Newform data - 64.17.c.d

Formats: - HTML - YAML - JSON - 2024-05-21T12:06:31.622750

• 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_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': 18496, 'analytic_conductor': 103.88770806824138, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 4, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': -1, 'char_values': [64, 2, [63, 5], [1, 2]], 'cm_discs': [], 'conrey_index': 63, 'dim': 6, 'field_disc': -1128399722092030772955375, 'field_disc_factorization': [[-1, 1], [3, 2], [5, 3], [7, 1], [10429, 1], [117215453, 2]], 'field_poly': [64957563630, 402444531, 17329473, 242526, 5152, -1, 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': [[3, [68111840207423731138560, 0, 9656364500582400, 0, 197927424, 0, 1]]], 'hecke_orbit': 4, 'hecke_orbit_code': 13510936606277696, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 373546567492618420224, 'hecke_ring_index_factorization': [[2, 62], [3, 4]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 4, 2, -1, 2, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '64.17.c.d', 'level': 64, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'minimal_twist': '4.17.b.b', 'prim_orbit_index': 2, 'qexp_display': 'q+\\beta _{1}q^{3}+(84455-5\\beta _{2})q^{5}+(-69\\beta _{1}+\\cdots)q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 6, 'rm_discs': [], 'sato_tate_group': '16.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '64.17.c', 'trace_display': [0, 0, 506740, 0], 'trace_hash': 1667438648639510922, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5.556', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '162.689', 'prec': 24}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '7091.930', 'prec': 27}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.505', 'prec': 17}, 'traces': [6, 0, 0, 0, 506740, 0, 0, 0, -137574522, 0, 0, 0, -2544478092, 0, 0, 0, 1579205132, 0, 0, 0, 27228321792, 0, 0, 0, 271424476050, 0, 0, 0, 1158411768436, 0, 0, 0, -767957621760, 0, 0, 0, -8581446019212, 0, 0, 0, 1840369253132, 0, 0, 0, 34166370110580, 0, 0, 0, -5527245758202, 0, 0, 0, -130668269409932, 0, 0, 0, -122486852367360, 0, 0, 0, 429486008315508, 0, 0, 0, 1237661666277400, 0, 0, 0, 265820219762688, 0, 0, 0, -1145601039770868, 0, 0, 0, 665543599687680, 0, 0, 0, -277566121727226, 0, 0, 0, 1934080153645800, 0, 0, 0, 20426758995091724, 0, 0, 0, 20365632048291840, 0, 0, 0, 4182396554403852, 0, 0, 0, 37772058641338228, 0, 0, 0, 75187868250378240, 0, 0, 0, 61678538920422516, 0, 0, 0, 74184946108520972, 0, 0, 0, 144303709667813748, 0, 0, 0, 199060358714924166, 0, 0, 0, 312640560756641000, 0, 0, 0, 535686781784343552, 0, 0, 0, 383622770597713920, 0, 0, 0, 337467137744756492, 0, 0, 0, 1031581644693737472, 0, 0, 0, 765590273511392280, 0, 0, 0, 699692066899508596, 0, 0, 0, 2077385778558193932, 0, 0, 0, 1425292000256461428, 0, 0, 0, 1266760816322039808, 0, 0, 0, 1993494948673075200, 0, 0, 0, -1003552344952134510, 0, 0, 0, -1954986830404707212, 0, 0, 0, 258257294965232640, 0, 0, 0, 1699026429282595188, 0, 0, 0, 2101932194825714200, 0, 0, 0, -567159298785644544, 0, 0, 0, -907688418221890548, 0, 0, 0, -1537322532809383052, 0, 0, 0, -11335071402639885312, 0, 0, 0, -15887817900229476120, 0, 0, 0, -13024387469317893120, 0, 0, 