Embedded newform data - 325.6.a.h.1.7

Formats: - HTML - YAML - JSON - 2025-01-13T23:29:31.531689

• 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': 11700, 'analytic_conductor': 52.1247414392187, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[5, -1], [13, -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': [325, 1, [27, 301], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 9, 'field_disc': 62146875059322842549687908079736, 'field_disc_factorization': [[2, 3], [3, 3], [11, 1], [103, 1], [107, 1], [24469, 1], [66105859, 1], [1467221503021, 1]], 'field_poly': [-366960, 262812, 702868, -197375, -37904, 10455, 688, -181, -4, 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': [[2, [374400, 979920, -5688, -237156, 18202, 10684, -607, -177, 5, 1]]], 'hecke_orbit': 8, 'hecke_orbit_code': 31525197492257093, 'hecke_ring_generator_nbound': 11, 'hecke_ring_index': 40, 'hecke_ring_index_factorization': [[2, 3], [5, 1]], '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': True, 'label': '325.6.a.h', 'level': 325, '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': [5, 13], 'level_radical': 65, 'minimal_twist': '325.6.a.h', 'prim_orbit_index': 1, 'qexp_display': 'q+(-1+\\beta _{1})q^{2}+(-1-\\beta _{4})q^{3}+(11+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 9, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '325.6.a', 'trace_display': [-5, -11, 0, 12], 'trace_hash': 1565826873934365668, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '8.098', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '182.097', 'prec': 24}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '6231.225', 'prec': 27}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [9, -5, -11, 91, 0, -83, 12, -639, 562, 0, -1422, 1567, 1521, -342, 0, -1061, 648, 418, -408, 0, -3912, 4345, 1839, -8469, 0, -845, -7649, -2836, -8737, 0, 748, -423, -356, -17789, 0, 512, -15486, -3425, -1859, 0, -28676, 6876, 28665, -30599, 0, -12056, -29452, 64759, -40907, 0, -31006, 15379, 75977, -102761, 0, -23002, -38038, 142384, -88142, 0, 28165, -137308, 41492, -100845, 0, 42577, -94754, 89267, -181747, 0, -70562, -263778, 60602, -135676, 0, 46373, -140292, -14027, -164073, 0, -69935, -72887, -22458, -345656, 0, -294920, -87031, 430607, 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-248638574, 0, -2437011290, 336680448, -187844659, 2480674272, 0, 217932164, 346454720, -1792576656, 1587697036, 0, -1000812164, 1077307823, 1467709482, 884804465, 0, 2264869499, -2886763907, 2691339782, 3578730112, 0, 212275300, 3003693218, 946195259, -851088061, 0], 'weight': 6, '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

  
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-0.34838946962430695, -0.3698718006418768, -0.2137405468011353, -0.33157603270871017, -0.12719582173377414, -0.32402800550935684, -0.19933343236804293, -0.256825094473951, -0.29356518953386207, -0.33685630585732346, -0.21760861978849866, -0.16733494108289126, -0.3149610919332385, -0.20059196484192007, -0.05343900136027958, -0.2381635945289609, -0.13163301963313465, -0.08284434648302465], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 7, 'dual_embedding_m': 7, 'embedding_index': 7, 'embedding_m': 7, 'embedding_root_imag': 0.0, 'embedding_root_real': 5.305918541438609, 'hecke_orbit': 8, 'hecke_orbit_code': 31525197492257093, 'label': '325.6.a.h.1.7', 'level': 325, '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': [21, 24, 26, 24], 'Nk2': 11700, 'analytic_conductor': 52.1247414392187, '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': [325, 1, [27, 301], [1, 1]], 'conrey_index': 1, 'cusp_dim': 168, 'dim': 95, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 100663621, 'hecke_orbit_dims': [1, 2, 3, 3, 4, 6, 6, 9, 9, 11, 11, 15, 15], 'label': '325.6.a', 'level': 325, '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': [5, 13], 'level_radical': 65, 'mf_dim': 180, 'mf_new_dim': 95, 'num_forms': 13, 'plus_dim': 45, 'prim_orbit_index': 1, 'relative_dim': 95, 'sturm_bound': 210, 'trace_bound': 2, 'trace_display': [2, -24, 0, 292], 'traces': [95, 2, -24, 1478, 0, 196, 292, 60, 7947, 0, -472, 302, 169, 1610, 0, 25122, 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-173446820, 48448796, -196728144, -188885504, 0, 167816444, 34822864, 87081746, 184163200, 0, -112729412, 124872382, 87799556, -5013804, 0, -201030280, 108453774, 240726876, -116627944, 0, -124594004, 54722272, 107396148, 63552, 0, -49756304, -54528130, -295932854, 135282000, 0, -714059484, 46035942, 131650200, 299579688, 0, 170001082, -210547298, -217636324, 59076992, 0, 328936016, 7251372, -409190370, -140193124, 0, -242957160, -177718148, -81492460, 286445580, 0, 