Embedded newform data - 490.6.a.x.1.2

Formats: - HTML - YAML - JSON - 2024-05-21T07:12:38.901614

• 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': 17640, 'analytic_conductor': 78.58807170836052, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [5, -1], [7, -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': [490, 1, [197, 101], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 3, 'field_disc': 65121393, 'field_disc_factorization': [[3, 1], [43, 1], [504817, 1]], 'field_poly': [-1536, -438, -1, 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': [[3, [-1974, -437, 2, 1]]], 'hecke_orbit': 24, 'hecke_orbit_code': 103582791530185194, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 2, 'hecke_ring_index_factorization': [[2, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '490.6.a.x', 'level': 490, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5, 7], 'level_radical': 70, 'minimal_twist': '490.6.a.x', 'prim_orbit_index': 1, 'qexp_display': 'q+4q^{2}+(-1+\\beta _{1})q^{3}+2^{4}q^{4}+5^{2}q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 3, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '490.6.a', 'trace_display': [12, -2, 75, 0], 'trace_hash': 1410460489144265131, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.029', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.918', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.389', 'prec': 17}, {'__RealLiteral__': 0, 'data': '21.726', 'prec': 20}, {'__RealLiteral__': 0, 'data': '6.479', 'prec': 17}, {'__RealLiteral__': 0, 'data': '234.037', 'prec': 24}], 'trace_zratio': 0, 'traces': [3, 12, -2, 48, 75, -8, 0, 192, 149, 300, -144, -32, 288, 0, -50, 768, 1182, 596, 1134, 1200, 0, -576, 1872, -128, 1875, 1152, 4264, 0, -5724, -200, 2184, 3072, 14258, 4728, 0, 2384, 10698, 4536, 3956, 4800, 6204, 0, -10728, -2304, 3725, 7488, 23556, -512, 0, 7500, -12220, 4608, -13218, 17056, -3600, 0, 7740, -22896, 83226, -800, 24330, 8736, 0, 12288, 7200, 57032, -37836, 18912, 3812, 0, -996, 9536, 167256, 42792, -1250, 18144, 0, 15824, -8796, 19200, -89761, 24816, -2418, 0, 29550, -42912, 296652, -9216, -14292, 14900, 0, 29952, -94712, 94224, 28350, -2048, 103710, 0, -142604, 30000, 405918, -48880, -150804, 18432, 0, -52872, 65532, 68224, 275016, -14400, 47480, 0, 41106, 30960, 46800, -91584, -264482, 332904, 0, -3200, 148713, 97320, -2924, 34944, 46875, 0, 185580, 49152, 530128, 28800, -323562, 228128, 0, -151344, 106600, 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• mf_hecke_cc •

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

  
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-0.19676302986069188, -0.3094104433625172, -0.253940215608778, -0.36483732308242633, -0.2812686120717974, -0.2798530198311054, -0.1378773837348242, -0.30232939165384914, -0.1581068460568466, -0.2638544134382278, -0.2575743691060865, -0.30327074292417244, -0.28589370644660317, -0.25494315668867157, -0.32528872428001854, -0.37509190050329394, -0.37833261003803076, -0.3122247956879698, -0.16827088277559618, -0.35413222943001715, -0.11369954296592122, -0.32238246474914284, -0.21980831614608748, -0.14554958435010062, -0.41165829437723334, -0.3301358595062295, -0.280760317811276, -0.18615936627106222, -0.22600331428057496, -0.18503324643101554, -0.19143660141187552, -0.3604636843746914, -0.05377053215032328, -0.21266971449367242, -0.1136103487019571, -0.22903450137482398, -0.24229655469486042, -0.2553761241733868, -0.4848959907056126, -0.3272091592732866, -