0, -28247993507240478720, 0, 0, 0, -23570110887144407040, 0, 0, 0, 6441826174900022504, 0, 0, 0, -22742258098330695150, 0, 0, 0, -35279229915313936524, 0, 0, 0, -14041927930530392308, 0, 0, 0, -39015831084048322560, 0, 0, 0, -22253379452804098548, 0, 0, 0, -28839575608349345420, 0, 0, 0, -37435864152011240448, 0, 0, 0, -10252135302174320640, 0, 0, 0, -32206039889216266228, 0, 0, 0, 46793232537199600500, 0, 0, 0, 28910201061639231000, 0, 0, 0, -29633355250460938124, 0, 0, 0, 71458784996456632320, 0, 0, 0, 6109570752240485748, 0, 0, 0, 69326925973117548812, 0, 0, 0, 212958245144912947200, 0, 0, 0, 65210769523085947410, 0, 0, 0, 81875786465252855668, 0, 0, 0, 195544759417146132480, 0, 0, 0, 227540465451709089792, 0, 0, 0, 390873758603964599320, 0, 0, 0, 202463359860034787328, 0, 0, 0, 31236977639985250572, 0, 0, 0, 518348000578524534388, 0, 0, 0, 629621499003986838528, 0, 0, 0, 277107973555765969500, 0, 0, 0, -57276586493969031168, 0, 0, 0, 255498321855422605428, 0, 0, 0, 638886685710235860492, 0, 0, 0, -184298524175762350080, 0, 0, 0, -282806163421134704640, 0, 0, 0, -327834425909465945484, 0, 0, 0, -451755143105915161588, 0, 0, 0, -577067672793031741440, 0, 0, 0, -853617630858813671034, 0, 0, 0, 749023406142292001000, 0, 0, 0, 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26971673958998644826740, 0, 0, 0, 31830710537824017813504, 0, 0, 0, -35881209900669631731852, 0, 0, 0, -122472801689311339383028, 0, 0, 0, 14642971883131869057024, 0, 0, 0, 31605807379195855038750, 0, 0, 0, -7237724340375283455256, 0, 0, 0, -113779000554948903859200, 0, 0, 0, -48419764965527915637132, 0, 0, 0, 79329253327052637056012, 0, 0, 0, -99770874125942132213760, 0, 0, 0, -61788286374052202296320, 0, 0, 0, 13872236536768276201588, 0, 0, 0, 57215375295657505958412, 0, 0, 0, -48778644722155116155532, 0, 0, 0, -43021136562782650675200, 0, 0, 0, 189888206127568240877568, 0, 0, 0, 171050133355924977162252, 0, 0, 0, 5532624788726546270068, 0, 0, 0, 54921668877416170626048, 0, 0, 0, 370924824048780208929000, 0, 0, 0, 141751755356632369503256, 0, 0, 0, 112255062989743441152000, 0, 0, 0, 51461182438693868075544, 0, 0, 0, -67786487495600649445772, 0, 0, 0, 278393637277190021898240, 0, 0, 0, -28054307532826545747084, 0, 0, 0, 99299708460039772323840, 0, 0, 0, 304122364808880463073280, 0, 0, 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0, 0, 0, 1121090792565626727505920, 0, 0, 0, 1552732724753291272796904, 0, 0, 0, -833091174791713159294708, 0, 0, 0, 1562390707641343264143360, 0, 0, 0, -256603297596412787543034, 0, 0, 0, -64749376026426721259800, 0, 0, 0, 4630766691437343297607680, 0, 0, 0, 2332602398884420661053440, 0, 0, 0, -1841425399433938390013428, 0, 0, 0, 4576651217703790086847860, 0, 0, 0, 4206799489216220332171800, 0, 0, 0, -2082912101100562057193472, 0, 0, 0, 2498088463246973022888960, 0, 0, 0, 555304126055292788338548, 0, 0, 0], 'weight': 17, 'weight_parity': -1}
