 1443185826, 0, 0, 0, -926078836, 0, 0, 0, 0, 0, 0, 0, -3008307264, 0, 0, 0, 1126959070, 0, 0, 0, 0, 0, 0, 0, 7822260762, 0, 0, 0, 2154796094, 0, 0, 0, 0, 0, 0, 0, 246009506, 0, 0, 0, 1455955616, 0, 0, 0, 0, 0, 0, 0, -414675278, 0, 0, 0, 2843413554, 0, 0, 0, 0, 0, 0, 0, 448410154, 0, 0, 0, -2371158272, 0, 0, 0, 0, 0, 0, 0, -2505706700, 0, 0, 0, 9449775502, 0, 0, 0, 0, 0, 0, 0, 1852290674, 0, 0, 0, -2104975562, 0, 0, 0, 0, 0, 0, 0, 3653033504, 0, 0, 0, 2680916960, 0, 0, 0, 0, 0, 0, 0, 4469007556, 0, 0, 0, 5999584988, 0, 0, 0, 0, 0, 0, 0, -11580004748, 0, 0, 0, -3848295680, 0, 0, 0, 0, 0, 0, 0, 2388763652, 0, 0, 0, -1467604618, 0, 0, 0, 0, 0, 0, 0, -14288649792, 0, 0, 0, -4224499674, 0, 0, 0, 0, 0, 0, 0, -2476012995, 0, 0, 0, -5088621524, 0, 0, 0, 0, 0, 0, 0, -4082217206, 0, 0, 0, -10214774116, 0, 0, 0, 0, 0, 0, 0, -4782752000, 0, 0, 0, 11017622486, 0, 0, 0, 0, 0, 0, 0, -31049771420, 0, 0, 0, -10071767978, 0, 0, 0, 0, 0, 0, 0, -15956760630, 0, 0, 0, -11045151072, 0, 0, 0, 0, 0, 0, 0, -17247470368, 0, 0, 0, 6899968478, 0, 0, 0, 0, 0, 0, 0, -24943086110, 0, 0, 0, -12298371386, 0, 0, 0, 0, 0, 0, 0, -6739421838, 0, 0, 0, -5108717242, 0, 0, 0, 0, 0, 0, 0, 6037757345, 0, 0, 0, 4077340556, 0, 0, 0, 0, 0, 0, 0, 30690037098, 0, 0, 0, 3797031630, 0, 0, 0, 0, 0, 0, 0, -34325182752, 0, 0, 0, 17945740182, 0, 0, 0, 0, 0, 0, 0, -2984544574, 0, 0, 0, 27328915904, 0, 0, 0, 0, 0, 0, 0, 13250001786, 0, 0, 0, -43227492706, 0, 0, 0, 0, 0, 0, 0, 5129564756, 0, 0, 0, -32270343268, 0, 0, 0, 0, 0, 0, 0, 12522799252, 0, 0, 0, -23624771722, 0, 0, 0, 0, 0, 0, 0, 53737561618, 0, 0, 0, 25537959296, 0, 0, 0, 0, 0, 0, 0, -52351862336, 0, 0, 0, -4546029126, 0, 0, 0, 0, 0, 0, 0, -3861130550, 0, 0, 0, -34181719584, 0, 0, 0, 0, 0, 0, 0, 15069532420, 0, 0, 0, 20146815392, 0, 0, 0, 0, 0, 0, 0, 29516237602, 0, 0, 0, -64145435402, 0, 0, 0, 0, 0, 0, 0, -28727613030, 0, 0, 0, 42803751086, 0, 0, 0, 0, 0, 0, 0, -58125050496, 0, 0, 0, 10906182172, 0, 0, 0, 0, 0, 0, 0, -19710059852, 0, 0, 0, -2188458330, 0, 0, 0, 0, 0, 0, 0, -77658203904, 0, 0, 0, -39401494042, 0, 0, 0, 0, 0, 0, 0, -12114337952, 0, 0, 0, -6350263618, 0, 0, 0, 0, 0, 0, 0, -91897977686, 0, 0, 0, 14757489294, 0, 0, 0, 0, 0, 0, 0, 18551731547, 0, 0, 0, -16051499710, 0, 0, 0, 0, 0, 0, 0, -29213886622, 0, 0, 0, 108645297270, 0, 0, 0, 0, 0, 0, 0, -10661035276, 0, 0, 0, 74823662368, 0, 0, 0, 0, 0, 0, 0, 17922176826, 0, 0, 0, -16070333538, 0, 0, 0, 0, 0, 0, 0, 122432051200, 0, 0, 0, 31566246848, 0, 0, 0, 0, 0, 0, 0, -58004401052, 0, 0, 0, 70780902220, 0, 0, 0, 0, 0, 0, 0, 2231084640, 0, 0, 0, -71441401760, 0, 0, 0, 0, 0, 0, 0, 79443612894, 0, 0, 0, -27577779378, 0, 0, 0, 0, 0, 0, 0, 34602823378, 0, 0, 0, -17276091050, 0, 0, 0, 0, 0, 0, 0, 143541166628, 0, 0, 0, -9846579626, 0, 0, 0, 0, 0, 0, 0, 6083794213, 0, 0, 0, 27955611164, 0, 0, 0, 0, 0, 0, 0, 235208280416, 0, 0, 0, 87477642430, 0, 0, 0, 0, 0, 0, 0, -16152545596, 0, 0, 0, 112612633856, 0, 0, 0, 0, 0, 0, 0, 181191640722, 0, 0, 0], 'weight': 8, 'weight_parity': 1}
• mf_twists_nf •

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

  
  
  • id: 396800
    {'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 26, 'source_is_minimal': False, 'source_label': '576.8.a.z', 'source_level': 576, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '8.8.a.b', 'target_level': 8, 'twist_class_label': '8.8.a.b', 'twist_class_level': 8, 'twisting_char_label': '24.f', 'twisting_char_orbit': 6, 'weight': 8}
  • id: 396801
    {'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 26, 'source_is_minimal': False, 'source_label': '576.8.a.z', 'source_level': 576, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '16.8.a.a', 'target_level': 16, 'twist_class_label': '8.8.a.b', 'twist_class_level': 8, 'twisting_char_label': '24.h', 'twisting_char_orbit': 8, 'weight': 8}
  • id: 396802
    {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 26, 'source_is_minimal': False, 'source_label': '576.8.a.z', 'source_level': 576, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '64.8.a.b', 'target_level': 64, 'twist_class_label': '8.8.a.b', 'twist_class_level': 8, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 396803