0.2284110527702952, -0.08999594385395686, -0.3576310473516153, -0.40073568349813865, -0.29567785233001215, -0.4639278589756086, -0.3882459146193889, -0.10633942925052481, -0.07313284362320811, -0.2603363057655234, -0.10910306700634306, -0.09725854207221067, -0.25515127640418234, -0.3010677909911071, -0.4194066899677525, -0.24747724850560168, -0.07192437829540223, -0.19636274600015, -0.2054546553217555, -0.17626430772516893, -0.3140133423075816, -0.2808253726932406, -0.14802142983843966, -0.2054658196468303, -0.2089198390068269, -0.245908274626571, -0.3124820169781645, -0.08452819047905637, -0.10773372577932315, -0.18910940175087174, -0.3518926616934451, -0.349394125455107, -0.2801644553921341, -0.45991486428908496, -0.3072389983480836, -0.3985324456144558, -0.16501919699204556, -0.12427927672117532, -0.3246096343673639, -0.3467071380530563, -0.09100808058323956, -0.1959610362170592, -0.1862756199973331, -0.2874455792225867, -0.3022087562516915, -0.19209466835291245, -0.10857370842138404, -0.2984655232664157, -0.26691132525285505, -0.280227038543081, -0.27390307706641037, -0.15891740304246743, -0.368079419836538, -0.22251031923283654, -0.30253762675138746, -0.23168151153905092, -0.32010238588143436, -0.06855915518636557, -0.2316355790233969, -0.19373685305515514, -0.23584997049977735, -0.339332584696035, -0.30162573030394996, -0.39674603364517874, -0.2455787137844605, -0.16220154274195495, -0.2489616371314531, -0.3590605533125231, -0.15036184210802228, -0.26505506209707463], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 2, 'dual_embedding_m': 2, 'embedding_index': 2, 'embedding_m': 2, 'embedding_root_imag': 0.0, 'embedding_root_real': -3.648079681265382, 'hecke_orbit': 24, 'hecke_orbit_code': 103582791530185194, 'label': '490.6.a.x.1.2', 'level': 490, 'weight': 6}
• 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

  
  {'ALdims': [9, 8, 9, 8, 8, 8, 6, 11], 'Nk2': 17640, 'analytic_conductor': 78.58807170836052, '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': [490, 1, [197, 101], [1, 1]], 'conrey_index': 1, 'cusp_dim': 404, 'dim': 67, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 100663786, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 4, 4, 4, 4, 6, 6], 'label': '490.6.a', 'level': 490, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5, 7], 'level_radical': 70, 'mf_dim': 436, 'mf_new_dim': 67, 'num_forms': 31, 'plus_dim': 31, 'prim_orbit_index': 1, 'relative_dim': 67, 'sturm_bound': 504, 'trace_bound': 3, 'trace_display': [-4, 40, 25, 0], 'traces': [67, -4, 40, 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-1898680, 5120, 2526734, 0, -421600, 260352, 625110, -941952, -334528, 25600, 0, 1947484, -1789900, -493088, 939800, -744592, -675360, 0, -378551, -330600, -2055504, 977472, -1876282, -350048, 0, -303104, 2127936, -272680, 3211416, 142800, -1752682, 0, 636552, 535296, 986750, 1660064, -128232, 637568, 0, -304000, 2068256, 163840, -2098122, 837176, 694000, 0, -1694502, 140848, -1085680, -40000, 2625768, -1252776, 0, 801024, -774550, 139152, 2459840, 177664, -2601376, 0, 5412832, 344352, 1765360, -182896, -1643100, -981504, 0, -772664, -2841632, 161600, -3721652, -1717280, 5468336, 0, 3221875, 1141496, -3110192, 4238720, 3986246, 1314000, 0, -1377152, -2218866, 4024, 1405300, 607104, -3686640, 0, 2774696, -281600, -420298, 2942828, -3118760, 807904, 0, -3878224, 439728, 1394688, -9451580, 62500, -5500256, 0, -4348624, -5226240, -780000, 4390912, -1762722, 6667840, 0, 264800, 9148986, 