• 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, 0, 0], [0, 0, 0, 0, 0, 0], [0, 1, 0, 0, 0, 0], [0, 0, 0, 0, 0, 0], [84455, 0, -5, 0, 0, 0], [0, 0, 0, 0, 0, 0], [0, -69, 0, 0, -1, 0], [0, 0, 0, 0, 0, 0], [-22929155, 0, -204, -11, 0, 0], [0, 0, 0, 0, 0, 0], [0, 1941, 0, 0, 3, -1], [0, 0, 0, 0, 0, 0], [-424081801, 0, -6357, -26, 0, 0], [0, 0, 0, 0, 0, 0], [0, -31135, 0, 0, 375, 30], [0, 0, 0, 0, 0, 0], [263198006, 0, -8548, -1907, 0, 0], [0, 0, 0, 0, 0, 0], [0, 309879, 0, 0, 1845, -159], [0, 0, 0, 0, 0, 0], [4537947904, 0, -317184, 3766, 0, 0], [0, 0, 0, 0, 0, 0], [0, -670107, 0, 0, 6327, -94], [0, 0, 0, 0, 0, 0], [45236881475, 0, -1593600, 29150, 0, 0], [0, 0, 0, 0, 0, 0], [0, -14260248, 0, 0, -837, 2511], [0, 0, 0, 0, 0, 0], [193067650199, 0, -2933621, -43560, 0, 0], [0, 0, 0, 0, 0, 0], [0, -51469464, 0, 0, -109250, -3966], [0, 0, 0, 0, 0, 0], [-127995949580, 0, -9037860, -120149, 0, 0], [0, 0, 0, 0, 0, 0], [0, -189976920, 0, 0, -199710, -12110], [0, 0, 0, 0, 0, 0], [-1430245114761, 0, -12334677, 50798, 0, 0], 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-1069722283868946588, 5653743135239137, 0, 0], [-284659007859532439959417, 0, 1620088727177789275, -139944337844830080, 0, 0], [0, 8283642384976855503, 0, 0, 16801791871462941, -5712905655798919], [-138849164975476761237214, 0, -1907530573704064288, -115314366151988042, 0, 0], [0, -21480381367976242317, 0, 0, -37426882000259873, 5602794060433368], [0, 38179310427723001455, 0, 0, -3427765930057596, 5920810358816580], [-306904800539311449299434, 0, -1701900965152891588, -87189437694334019, 0, 0], [0, -22261582311836758575, 0, 0, -39042384678731067, 5843412671466424], [0, 71412089051642832612, 0, 0, 142241431866430884, -1835531454696912], [92552823182748253203479, 0, 6406520598365441163, -29228741196613130, 0, 0]], 'char_orbit_index': 3, 'field_poly': [64957563630, 402444531, 17329473, 242526, 5152, -1, 1], 'hecke_orbit_code': 13510936606277696, 'hecke_ring_character_values': [[63, [-1, 0, 0, 0, 0, 0]], [5, [1, 0, 0, 0, 0, 0]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 9437184, 131072, 65536, 3145728, 3145728], 'hecke_ring_inverse_denominators': [1, 2097152, 2097152, 2097152, 2097152, 2097152], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0, 0, 0], [349408, -1572, -352, 16, 3, 1], [-3601163040, 62364, -10592, -1008, 1075, 17], [-259708149856, 34951860, 2121440, -66640, -37647, -261], [-6019589385632, -205813812, 221902624, 3498832, -1404625, -222107], [1495996393858208, -193760412204, 3296488928, 29308208, -103347367, -4557197]], 'hecke_ring_numerators': [[1, 0, 0, 0, 0, 0], [62731727586, -216742365, -6959844, 33782, 442, -97], [10473576654, 232753893, 3727492, 60058, 1078, 9], [6264402650, 1919154903, -30391892, -669026, 10322, -157], [10768810679910, 37050577161, 5223342036, -34634974, 722926, -5635], [83135565024102, 6864738958473, 35513841108, 1142788642, -757522, 162685]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 6, 'label': '64.17.c.d', 'level': 64, 'maxp': 997, 'weight': 17}
• mf_newspaces •

  Column	Type
  ALdims	integer[]
  Nk2	integer
  a4_dim	integer
  a5_dim	integer
  analytic_conductor	double precision
  char_conductor	integer
  char_degree	integer
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  conrey_index	integer
  cusp_dim	integer
  dihedral_dim	integer
  dim	integer
  eis_dim	integer
  eis_new_dim	integer
  hecke_cutter_primes	integer[]
  hecke_orbit_code	bigint
  hecke_orbit_dims	integer[]
  label	text
  level	integer