568630974, -45465056, 326354720, -112444624, 0, 89023776, -234357552, 1357832, -217532812, 0, 86197842, 18432832, 40692324, 72583518, 0, -204196412, 119604940, -58568908, 239938260, 0, 14312092, 51265224, 330735460, -198895352, 0, -199623736, 199328954, 53534468, -64450856, 0, 19503776, 124826648, 464896920, 120411326, 0, -97918684, 82282382, 48288712, -37012236, 0, -39326976, -66293498, -534595972, -104199972, 0, -398787246, 88808104, 80244992, 140538260, 0, 128262512, 11770592, -707885380, -7619534, 0, 405773344, 179698670, -206727134, -137507936, 0, -53140404, -148024080, -100884270, -39629984, 0, -21827741, -66946984, 357803016, 300680948, 0, 197225660, -229156908, 114409480, -218539560, 0, -208798372, 16988372, 86496800, -57851608, 0, -478741424, 37567302, -257678648, 13089640, 0, -138160150, -122786396, 258861156, -475922420, 0, 251562568, 272395424, 96117060, -85324900, 0, 357484220, 151863364, 332129852, -213091648, 0, -633545224, -61365598, 42633580, -45464588, 0], '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: 46193484
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 9, 'source_embedding_index': 7, 'source_hecke_orbit_code': 31525197492257093, 'source_is_minimal': True, 'source_label': '325.6.a.h.1.7', 'source_level': 325, 'target_conrey_index': 1, 'target_dim': 9, 'target_embedding_index': 7, 'target_hecke_orbit_code': 31525197492257093, 'target_is_minimal': True, 'target_label': '325.6.a.h.1.7', 'target_level': 325, 'twist_class_label': '325.6.a.h.1.7', 'twist_class_level': 325, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
  • id: 46193485
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 9, 'source_embedding_index': 7, 'source_hecke_orbit_code': 31525197492257093, 'source_is_minimal': True, 'source_label': '325.6.a.h.1.7', 'source_level': 325, 'target_conrey_index': 274, 'target_dim': 18, 'target_embedding_index': 13, 'target_hecke_orbit_code': 31525266211733829, 'target_is_minimal': False, 'target_label': '325.6.b.h.274.13', 'target_level': 325, 'twist_class_label': '325.6.a.h.1.7', 'twist_class_level': 325, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 6}
  • id: 46193486
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 9, 'source_embedding_index': 7, 'source_hecke_orbit_code': 31525197492257093, 'source_is_minimal': True, 'source_label': '325.6.a.h.1.7', 'source_level': 325, 'target_conrey_index': 274, 'target_dim': 18, 'target_embedding_index': 6, 'target_hecke_orbit_code': 31525266211733829, 'target_is_minimal': False, 'target_label': '325.6.b.h.274.6', 'target_level': 325, 'twist_class_label': '325.6.a.h.1.7', 'twist_class_level': 325, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 6}
  • id: 46193487
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 9, 'source_embedding_index': 7, 'source_hecke_orbit_code': 31525197492257093, 'source_is_minimal': True, 'source_label': '325.6.a.h.1.7', 'source_level': 325, 'target_conrey_index': 1, 'target_dim': 9, 'target_embedding_index': 3, 'target_hecke_orbit_code': 36028797119627589, 'target_is_minimal': True, 'target_label': '325.6.a.i.1.3', 'target_level': 325, 'twist_class_label': '325.6.a.h.1.7', 'twist_class_level': 325, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 715500
    {'charpoly_factorization': [[[374400, 979920, -5688, -237156, 18202, 10684, -607, -177, 5, 1], 1]], 'hecke_orbit_code': 31525197492257093, 'p': 2}
  • id: 715501
    {'charpoly_factorization': [[[18204577776, 5189064144, -454216136, -92256904, 3577107, 559065, -10566, -1314, 11, 1], 1]], 'hecke_orbit_code': 31525197492257093, 'p': 3}
  • id: 715502
    {'charpoly_factorization': [[[0, 1], 9]], 'hecke_orbit_code': 31525197492257093, 'p': 5}
  • id: 715503
    {'charpoly_factorization': [[[-5487412479000576, -1484503671975936, -129768309199360, -3800055549296, -1801788488, 839032577, 1051076, -55106, -12, 1], 1]], 'hecke_orbit_code': 31525197492257093, 'p': 7}
  • id: 715504
    {'charpoly_factorization': [[[-9740230576687327631112, 294023363082599224404, -2579458790223441270, 3175636747954311, 44290805877218, -79346372921, -374897394, 229469, 1422, 1], 1]], 'hecke_orbit_code': 31525197492257093, 'p': 11}
  • id: 715505
    {'charpoly_factorization': [[[-169, 1], 9]], 'hecke_orbit_code': 31525197492257093, 'p': 13}
  • id: 715506
    {'charpoly_factorization': [[[85195923571718957806639272, 2278980427774036885645788, 553278193765790202558, -17519913776981254311, -4231345921599196, 24145511188955, 3616821758, -8931089, -648, 1], 1]], 'hecke_orbit_code': 31525197492257093, 'p': 17}
  • id: 715507
    {'charpoly_factorization': [[[-55901386619062403474653184, 1517608264288395832229888, 2260163935224015178752, -15613158876913790208, -2198667341593472, 21470895124896, -1202785044, -8414437, 408, 1], 1]], 'hecke_orbit_code': 31525197492257093, 'p': 19}