1846304, 2168712, 347136, 3316550, 0, 6614128, 1339456, 4552198, 1300400, 1962688, 271872, 0, -3376680, 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-2330000, 0, 61846606, -10721376, 22977320, -6745600, 81438400, -7827264, 0, 4165632, 26171875, -6850984, -88208424, 10001760, -20641020, 0, -50453232, -15071232, -36559040, 37226184, 1983200, -5352448, 0, -38488032, 60344704, 409600, -53615538, -5139520, 2871608, 0, 21765700, -48173632, -14787264, 31159744, 28066128, -3665000, 0, -28638400, -5116622, -81464672, 10866700, -7889408, 67103854, 0, 47723476, 15036800, 10568310, -65111024, -18727680, -11913472, 0, -13332264, -39810912, -10805760, 59658824, 13203200, 42443640, 0, 91138750, -94824712, -6200000, -6056816, -27072882, -15131360, 0, -5289600, 17358968, 71043712, 28236532, -32888064, -3081350, 0, -90484136, 15639552, 15049236, -20429600, 33950784, -30020512, 0, 36923088, 17215300, -5600768, 18037412, 31376280, 52817744, 0, 149167974, 54813216, 8871840, -4849664, -8517000, 3267992, 0, 34046976, 145695294, 23026400, 130833368, -4362880, -65746640, 0, 80916500, 51382656, -18335920, 9751328, -77643832, 2284800, 0, -73649716, -110611920, -28042912, 1463750, -19283632, -7977360, 0, -15715649, 19691000, -28776984, 10184832, 6153406, 23753712, 0, 8564736, 11713152, -57328936, -144069656, 15788000, 94199872, 0, -76117216, 26561024, -34504850, 69094152, -13065344, -2051712, 0, 1250000, 41154912, 10201088, 40414448, -16669680, -24189800, 0, 47117506, 66576592, 168833152, -4864000, -79548138, -51583360, 0, 33092096, 2333950, 11733424, 158687144, 2621440, -35866418, 0, 102267720, -33569952, 68808502, -105366400, -865000, 13394816, 0, 45367048, 65636468, 11104000, 103244104, 7195040, -175294080, 0, 32343350, -23547712, -118652368, -27112032, 18269272, -26032800, 0, 2253568, 32421964, -64398760, -16880200, -17370880, 145067334, 0, 20832728, -640000, 31856614, -15144520, 58990648, 42012288, 0, 128160352, -33330008, -20044416, 193524174, 40744900, 108476760, 0, 32139024, 43134864, -32538900, 12816384, 12763680, -37439560, 0, -12392800, -244766854, 148484640, -142859400, 2226432, -11300000, 0, -115420876, 39357440, 95052718, -31752400, -58368576, 2842624, 0, -135485440, 59770900, -41622016, -122809080, 22111904, -43178928, 0, -98612711, -219257624, -28908000, 86605312, 25890575, 97184592, 0, 5509632, -160857320, 9155000, -29132588, 28245760, -183470306, 0, 101323500, -2926336, -95950274, -172765536, 15684256, -26289600, 0, -10141728, 88541368, -15704064, -9856250, -18992328, 80083480, 0, -106556440, 1017200, 48409112, -12362624, 92472574, 73813440, 0, -45466112, -72949542, -69948768, -11237320, 2585600, 38792590, 0, -96253148, -59546432, -92706000, -134352880, 2609024, -27476480, 0, 28187000, -245105376, 87493376, 61430088, -100964384, -13938300, 0, -31363120, -141418376, 21398000, 51550000, 4531796, 496288, 0, 18263936, 17267350, 17371392, -180622484, -49763072, -111764682, 0, 75146488, 67819520, -21978448, 47735608, 31906000, 63779936, 0, -16125536, -73954544, 21024000, -10606260, 30615320, -175462464, 0, -23808750, 83896016, -88529888, -22034432, 33579990, -68624000, 0, -35501856, 238970320, -146623600, 93274800, 64384, 113240550, 0, -291380920, 22484800, 22802230, -108725952, -43668240, 9713664, 0, -25000928, 88854692, -58986240, -22171660, 200000, 106633408, 0, 23886622, -100939304, -63561400, 44395136, -168406800, 7707104, 0, -4505600, 219340675, 199408400, -195775124, -6724768, -42261550, 0, -186004856, 47085248, 240736640, -1517800, 20545784, -49900160, 0, 178666544, 10170000, 12926464, 289408014, -39974080, -24197000, 0, -131109302, 34059728, 51179104, -62051584, 28346150, 91581136, 0, 7035648, 128867004, 127562800, 116871576, 22315008, -208755120, 0, 37761200, -151225280, -77245882, 17551760, -14183712, 1000000], 'weight': 6, '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: 48516000