  level_is_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': 18496, 'analytic_conductor': 103.88770806824138, 'char_conductor': 4, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': -1, 'char_values': [64, 2, [63, 5], [1, 2]], 'conrey_index': 63, 'cusp_dim': 122, 'dim': 31, 'eis_dim': 12, 'eis_new_dim': 2, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 137724166208, 'hecke_orbit_dims': [1, 2, 6, 6, 8, 8], 'label': '64.17.c', 'level': 64, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'mf_dim': 134, 'mf_new_dim': 33, 'num_forms': 6, 'prim_orbit_index': 2, 'relative_dim': 31, 'sturm_bound': 136, 'trace_bound': 5, 'trace_display': [0, 0, 2, 0], 'traces': [31, 0, 0, 0, 2, 0, 0, 0, -416118305, 0, 0, 0, 1840141954, 0, 0, 0, 4896306238, 0, 0, 0, -79699052032, 0, 0, 0, 707225373469, 0, 0, 0, 115353846146, 0, 0, 0, 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1178482200783784268346, 0, 0, 0, 2236232184929175517696, 0, 0, 0, -485263404505683312066, 0, 0, 0, -638763888747500542464, 0, 0, 0, 3087035139855849250911, 0, 0, 0, -1454029880281577732860, 0, 0, 0, 1744348740289760834878, 0, 0, 0, 5263453997084770590208, 0, 0, 0, -365991130390371094594, 0, 0, 0, -917893094896351112062, 0, 0, 0, -5421422184146488299520, 0, 0, 0, -3236128430951391249920, 0, 0, 0, 4686531960837756305664, 0, 0, 0, 4370722528667049890178, 0, 0, 0, 949838180453140192892, 0, 0, 0, -8910624841964622798332, 0, 0, 0, 180361092186784329984, 0, 0, 0, -7382452288258664799484, 0, 0, 0, -1621369661503090842624, 0, 0, 0, -7175252645707260681728, 0, 0, 0, -6958886099233355551876, 0, 0, 0, 11924760543182175532418, 0, 0, 0, -18452524391109966865920, 0, 0, 0, 12318225564090727986176, 0, 0, 0, -4789076428810489257026, 0, 0, 0, -29650514499205378429440, 0, 0, 0, -6641448381535434340449, 0, 0, 0, 9373858103871809395204, 0, 0, 0, 26094956735008024546560, 0, 0, 0, 10193479036187323104130, 0, 0, 0, 17409753861725637697148, 0, 0, 0, 30868714147850859041282, 0, 0, 0, -3936188239109599213568, 0, 0, 0, -49245890630442033084286, 0, 0, 0, 5273575149527448104448, 0, 0, 0, -11181570254151658172924, 0, 0, 0, -12744191034435199782722, 0, 0, 0, 39371203882608861728768, 0, 0, 0, -24932772951906823884738, 0, 0, 0, 27668177175952276812288, 0, 0, 0, 56235392844522706001276, 0, 0, 0, -40331547861188991891456, 0, 0, 0, -3711664961252505007298, 0, 0, 0, -8949579874261137659392, 0, 0, 0, 10680022482403663155646, 0, 0, 0, 57716901441551032748930, 0, 0, 0, 1037171242868831460352, 0, 0, 0, 1651987807468426776066, 0, 0, 0, -7325736034080311780162, 0, 0, 0, -27391908434632859558912, 0, 0, 0, 72581458592344882003227, 0, 0, 0, 34507470041171166185476, 0, 0, 0, -92638246024195191094016, 0, 0, 0, 25314980894379793754498, 0, 0, 0, 6434725318636504035646, 0, 0, 0, 20932509085043888359936, 0, 0, 0, 5887169442009517720832, 0, 0, 0, 65888035395124756738178, 0, 0, 0, -200756348275611408200130, 0, 0, 0, 9760802677722832227586, 0, 0, 0, 159046698425269549624320, 0, 0, 0, -356894633315072943007744, 0, 0, 0, 14234115401564234213182, 0, 0, 0, -171993969259802508020734, 0, 0, 0, 166158563339563012538624, 0, 0, 0, 300494297351877405583620, 0, 0, 0, 68275418723418762407036, 0, 0, 0, 72523529893120644781568, 0, 0, 0, -18520722729163192595588, 0, 0, 0, -121385098063732374291070, 0, 0, 0, -132428107908662038460416, 0, 0, 0, -34160106436596692281854, 0, 0, 0, -288206361666982433083392, 0, 0, 0, 326530641826502117719040, 0, 0, 0, -155676271543281507666944, 