  • id: 715508
    {'charpoly_factorization': [[[1093931453593939012012728576, -90537889594841580492949248, -543492292871936425986576, -822345826304413610928, -91062793202907704, 269769486732496, 39744106887, -30356977, -1839, 1], 1]], 'hecke_orbit_code': 31525197492257093, 'p': 23}
  • id: 715509
    {'charpoly_factorization': [[[706242332913948543947852988144, 16325507776810065717050042040, 21517527730961292541253559, -43592469321459095006481, 10502574612285307923, 2841035278588011, -620786787867, -84336851, 8737, 1], 1]], 'hecke_orbit_code': 31525197492257093, 'p': 29}
  • id: 715510
    {'charpoly_factorization': [[[-657860444221303211859423610869760, 587563333620893421742422723264, 543082840629441564825535520, -221906364757678945952388, -21590916276539578832, 10831221244330873, 258652587692, -181764422, -748, 1], 1]], 'hecke_orbit_code': 31525197492257093, 'p': 31}
  • id: 715511
    {'charpoly_factorization': [[[14759407895786004594615324281063424, -4379395410250906569953067515904, -3594118018556410325972100992, 296845351931728375860928, 220948468614721345568, 2367478568051632, -4135617108136, -218061532, 15486, 1], 1]], 'hecke_orbit_code': 31525197492257093, 'p': 37}
  • id: 715512
    {'charpoly_factorization': [[[686018897248823979916488084615462912, -115560760214471586191584381845504, -49421038222057241822500182528, 4489291509405160462498944, 1349634926947257434328, -12879220676577012, -11415704442998, -235262519, 28676, 1], 1]], 'hecke_orbit_code': 31525197492257093, 'p': 41}
  • id: 715513
    {'charpoly_factorization': [[[-1507563372329355088293672591648869120, 149092152419373396321855677489792, 105587921005909970256471580176, -5545551184075716731457456, -2163418967120601941768, 61603451910808824, 14143632550305, -417216889, -28665, 1], 1]], 'hecke_orbit_code': 31525197492257093, 'p': 43}
  • id: 715514
    {'charpoly_factorization': [[[-21275619062779687842767655106648473600, -6066628179164941266709108226058240, -166336050935039089782745746432, 90341260320595633871823216, 8492601159999499390144, -46756541651268495, -30942621440988, -717405906, 29452, 1], 1]], 'hecke_orbit_code': 31525197492257093, 'p': 47}
  • id: 715515
    {'charpoly_factorization': [[[-13231520452714660671101586763520160684, -3605772071066242555331555677883424, 994053105291190138017259101741, 147373504559365558190263983, -13080951316685214446799, -892610232502132941, 63463997438167, 548037629, -75977, 1], 1]], 'hecke_orbit_code': 31525197492257093, 'p': 53}
  • id: 715516
    {'charpoly_factorization': [[[25054470491249537744888263990680150912, -18707063353948109232909626527884672, 159792569158731105927111948216, 488883825509848153096837932, 17612220126474692881746, -1758229956024470055, -85630140232376, 973693434, 88142, 1], 1]], 'hecke_orbit_code': 31525197492257093, 'p': 59}
  • id: 715517
    {'charpoly_factorization': [[[-15641287371028626558070291461539619248, 13052676968693487815800932260908264, -4130344454878941335816662240971, 607675655806270896368708119, -38281990507753367304079, 157909613182764491, 79073362522063, -2075960075, -28165, 1], 1]], 'hecke_orbit_code': 31525197492257093, 'p': 61}
  • id: 715518
    {'charpoly_factorization': [[[-1231506864006647415871320451473887032, -3622597949338694355968108893843756, 826991795916053568955260654758, 106103206527320365056469751, -8326037766203309989298, -1124343669723244217, -7130436201950, 2554314989, 94754, 1], 1]], 'hecke_orbit_code': 31525197492257093, 'p': 67}
  • id: 715519
    {'charpoly_factorization': [[[-43216938897481201101476512943595036082176, -7333861775055867710191765469568172032, -286321252600091670924777969917952, 10508661795101315315115055104, 784343596012842716707200, 3074602230566803200, -482584134923144, -5894757108, 70562, 1], 1]], 'hecke_orbit_code': 31525197492257093, 'p': 71}
  • id: 715520
    {'charpoly_factorization': [[[1223594360141123790940318625080137873408, -537718124511687269824947872918151936, 45813397924593254553283388272384, 5134528206721673304287996688, -507687082920295098574144, -566238456098247592, 554085981088504, -7137685111, -60602, 1], 1]], 'hecke_orbit_code': 31525197492257093, 'p': 73}
  • id: 715521
    {'charpoly_factorization': [[[583907776752790106156347617598059197136896, 108408626221148745499733527343876660224, 7326128756103440058116559134157824, 202614723647131601929125051328, 699408434088212233980752, -77287370222605677832, -1327632519365145, 495747079, 164073, 1], 1]], 'hecke_orbit_code': 31525197492257093, 'p': 79}
  • id: 715522