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 2, 'source_hecke_orbit_code': 103582791530185194, 'source_is_minimal': True, 'source_label': '490.6.a.x.1.2', 'source_level': 490, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 2, 'target_hecke_orbit_code': 103582791530185194, 'target_is_minimal': True, 'target_label': '490.6.a.x.1.2', 'target_level': 490, 'twist_class_label': '490.6.a.x.1.2', 'twist_class_level': 490, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
  • id: 48516001
    {'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 2, 'source_hecke_orbit_code': 103582791530185194, 'source_is_minimal': True, 'source_label': '490.6.a.x.1.2', 'source_level': 490, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 2, 'target_hecke_orbit_code': 108086391157555690, 'target_is_minimal': True, 'target_label': '490.6.a.y.1.2', 'target_level': 490, 'twist_class_label': '490.6.a.x.1.2', 'twist_class_level': 490, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 961150
    {'charpoly_factorization': [[[-4, 1], 3]], 'hecke_orbit_code': 103582791530185194, 'p': 2}
  • id: 961151
    {'charpoly_factorization': [[[-1974, -437, 2, 1], 1]], 'hecke_orbit_code': 103582791530185194, 'p': 3}
  • id: 961152
    {'charpoly_factorization': [[[-25, 1], 3]], 'hecke_orbit_code': 103582791530185194, 'p': 5}
  • id: 961153
    {'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 103582791530185194, 'p': 7}
  • id: 961154
    {'charpoly_factorization': [[[36714100, -305565, 144, 1], 1]], 'hecke_orbit_code': 103582791530185194, 'p': 11}
  • id: 961155
    {'charpoly_factorization': [[[-27112106, -427863, -288, 1], 1]], 'hecke_orbit_code': 103582791530185194, 'p': 13}
  • id: 961156
    {'charpoly_factorization': [[[1725187024, -2035407, -1182, 1], 1]], 'hecke_orbit_code': 103582791530185194, 'p': 17}
  • id: 961157
    {'charpoly_factorization': [[[549437112, -404868, -1134, 1], 1]], 'hecke_orbit_code': 103582791530185194, 'p': 19}
  • id: 961158
    {'charpoly_factorization': [[[-511879424, -3798672, -1872, 1], 1]], 'hecke_orbit_code': 103582791530185194, 'p': 23}
  • id: 961159
    {'charpoly_factorization': [[[-298814968674, -55864551, 5724, 1], 1]], 'hecke_orbit_code': 103582791530185194, 'p': 29}
  • id: 961160
    {'charpoly_factorization': [[[-131675935312, -60617532, -2184, 1], 1]], 'hecke_orbit_code': 103582791530185194, 'p': 31}
  • id: 961161
    {'charpoly_factorization': [[[843065971840, -77650584, -10698, 1], 1]], 'hecke_orbit_code': 103582791530185194, 'p': 37}
  • id: 961162
    {'charpoly_factorization': [[[-329347312, 9659628, -6204, 1], 1]], 'hecke_orbit_code': 103582791530185194, 'p': 41}
  • id: 961163
    {'charpoly_factorization': [[[734044145936, -222415980, 10728, 1], 1]], 'hecke_orbit_code': 103582791530185194, 'p': 43}
  • id: 961164
    {'charpoly_factorization': [[[144830063108, -132054993, -23556, 1], 1]], 'hecke_orbit_code': 103582791530185194, 'p': 47}
  • id: 961165
    {'charpoly_factorization': [[[3065842096760, -701859204, 13218, 1], 1]], 'hecke_orbit_code': 103582791530185194, 'p': 53}
  • id: 961166