0, 0, 0, 345234854074481334611718, 0, 0, 0, 116109904807421560137823, 0, 0, 0, -553438480124042481519230, 0, 0, 0, -88078833502466452054272, 0, 0, 0, -277039533180185014411776, 0, 0, 0, 23382989006428447596924, 0, 0, 0, 66922255526704456140288, 0, 0, 0, 590083315721147793568512, 0, 0, 0, -6175247287080482351358, 0, 0, 0, -369258655032876942990146, 0, 0, 0, 119883791375303678986500, 0, 0, 0, 288702746400430878986558, 0, 0, 0, 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-1244066533327556268674560, 0, 0, 0, -2517229004109998233387008, 0, 0, 0, 826510361504560350968832, 0, 0, 0, -499644524099283045026816, 0, 0, 0, 420347665662654390819332, 0, 0, 0, -820457334480410030459524, 0, 0, 0, -273907440455035951337342, 0, 0, 0, -1741565551032221735283968, 0, 0, 0, 149847958569631831448064, 0, 0, 0, 1447952471175722286021888, 0, 0, 0, 1430255687901508583618182, 0, 0, 0, 957910299113501752706878, 0, 0, 0, -405776977344217308699136, 0, 0, 0, -923288596140122558288706, 0, 0, 0, -26293696427001213782398, 0, 0, 0, 4398542591248256634517504, 0, 0, 0, -718107875601683767484412, 0, 0, 0, -2412987411792387993907010, 0, 0, 0, 1571818146393054000306688, 0, 0, 0, -1326058286877293974511073, 0, 0, 0, -1815584658952833538097660, 0, 0, 0, -2123861519437685337613824, 0, 0, 0, -2860340914355378133494272, 0, 0, 0, -6155668108160568617666498, 0, 0, 0, 1741301338844999958548226, 0, 0, 0, 4974768781441156612506492, 0, 0, 0, 530929292570827731681792, 0, 0, 0, 1717975704161202963812096, 0, 0, 0, -560863763007318552217598, 0, 0, 0], 'weight': 17, '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: 56007
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 6, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '64.17.c.d', 'source_level': 64, 'target_char_orbit': 2, 'target_dim': 6, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '4.17.b.b', 'target_level': 4, 'twist_class_label': '4.17.b.b', 'twist_class_level': 4, 'twisting_char_label': '8.b', 'twisting_char_orbit': 2, 'weight': 17}
  • id: 56008
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 6, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '64.17.c.d', 'source_level': 64, 'target_char_orbit': 2, 'target_dim': 6, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '4.17.b.b', 'target_level': 4, 'twist_class_label': '4.17.b.b', 'twist_class_level': 4, 'twisting_char_label': '8.d', 'twisting_char_orbit': 4, 'weight': 17}
  • id: 56009
    {'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 6, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '64.17.c.d', 'source_level': 64, 'target_char_orbit': 4, 'target_dim': 6, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '36.17.d.b', 'target_level': 36, 'twist_class_label': '4.17.b.b', 'twist_class_level': 4, 'twisting_char_label': '24.f', 'twisting_char_orbit': 6, 'weight': 17}
  • id: 56010
    {'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 6, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '64.17.c.d', 'source_level': 64, 'target_char_orbit': 4, 'target_dim': 6, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '36.17.d.b', 'target_level': 36, 'twist_class_label': '4.17.b.b', 'twist_class_level': 4, 'twisting_char_label': '24.h', 'twisting_char_orbit': 8, 'weight': 17}
  • id: 56011