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 26, 'source_is_minimal': False, 'source_label': '576.8.a.z', 'source_level': 576, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '64.8.a.f', 'target_level': 64, 'twist_class_label': '8.8.a.b', 'twist_class_level': 8, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 396804
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 26, 'source_is_minimal': False, 'source_label': '576.8.a.z', 'source_level': 576, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '72.8.a.a', 'target_level': 72, 'twist_class_label': '8.8.a.b', 'twist_class_level': 8, 'twisting_char_label': '8.d', 'twisting_char_orbit': 4, 'weight': 8}
  • id: 396805
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 26, 'source_is_minimal': False, 'source_label': '576.8.a.z', 'source_level': 576, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '144.8.a.a', 'target_level': 144, 'twist_class_label': '8.8.a.b', 'twist_class_level': 8, 'twisting_char_label': '8.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 396806
    {'conductor': 120, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 26, 'source_is_minimal': False, 'source_label': '576.8.a.z', 'source_level': 576, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '200.8.a.b', 'target_level': 200, 'twist_class_label': '8.8.a.b', 'twist_class_level': 8, 'twisting_char_label': '120.m', 'twisting_char_orbit': 13, 'weight': 8}
  • id: 396807
    {'conductor': 120, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 26, 'source_is_minimal': False, 'source_label': '576.8.a.z', 'source_level': 576, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '200.8.c.c', 'target_level': 200, 'twist_class_label': '8.8.a.b', 'twist_class_level': 8, 'twisting_char_label': '120.q', 'twisting_char_orbit': 17, 'weight': 8}
  • id: 396808
    {'conductor': 48, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 26, 'source_is_minimal': False, 'source_label': '576.8.a.z', 'source_level': 576, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '256.8.b.a', 'target_level': 256, 'twist_class_label': '8.8.a.b', 'twist_class_level': 8, 'twisting_char_label': '48.i', 'twisting_char_orbit': 9, 'weight': 8}
  • id: 396809
    {'conductor': 48, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 26, 'source_is_minimal': False, 'source_label': '576.8.a.z', 'source_level': 576, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '256.8.b.g', 'target_level': 256, 'twist_class_label': '8.8.a.b', 'twist_class_level': 8, 'twisting_char_label': '48.k', 'twisting_char_orbit': 11, 'weight': 8}
  • id: 396810
    {'conductor': 168, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 26, 'source_is_minimal': False, 'source_label': '576.8.a.z', 'source_level': 576, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '392.8.a.b', 'target_level': 392, 'twist_class_label': '8.8.a.b', 'twist_class_level': 8, 'twisting_char_label': '168.e', 'twisting_char_orbit': 5, 'weight': 8}
  • id: 396811
    {'conductor': 120, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 26, 'source_is_minimal': False, 'source_label': '576.8.a.z', 'source_level': 576, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 16, 'target_is_minimal': False, 'target_label': '400.8.a.p', 'target_level': 400, 'twist_class_label': '8.8.a.b', 'twist_class_level': 8, 'twisting_char_label': '120.i', 'twisting_char_orbit': 9, 'weight': 8}
  • id: 396812
    {'conductor': 120, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 26, 'source_is_minimal': False, 'source_label': '576.8.a.z', 'source_level': 576, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '400.8.c.f', 'target_level': 400, 'twist_class_label': '8.8.a.b', 'twist_class_level': 8, 'twisting_char_label': '120.w', 'twisting_char_orbit': 23, 'weight': 8}
  • id: 396813
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 26, 'source_is_minimal': False, 'source_label': '576.8.a.z', 'source_level': 576, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 25, 'target_is_minimal': False, 'target_label': '576.8.a.y', 'target_level': 576, 'twist_class_label': '8.8.a.b', 'twist_class_level': 8, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 396814