    {'charpoly_factorization': [[[13830907420061024606470688173576082276829768, 711484095021977025103800659149471218660, -35822927242632684334415620598178354, -1169573575994269658407898206161, 9078762724889319847751606, 321833636326394400199, -773177921148678, -31298609499, 22458, 1], 1]], 'hecke_orbit_code': 31525197492257093, 'p': 83}
  • id: 715523
    {'charpoly_factorization': [[[-3026671180869384386894913365707797196800, 7516374547650580693338312112315176960, -3544962650560382596799879007148608, -424352936210756897265030315312, -18092192794425746190123968, -355712657995190349384, -2733567630209300, 9078743713, 252698, 1], 1]], 'hecke_orbit_code': 31525197492257093, 'p': 89}
  • id: 715524
    {'charpoly_factorization': [[[-4470247463700528231015240983710389889843200, -70325255841160046650279311718808709120, 16245944924182579957875262312139776, 234359515764611101293084276480, -14273940798900307218394272, -66515904816251225904, 4864524472873840, -27950841096, -137986, 1], 1]], 'hecke_orbit_code': 31525197492257093, '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': 8, 'label': '325.6.a.h', 'level': 325, 'portrait': 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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 49460899
    {'hecke_orbit_code': 31525197492257093, 'n': 1, 'trace_an': 9}
  • id: 49460900
    {'hecke_orbit_code': 31525197492257093, 'n': 2, 'trace_an': -5}
  • id: 49460901
    {'hecke_orbit_code': 31525197492257093, 'n': 3, 'trace_an': -11}
  • id: 49460902
    {'hecke_orbit_code': 31525197492257093, 'n': 4, 'trace_an': 91}
  • id: 49460903
    {'hecke_orbit_code': 31525197492257093, 'n': 5, 'trace_an': 0}
  • id: 49460904
    {'hecke_orbit_code': 31525197492257093, 'n': 6, 'trace_an': -83}
  • id: 49460905
    {'hecke_orbit_code': 31525197492257093, 'n': 7, 'trace_an': 12}
  • id: 49460906
    {'hecke_orbit_code': 31525197492257093, 'n': 8, 'trace_an': -639}
  • id: 49460907
    {'hecke_orbit_code': 31525197492257093, 'n': 9, 'trace_an': 562}
  • id: 49460908
    {'hecke_orbit_code': 31525197492257093, 'n': 10, 'trace_an': 0}
  • id: 49460909
    {'hecke_orbit_code': 31525197492257093, 'n': 11, 'trace_an': -1422}
  • id: 49460910
    {'hecke_orbit_code': 31525197492257093, 'n': 12, 'trace_an': 1567}
  • id: 49460911
    {'hecke_orbit_code': 31525197492257093, 'n': 13, 'trace_an': 1521}
  • id: 49460912
    {'hecke_orbit_code': 31525197492257093, 'n': 14, 'trace_an': -342}
  • id: 49460913
    {'hecke_orbit_code': 31525197492257093, 'n': 15, 'trace_an': 0}
  • id: 49460914
    {'hecke_orbit_code': 31525197492257093, 'n': 16, 'trace_an': -1061}
  • id: 49460915
    {'hecke_orbit_code': 31525197492257093, 'n': 17, 'trace_an': 648}
  • id: 49460916
    {'hecke_orbit_code': 31525197492257093, 'n': 18, 'trace_an': 418}
  • id: 49460917
    {'hecke_orbit_code': 31525197492257093, 'n': 19, 'trace_an': -408}
  • id: 49460918
    {'hecke_orbit_code': 31525197492257093, 'n': 20, 'trace_an': 0}
  • id: 49460919
    {'hecke_orbit_code': 31525197492257093, 'n': 21, 'trace_an': -3912}
  • id: 49460920
    {'hecke_orbit_code': 31525197492257093, 'n': 22, 'trace_an': 4345}
  • id: 49460921
    {'hecke_orbit_code': 31525197492257093, 'n': 23, 'trace_an': 1839}
  • id: 49460922
    {'hecke_orbit_code': 31525197492257093, 'n': 24, 'trace_an': -8469}
  • id: 49460923
    {'hecke_orbit_code': 31525197492257093, 'n': 25, 'trace_an': 0}
  • id: 49460924
    {'hecke_orbit_code': 31525197492257093, 'n': 26, 'trace_an': -845}
  • id: 49460925
    {'hecke_orbit_code': 31525197492257093, 'n': 27, 'trace_an': -7649}
  • id: 49460926
    {'hecke_orbit_code': 31525197492257093, 'n': 28, 'trace_an': -2836}
  • id: 49460927
    {'hecke_orbit_code': 31525197492257093, 'n': 29, 'trace_an': -8737}
  • id: 49460928
    {'hecke_orbit_code': 31525197492257093, 'n': 30, 'trace_an': 0}
  • id: 49460929
    {'hecke_orbit_code': 31525197492257093, 'n': 31, 'trace_an': 748}
  • id: 49460930
    {'hecke_orbit_code': 31525197492257093, 'n': 32, 'trace_an': -423}
  • id: 49460931
    {'hecke_orbit_code': 31525197492257093, 'n': 33, 'trace_an': -356}
  • id: 49460932
    {'hecke_orbit_code': 31525197492257093, 'n': 34, 'trace_an': -17789}
  • id: 49460933
    {'hecke_orbit_code': 31525197492257093, 'n': 35, 'trace_an': 0}
  • id: 49460934
    {'hecke_orbit_code': 31525197492257093, 'n': 36, 'trace_an': 512}
  • id: 49460935
    {'hecke_orbit_code': 31525197492257093, 'n': 37, 'trace_an': -15486}
  • id: 49460936
    {'hecke_orbit_code': 31525197492257093, 'n': 38, 'trace_an': -3425}
  • id: 49460937
    {'hecke_orbit_code': 31525197492257093, 'n': 39, 'trace_an': -1859}
  • id: 49460938
    {'hecke_orbit_code': 31525197492257093, 'n': 40, 'trace_an': 0}
  • id: 49460939