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 3, 'source_dim': 6, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '64.17.c.d', 'source_level': 64, 'target_char_orbit': 3, 'target_dim': 6, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '64.17.c.d', 'target_level': 64, 'twist_class_label': '4.17.b.b', 'twist_class_level': 4, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 17}
  • id: 56012
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 6, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '64.17.c.d', 'source_level': 64, 'target_char_orbit': 3, 'target_dim': 6, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '64.17.c.d', 'target_level': 64, 'twist_class_label': '4.17.b.b', 'twist_class_level': 4, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 17}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 208725
    {'charpoly_factorization': [[[0, 1], 6]], 'hecke_orbit_code': 13510936606277696, 'p': 2}
  • id: 208726
    {'charpoly_factorization': [[[68111840207423731138560, 0, 9656364500582400, 0, 197927424, 0, 1], 1]], 'hecke_orbit_code': 13510936606277696, 'p': 3}
  • id: 208727
    {'charpoly_factorization': [[[-5407298870155000, -264639776500, -253370, 1], 2]], 'hecke_orbit_code': 13510936606277696, 'p': 5}
  • id: 208728
    {'charpoly_factorization': [[[2715957998275858357852534615075454976000, 0, 2497656813457005636039475200, 0, 102462414587904, 0, 1], 1]], 'hecke_orbit_code': 13510936606277696, 'p': 7}
  • id: 208729
    {'charpoly_factorization': [[[1735220873486326344332887653437867395022585856000, 0, 465497603107250890735959727472640, 0, 38319010233254400, 0, 1], 1]], 'hecke_orbit_code': 13510936606277696, 'p': 11}
  • id: 208730
    {'charpoly_factorization': [[[-120403369860149341355036920, 62059267546758924, 1272239046, 1], 2]], 'hecke_orbit_code': 13510936606277696, 'p': 13}
  • id: 208731
    {'charpoly_factorization': [[[-206576814330546746602164421640, -88982744088154897396, -789602566, 1], 2]], 'hecke_orbit_code': 13510936606277696, 'p': 17}
  • id: 208732
    {'charpoly_factorization': [[[10166307634741303360976011115242406706422198056208201416704000, 0, 338697643873695554789448792724569303613440, 0, 1292133056132270338560, 0, 1], 1]], 'hecke_orbit_code': 13510936606277696, 'p': 19}
  • id: 208733
    {'charpoly_factorization': [[[107560869018966606410264518184756510878731958369361752290754560, 0, 1748569701999233891207282418826584045649920, 0, 4479386374108164900864, 0, 1], 1]], 'hecke_orbit_code': 13510936606277696, 'p': 23}
  • id: 208734
    {'charpoly_factorization': [[[40676248013162955588420054421027592, -31769535995412772500724, -579205884218, 1], 2]], 'hecke_orbit_code': 13510936606277696, 'p': 29}
  • id: 208735
    {'charpoly_factorization': [[[1034692961835658191144273030285428363957000407480961483547265204224000, 0, 258156737324370549191600743259322248681320611840, 0, 2310571014039762185256960, 0, 1], 1]], 'hecke_orbit_code': 13510936606277696, 'p': 31}
  • id: 208736
    {'charpoly_factorization': [[[-485280372025466242889175144935378680, 4328111567403716944019724, 4290723009606, 1], 2]], 'hecke_orbit_code': 13510936606277696, 'p': 37}
  • id: 208737
    {'charpoly_factorization': [[[192605486103211060675984999733482621432, -60061319537153268584204788, -920184626566, 1], 2]], 'hecke_orbit_code': 13510936606277696, 'p': 41}