    {'charpoly_factorization': [[[-18977297698072, 2223952572, -83226, 1], 1]], 'hecke_orbit_code': 103582791530185194, 'p': 59}
  • id: 961167
    {'charpoly_factorization': [[[232565751040, -354833928, -24330, 1], 1]], 'hecke_orbit_code': 103582791530185194, 'p': 61}
  • id: 961168
    {'charpoly_factorization': [[[-134174283407600, -3285081060, 37836, 1], 1]], 'hecke_orbit_code': 103582791530185194, 'p': 67}
  • id: 961169
    {'charpoly_factorization': [[[-506529050112, -128480160, 996, 1], 1]], 'hecke_orbit_code': 103582791530185194, 'p': 71}
  • id: 961170
    {'charpoly_factorization': [[[-133474914210928, 8667653988, -167256, 1], 1]], 'hecke_orbit_code': 103582791530185194, 'p': 73}
  • id: 961171
    {'charpoly_factorization': [[[-40492333854100, -2453821185, 8796, 1], 1]], 'hecke_orbit_code': 103582791530185194, 'p': 79}
  • id: 961172
    {'charpoly_factorization': [[[265902053984, -627708912, 2418, 1], 1]], 'hecke_orbit_code': 103582791530185194, 'p': 83}
  • id: 961173
    {'charpoly_factorization': [[[-346860567680000, -8534277600, 14292, 1], 1]], 'hecke_orbit_code': 103582791530185194, 'p': 89}
  • id: 961174
    {'charpoly_factorization': [[[364270677687000, -10970275575, -103710, 1], 1]], 'hecke_orbit_code': 103582791530185194, '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': 24, 'label': '490.6.a.x', 'level': 490, 'portrait': 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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 256798000
    {'hecke_orbit_code': 103582791530185194, 'n': 1, 'trace_an': 3}
  • id: 256798001
    {'hecke_orbit_code': 103582791530185194, 'n': 2, 'trace_an': 12}
  • id: 256798002
    {'hecke_orbit_code': 103582791530185194, 'n': 3, 'trace_an': -2}
  • id: 256798003
    {'hecke_orbit_code': 103582791530185194, 'n': 4, 'trace_an': 48}
  • id: 256798004
    {'hecke_orbit_code': 103582791530185194, 'n': 5, 'trace_an': 75}
  • id: 256798005
    {'hecke_orbit_code': 103582791530185194, 'n': 6, 'trace_an': -8}
  • id: 256798006
    {'hecke_orbit_code': 103582791530185194, 'n': 7, 'trace_an': 0}
  • id: 256798007
    {'hecke_orbit_code': 103582791530185194, 'n': 8, 'trace_an': 192}
  • id: 256798008
    {'hecke_orbit_code': 103582791530185194, 'n': 9, 'trace_an': 149}
  • id: 256798009
    {'hecke_orbit_code': 103582791530185194, 'n': 10, 'trace_an': 300}
  • id: 256798010
    {'hecke_orbit_code': 103582791530185194, 'n': 11, 'trace_an': -144}
  • id: 256798011
    {'hecke_orbit_code': 103582791530185194, 'n': 12, 'trace_an': -32}
  • id: 256798012
    {'hecke_orbit_code': 103582791530185194, 'n': 13, 'trace_an': 288}
  • id: 256798013
    {'hecke_orbit_code': 103582791530185194, 'n': 14, 'trace_an': 0}
  • id: 256798014
    {'hecke_orbit_code': 103582791530185194, 'n': 15, 'trace_an': -50}
  • id: 256798015
    {'hecke_orbit_code': 103582791530185194, 'n': 16, 'trace_an': 768}
  • id: 256798016
    {'hecke_orbit_code': 103582791530185194, 'n': 17, 'trace_an': 1182}
  • id: 256798017
    {'hecke_orbit_code': 103582791530185194, 'n': 18, 'trace_an': 596}
  • id: 256798018
    {'hecke_orbit_code': 103582791530185194, 'n': 19, 'trace_an': 1134}
  • id: 256798019
    {'hecke_orbit_code': 103582791530185194, 'n': 20, 'trace_an': 1200}
  • id: 256798020
    {'hecke_orbit_code': 103582791530185194, 'n': 21, 'trace_an': 0}
  • id: 256798021
    {'hecke_orbit_code': 103582791530185194, 'n': 22, 'trace_an': -576}
  • id: 256798022
    {'hecke_orbit_code': 103582791530185194, 'n': 23, 'trace_an': 1872}