    {'hecke_orbit_code': 31525197492257093, 'n': 41, 'trace_an': -28676}
  • id: 49460940
    {'hecke_orbit_code': 31525197492257093, 'n': 42, 'trace_an': 6876}
  • id: 49460941
    {'hecke_orbit_code': 31525197492257093, 'n': 43, 'trace_an': 28665}
  • id: 49460942
    {'hecke_orbit_code': 31525197492257093, 'n': 44, 'trace_an': -30599}
  • id: 49460943
    {'hecke_orbit_code': 31525197492257093, 'n': 45, 'trace_an': 0}
  • id: 49460944
    {'hecke_orbit_code': 31525197492257093, 'n': 46, 'trace_an': -12056}
  • id: 49460945
    {'hecke_orbit_code': 31525197492257093, 'n': 47, 'trace_an': -29452}
  • id: 49460946
    {'hecke_orbit_code': 31525197492257093, 'n': 48, 'trace_an': 64759}
  • id: 49460947
    {'hecke_orbit_code': 31525197492257093, 'n': 49, 'trace_an': -40907}
  • id: 49460948
    {'hecke_orbit_code': 31525197492257093, 'n': 50, 'trace_an': 0}
  • id: 49460949
    {'hecke_orbit_code': 31525197492257093, 'n': 51, 'trace_an': -31006}
  • id: 49460950
    {'hecke_orbit_code': 31525197492257093, 'n': 52, 'trace_an': 15379}
  • id: 49460951
    {'hecke_orbit_code': 31525197492257093, 'n': 53, 'trace_an': 75977}
  • id: 49460952
    {'hecke_orbit_code': 31525197492257093, 'n': 54, 'trace_an': -102761}
  • id: 49460953
    {'hecke_orbit_code': 31525197492257093, 'n': 55, 'trace_an': 0}
  • id: 49460954
    {'hecke_orbit_code': 31525197492257093, 'n': 56, 'trace_an': -23002}
  • id: 49460955
    {'hecke_orbit_code': 31525197492257093, 'n': 57, 'trace_an': -38038}
  • id: 49460956
    {'hecke_orbit_code': 31525197492257093, 'n': 58, 'trace_an': 142384}
  • id: 49460957
    {'hecke_orbit_code': 31525197492257093, 'n': 59, 'trace_an': -88142}
  • id: 49460958
    {'hecke_orbit_code': 31525197492257093, 'n': 60, 'trace_an': 0}
  • id: 49460959
    {'hecke_orbit_code': 31525197492257093, 'n': 61, 'trace_an': 28165}
  • id: 49460960
    {'hecke_orbit_code': 31525197492257093, 'n': 62, 'trace_an': -137308}
  • id: 49460961
    {'hecke_orbit_code': 31525197492257093, 'n': 63, 'trace_an': 41492}
  • id: 49460962
    {'hecke_orbit_code': 31525197492257093, 'n': 64, 'trace_an': -100845}
  • id: 49460963
    {'hecke_orbit_code': 31525197492257093, 'n': 65, 'trace_an': 0}
  • id: 49460964
    {'hecke_orbit_code': 31525197492257093, 'n': 66, 'trace_an': 42577}
  • id: 49460965
    {'hecke_orbit_code': 31525197492257093, 'n': 67, 'trace_an': -94754}
  • id: 49460966
    {'hecke_orbit_code': 31525197492257093, 'n': 68, 'trace_an': 89267}
  • id: 49460967
    {'hecke_orbit_code': 31525197492257093, 'n': 69, 'trace_an': -181747}
  • id: 49460968
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  • id: 49460969
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  • id: 49460970
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  • id: 49460971
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  • id: 49460972
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  • id: 49460973
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  • id: 49460974
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  • id: 49460975
    {'hecke_orbit_code': 31525197492257093, 'n': 77, 'trace_an': -140292}
  • id: 49460976
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  • id: 49460977
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  • id: 49460978
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  • id: 49460979
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  • id: 49460980
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  • id: 49460981
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  • id: 49460982
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  • id: 49460983
    {'hecke_orbit_code': 31525197492257093, 'n': 85, 'trace_an': 0}
  • id: 49460984
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  • id: 49460985
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  • id: 49460986
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  • id: 49460987
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  • id: 49460988
    {'hecke_orbit_code': 31525197492257093, 'n': 90, 'trace_an': 0}
  • id: 49460989
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  • id: 49460990
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  • id: 49460991
    {'hecke_orbit_code': 31525197492257093, 'n': 93, 'trace_an': 56556}
  • id: 49460992
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  • id: 49460993
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  • id: 49460994
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  • id: 49460995
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  • id: 49460996
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  • id: 49460997
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  • id: 49460998