  • id: 208738
    {'charpoly_factorization': [[[1338027786461193958051429146961679573635935916834876309299825311195024326656000, 0, 76615279138501618528935029389652984810308016657203200, 0, 536509557355131405730619904, 0, 1], 1]], 'hecke_orbit_code': 13510936606277696, 'p': 43}
  • id: 208739
    {'charpoly_factorization': [[[131547270863406934122148877151823822459321478400873609592931730975377450399170560, 0, 1079682656375848592700466043841154425871438612518666240, 0, 2100025563003486512353910784, 0, 1], 1]], 'hecke_orbit_code': 13510936606277696, 'p': 47}
  • id: 208740
    {'charpoly_factorization': [[[-140267944606784726477614211555593031578360, -3748386585715474140042650356, 65334134704966, 1], 2]], 'hecke_orbit_code': 13510936606277696, 'p': 53}
  • id: 208741
    {'charpoly_factorization': [[[637715427032556167767182125843793704406161191731404599596739316724536390090489856000, 0, 252696329453683414625598075263362001879064421774423818240, 0, 29166899001963468514787873280, 0, 1], 1]], 'hecke_orbit_code': 13510936606277696, 'p': 59}
  • id: 208742
    {'charpoly_factorization': [[[4367975144118497128946547262143688458535688, -51312551070894522310759476468, -214743004157754, 1], 2]], 'hecke_orbit_code': 13510936606277696, 'p': 61}
  • id: 208743
    {'charpoly_factorization': [[[75073650519568842898897422178805410615819013584437166234956198378221853130347207720960, 0, 6751477621688512051107370765339739954228435549746117017600, 0, 174914582116133078934742884864, 0, 1], 1]], 'hecke_orbit_code': 13510936606277696, 'p': 67}
  • id: 208744
    {'charpoly_factorization': [[[443057325631182661980273073339426260513642655477868972831872853300047620783265592377344000, 0, 1747506927380634915929244782875772338103750336176937254256640, 0, 2292111318526921543753122416640, 0, 1], 1]], 'hecke_orbit_code': 13510936606277696, 'p': 71}
  • id: 208745
    {'charpoly_factorization': [[[-36673141236604248933258233271675460354586120, -47114395177875276725160872436, 572800519885434, 1], 2]], 'hecke_orbit_code': 13510936606277696, 'p': 73}
  • id: 208746
    {'charpoly_factorization': [[[12379342483118038923327414445120189364724809476313083611002811230283964685785487433007104000, 0, 18374263329437991188057713472720286663676439690132089303203840, 0, 8087123568729941125583591055360, 0, 1], 1]], 'hecke_orbit_code': 13510936606277696, 'p': 79}
  • id: 208747
    {'charpoly_factorization': [[[471193767239460338955407616928358399542445232706313481417999443943269868477659921221901352960, 0, 181948515518332315274444050269076388161201499656771130369310720, 0, 23381213397836114241279380550144, 0, 1], 1]], 'hecke_orbit_code': 13510936606277696, 'p': 83}
  • id: 208748
    {'charpoly_factorization': [[[-37574424465623592476829675432879598006986392072, 34164157314017312635205591826956, -10213379497545862, 1], 2]], 'hecke_orbit_code': 13510936606277696, 'p': 89}
  • id: 208749
    {'charpoly_factorization': [[[7656171951825312649678813300832180264121090040, -4698706564571052242280747122676, -2091198277201926, 1], 2]], 'hecke_orbit_code': 13510936606277696, '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': 3, 'hecke_orbit': 4, 'label': '64.17.c.d', 'level': 64, 'portrait': 'data:image/png;base64,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', 'weight': 17}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 140207000