  • id: 256798023
    {'hecke_orbit_code': 103582791530185194, 'n': 24, 'trace_an': -128}
  • id: 256798024
    {'hecke_orbit_code': 103582791530185194, 'n': 25, 'trace_an': 1875}
  • id: 256798025
    {'hecke_orbit_code': 103582791530185194, 'n': 26, 'trace_an': 1152}
  • id: 256798026
    {'hecke_orbit_code': 103582791530185194, 'n': 27, 'trace_an': 4264}
  • id: 256798027
    {'hecke_orbit_code': 103582791530185194, 'n': 28, 'trace_an': 0}
  • id: 256798028
    {'hecke_orbit_code': 103582791530185194, 'n': 29, 'trace_an': -5724}
  • id: 256798029
    {'hecke_orbit_code': 103582791530185194, 'n': 30, 'trace_an': -200}
  • id: 256798030
    {'hecke_orbit_code': 103582791530185194, 'n': 31, 'trace_an': 2184}
  • id: 256798031
    {'hecke_orbit_code': 103582791530185194, 'n': 32, 'trace_an': 3072}
  • id: 256798032
    {'hecke_orbit_code': 103582791530185194, 'n': 33, 'trace_an': 14258}
  • id: 256798033
    {'hecke_orbit_code': 103582791530185194, 'n': 34, 'trace_an': 4728}
  • id: 256798034
    {'hecke_orbit_code': 103582791530185194, 'n': 35, 'trace_an': 0}
  • id: 256798035
    {'hecke_orbit_code': 103582791530185194, 'n': 36, 'trace_an': 2384}
  • id: 256798036
    {'hecke_orbit_code': 103582791530185194, 'n': 37, 'trace_an': 10698}
  • id: 256798037
    {'hecke_orbit_code': 103582791530185194, 'n': 38, 'trace_an': 4536}
  • id: 256798038
    {'hecke_orbit_code': 103582791530185194, 'n': 39, 'trace_an': 3956}
  • id: 256798039
    {'hecke_orbit_code': 103582791530185194, 'n': 40, 'trace_an': 4800}
  • id: 256798040
    {'hecke_orbit_code': 103582791530185194, 'n': 41, 'trace_an': 6204}
  • id: 256798041
    {'hecke_orbit_code': 103582791530185194, 'n': 42, 'trace_an': 0}
  • id: 256798042
    {'hecke_orbit_code': 103582791530185194, 'n': 43, 'trace_an': -10728}
  • id: 256798043
    {'hecke_orbit_code': 103582791530185194, 'n': 44, 'trace_an': -2304}
  • id: 256798044
    {'hecke_orbit_code': 103582791530185194, 'n': 45, 'trace_an': 3725}
  • id: 256798045
    {'hecke_orbit_code': 103582791530185194, 'n': 46, 'trace_an': 7488}
  • id: 256798046
    {'hecke_orbit_code': 103582791530185194, 'n': 47, 'trace_an': 23556}
  • id: 256798047
    {'hecke_orbit_code': 103582791530185194, 'n': 48, 'trace_an': -512}
  • id: 256798048
    {'hecke_orbit_code': 103582791530185194, 'n': 49, 'trace_an': 0}
  • id: 256798049
    {'hecke_orbit_code': 103582791530185194, 'n': 50, 'trace_an': 7500}
  • id: 256798050
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  • id: 256798988
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  • id: 256798989
    {'hecke_orbit_code': 103582791530185194, 'n': 990, 'trace_an': -14260400}
  • id: 256798990
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  • id: 256798991
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  • id: 256798992
    {'hecke_orbit_code': 103582791530185194, 'n': 993, 'trace_an': -56626264}
  • id: 256798993
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  • id: 256798994
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  • id: 256798995
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  • id: 256798996
    {'hecke_orbit_code': 103582791530185194, 'n': 997, 'trace_an': 33276792}
  • id: 256798997
    {'hecke_orbit_code': 103582791530185194, 'n': 998, 'trace_an': 2657952}
  • id: 256798998
    {'hecke_orbit_code': 103582791530185194, 'n': 999, 'trace_an': 2538140}
  • id: 256798999
    {'hecke_orbit_code': 103582791530185194, 'n': 1000, 'trace_an': 3000000}