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  • id: 49460999
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  • id: 49461000
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  • id: 49461001
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  • id: 49461002
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  • id: 49461003
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  • id: 49461004
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  • id: 49461005
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  • id: 49461006
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  • id: 49461007
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  • id: 49461008
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  • id: 49461009
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  • id: 49461010
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  • id: 49461011
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  • id: 49461012
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  • id: 49461013
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  • id: 49461014
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  • id: 49461015
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  • id: 49461016
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  • id: 49461017
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  • id: 49461018
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  • id: 49461019
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  • id: 49461020
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  • id: 49461021
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  • id: 49461022
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  • id: 49461023
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  • id: 49461024
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  • id: 49461025
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  • id: 49461026
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  • id: 49461027
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  • id: 49461028
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  • id: 49461029
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  • id: 49461030
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  • id: 49461031
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  • id: 49461032
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  • id: 49461033
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  • id: 49461034
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  • id: 49461035
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  • id: 49461036
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  • id: 49461037
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  • id: 49461038
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  • id: 49461039
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  • id: 49461040
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  • id: 49461041
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  • id: 49461042
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  • id: 49461043
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  • id: 49461044
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  • id: 49461045
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  • id: 49461046
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  • id: 49461047
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  • id: 49461048
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  • id: 49461049
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  • id: 49461050
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  • id: 49461051
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  • id: 49461052
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  • id: 49461053
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  • id: 49461054
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  • id: 49461055
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  • id: 49461056
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  • id: 49461057
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  • id: 49461058
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  • id: 49461059
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  • id: 49461060
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  • id: 49461061
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  • id: 49461062
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  • id: 49461063
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  • id: 49461064
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  • id: 49461065