    {'hecke_orbit_code': 13510936606277696, 'n': 1, 'trace_an': 6}
  • id: 140207001
    {'hecke_orbit_code': 13510936606277696, 'n': 2, 'trace_an': 0}
  • id: 140207002
    {'hecke_orbit_code': 13510936606277696, 'n': 3, 'trace_an': 0}
  • id: 140207003
    {'hecke_orbit_code': 13510936606277696, 'n': 4, 'trace_an': 0}
  • id: 140207004
    {'hecke_orbit_code': 13510936606277696, 'n': 5, 'trace_an': 506740}
  • id: 140207005
    {'hecke_orbit_code': 13510936606277696, 'n': 6, 'trace_an': 0}
  • id: 140207006
    {'hecke_orbit_code': 13510936606277696, 'n': 7, 'trace_an': 0}
  • id: 140207007
    {'hecke_orbit_code': 13510936606277696, 'n': 8, 'trace_an': 0}
  • id: 140207008
    {'hecke_orbit_code': 13510936606277696, 'n': 9, 'trace_an': -137574522}
  • id: 140207009
    {'hecke_orbit_code': 13510936606277696, 'n': 10, 'trace_an': 0}
  • id: 140207010
    {'hecke_orbit_code': 13510936606277696, 'n': 11, 'trace_an': 0}
  • id: 140207011
    {'hecke_orbit_code': 13510936606277696, 'n': 12, 'trace_an': 0}
  • id: 140207012
    {'hecke_orbit_code': 13510936606277696, 'n': 13, 'trace_an': -2544478092}
  • id: 140207013
    {'hecke_orbit_code': 13510936606277696, 'n': 14, 'trace_an': 0}
  • id: 140207014
    {'hecke_orbit_code': 13510936606277696, 'n': 15, 'trace_an': 0}
  • id: 140207015
    {'hecke_orbit_code': 13510936606277696, 'n': 16, 'trace_an': 0}
  • id: 140207016
    {'hecke_orbit_code': 13510936606277696, 'n': 17, 'trace_an': 1579205132}
  • id: 140207017
    {'hecke_orbit_code': 13510936606277696, 'n': 18, 'trace_an': 0}
  • id: 140207018
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  • id: 140207984
    {'hecke_orbit_code': 13510936606277696, 'n': 985, 'trace_an': 4206799489216220332171800}
  • id: 140207985
    {'hecke_orbit_code': 13510936606277696, 'n': 986, 'trace_an': 0}
  • id: 140207986
    {'hecke_orbit_code': 13510936606277696, 'n': 987, 'trace_an': 0}
  • id: 140207987
    {'hecke_orbit_code': 13510936606277696, 'n': 988, 'trace_an': 0}
  • id: 140207988
    {'hecke_orbit_code': 13510936606277696, 'n': 989, 'trace_an': -2082912101100562057193472}
  • id: 140207989
    {'hecke_orbit_code': 13510936606277696, 'n': 990, 'trace_an': 0}
  • id: 140207990
    {'hecke_orbit_code': 13510936606277696, 'n': 991, 'trace_an': 0}
  • id: 140207991
    {'hecke_orbit_code': 13510936606277696, 'n': 992, 'trace_an': 0}
  • id: 140207992
    {'hecke_orbit_code': 13510936606277696, 'n': 993, 'trace_an': 2498088463246973022888960}
  • id: 140207993
    {'hecke_orbit_code': 13510936606277696, 'n': 994, 'trace_an': 0}
  • id: 140207994
    {'hecke_orbit_code': 13510936606277696, 'n': 995, 'trace_an': 0}
  • id: 140207995
    {'hecke_orbit_code': 13510936606277696, 'n': 996, 'trace_an': 0}
  • id: 140207996
    {'hecke_orbit_code': 13510936606277696, 'n': 997, 'trace_an': 555304126055292788338548}
  • id: 140207997
    {'hecke_orbit_code': 13510936606277696, 'n': 998, 'trace_an': 0}
  • id: 140207998
    {'hecke_orbit_code': 13510936606277696, 'n': 999, 'trace_an': 0}
  • id: 140207999
    {'hecke_orbit_code': 13510936606277696, 'n': 1000, 'trace_an': 0}