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 26, 'source_is_minimal': False, 'source_label': '576.8.a.z', 'source_level': 576, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 26, 'target_is_minimal': False, 'target_label': '576.8.a.z', 'target_level': 576, 'twist_class_label': '8.8.a.b', 'twist_class_level': 8, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 1069700
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 112589990818480704, 'p': 2}
  • id: 1069701
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 112589990818480704, 'p': 3}
  • id: 1069702
    {'charpoly_factorization': [[[-430, 1], 1]], 'hecke_orbit_code': 112589990818480704, 'p': 5}
  • id: 1069703
    {'charpoly_factorization': [[[-1224, 1], 1]], 'hecke_orbit_code': 112589990818480704, 'p': 7}
  • id: 1069704
    {'charpoly_factorization': [[[-3164, 1], 1]], 'hecke_orbit_code': 112589990818480704, 'p': 11}
  • id: 1069705
    {'charpoly_factorization': [[[6118, 1], 1]], 'hecke_orbit_code': 112589990818480704, 'p': 13}
  • id: 1069706
    {'charpoly_factorization': [[[-16270, 1], 1]], 'hecke_orbit_code': 112589990818480704, 'p': 17}
  • id: 1069707
    {'charpoly_factorization': [[[5476, 1], 1]], 'hecke_orbit_code': 112589990818480704, 'p': 19}
  • id: 1069708
    {'charpoly_factorization': [[[-1576, 1], 1]], 'hecke_orbit_code': 112589990818480704, 'p': 23}
  • id: 1069709
    {'charpoly_factorization': [[[-122838, 1], 1]], 'hecke_orbit_code': 112589990818480704, 'p': 29}
  • id: 1069710
    {'charpoly_factorization': [[[251360, 1], 1]], 'hecke_orbit_code': 112589990818480704, 'p': 31}
  • id: 1069711
    {'charpoly_factorization': [[[-52338, 1], 1]], 'hecke_orbit_code': 112589990818480704, 'p': 37}
  • id: 1069712
    {'charpoly_factorization': [[[-319398, 1], 1]], 'hecke_orbit_code': 112589990818480704, 'p': 41}
  • id: 1069713
    {'charpoly_factorization': [[[-710788, 1], 1]], 'hecke_orbit_code': 112589990818480704, 'p': 43}
  • id: 1069714
    {'charpoly_factorization': [[[-284112, 1], 1]], 'hecke_orbit_code': 112589990818480704, 'p': 47}
  • id: 1069715
    {'charpoly_factorization': [[[-296062, 1], 1]], 'hecke_orbit_code': 112589990818480704, 'p': 53}
  • id: 1069716
    {'charpoly_factorization': [[[-897548, 1], 1]], 'hecke_orbit_code': 112589990818480704, 'p': 59}
  • id: 1069717
    {'charpoly_factorization': [[[-884810, 1], 1]], 'hecke_orbit_code': 112589990818480704, 'p': 61}
  • id: 1069718
    {'charpoly_factorization': [[[-4659692, 1], 1]], 'hecke_orbit_code': 112589990818480704, 'p': 67}
  • id: 1069719
    {'charpoly_factorization': [[[2710792, 1], 1]], 'hecke_orbit_code': 112589990818480704, 'p': 71}
  • id: 1069720
    {'charpoly_factorization': [[[5670854, 1], 1]], 'hecke_orbit_code': 112589990818480704, 'p': 73}
  • id: 1069721
    {'charpoly_factorization': [[[-5124176, 1], 1]], 'hecke_orbit_code': 112589990818480704, 'p': 79}
  • id: 1069722
    {'charpoly_factorization': [[[-1563556, 1], 1]], 'hecke_orbit_code': 112589990818480704, 'p': 83}
  • id: 1069723
    {'charpoly_factorization': [[[11605674, 1], 1]], 'hecke_orbit_code': 112589990818480704, 'p': 89}
  • id: 1069724
    {'charpoly_factorization': [[[-10931618, 1], 1]], 'hecke_orbit_code': 112589990818480704, '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': 26, 'label': '576.8.a.z', 'level': 576, 'portrait': 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', 'weight': 8}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 67108357
    {'hecke_orbit_code': 112589990818480704, 'n': 1, 'trace_an': 1}
  • id: 67108358
    {'hecke_orbit_code': 112589990818480704, 'n': 2, 'trace_an': 0}
  • id: 67108359
    {'hecke_orbit_code': 112589990818480704, 'n': 3, 'trace_an': 0}
  • id: 67108360
    {'hecke_orbit_code': 112589990818480704, 'n': 4, 'trace_an': 0}
  • id: 67108361
    {'hecke_orbit_code': 112589990818480704, 'n': 5, 'trace_an': 430}
  • id: 67108362
    {'hecke_orbit_code': 112589990818480704, 'n': 6, 'trace_an': 0}
  • id: 67108363
    {'hecke_orbit_code': 112589990818480704, 'n': 7, 'trace_an': 1224}
  • id: 67108364
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