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  • id: 49461066
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  • id: 49461067
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  • id: 49461068
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  • id: 49461069
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  • id: 49461070
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  • id: 49461071
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  • id: 49461072
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  • id: 49461073
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  • id: 49461074
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  • id: 49461075
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  • id: 49461076
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  • id: 49461077
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  • id: 49461078
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  • id: 49461079
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  • id: 49461080
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  • id: 49461081
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  • id: 49461082
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  • id: 49461083
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  • id: 49461084
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  • id: 49461085
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  • id: 49461086
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  • id: 49461087
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  • id: 49461088
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  • id: 49461089
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  • id: 49461090
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  • id: 49461091
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  • id: 49461092
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  • id: 49461093
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  • id: 49461094
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  • id: 49461095
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  • id: 49461096
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  • id: 49461097
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  • id: 49461098
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  • id: 49461100
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  • id: 49461101
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  • id: 49461102
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  • id: 49461103
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  • id: 49461104
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  • id: 49461108
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  • id: 49461110
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  • id: 49461111
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  • id: 49461112
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  • id: 49461113
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  • id: 49461114
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  • id: 49461115
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  • id: 49461116
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  • id: 49461117
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  • id: 49461118
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  • id: 49461119
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  • id: 49461120
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  • id: 49461130
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  • id: 49461137
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  • id: 49461142
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  • id: 49461144
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  • id: 49461145
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  • id: 49461146
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  • id: 49461147
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  • id: 49461148
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  • id: 49461149
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  • id: 49461150
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  • id: 49461152
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  • id: 49461153
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  • id: 49461154
    {'hecke_orbit_code': 31525197492257093, 'n': 983, 'trace_an': -3311442}
  • id: 49461155
    {'hecke_orbit_code': 31525197492257093, 'n': 991, 'trace_an': 126185891}
  • id: 49461156
    {'hecke_orbit_code': 31525197492257093, 'n': 997, 'trace_an': 13174965}