Embedded newform data - 245.6.a.l.1.5

Formats: - HTML - YAML - JSON - 2026-02-20T18:56:44.605664

• 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': 8820, 'analytic_conductor': 39.29403585418026, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[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': [245, 1, [197, 101], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 10, 'field_disc': 11491181147197503512432640000, 'field_disc_factorization': [[2, 15], [3, 2], [5, 4], [31, 1], [5231, 1], [384455249517457, 1]], 'field_poly': [-22888100, 5935300, 7583055, -722920, -639206, 25380, 20336, -192, -246, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [-10686592, -16621440, 2127024, 2639600, -230996, -129840, 12314, 2040, -201, -10, 1]], [3, [-12031198596, -23098421592, -11335365576, -285902184, 168931223, 9277842, -571489, -44916, 117, 58, 1]]], 'hecke_orbit': 12, 'hecke_orbit_code': 49539596001738997, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 134456, 'hecke_ring_index_factorization': [[2, 3], [7, 5]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': True, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '245.6.a.l', 'level': 245, '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, 7], 'level_radical': 35, 'minimal_twist': '245.6.a.l', 'prim_orbit_index': 1, 'qexp_display': 'q+(1-\\beta _{1})q^{2}+(-6+\\beta _{3})q^{3}+(18-\\beta _{1}+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 10, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '245.6.a', 'trace_display': [10, -58, -250, 0], 'trace_hash': 2063514400652656139, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '8.531', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '206.551', 'prec': 24}, {'__RealLiteral__': 0, 'data': '85.360', 'prec': 20}, {'__RealLiteral__': 0, 'data': '8052.549', 'prec': 27}], 'trace_zratio': 0, 'traces': [10, 10, -58, 182, -250, -144, 0, 270, 700, -250, 794, -2560, -474, 0, 1450, 2394, -802, 3702, -7292, -4550, 0, 3948, 3708, -2092, 6250, -6576, -11818, 0, -8866, 3600, -13292, 2590, -9854, -44468, 0, -10690, 16124, -2180, -24982, -6750, -34836, 0, -28604, -31120, -17500, -39732, -18106, -101788, 0, 6250, 31602, 22480, 36440, -80836, -19850, 0, 126988, -100356, -18644, 64000, -68120, -181052, 0, -59358, 11850, -157780, 92328, -288540, -170888, 0, 5044, -61654, -170160, -216584, 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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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-0.09258908916895368, -0.10507245000455655, -0.26135628095664754, -0.25970872740700485, -0.23949656142214415, -0.28196409848064224, -0.27932854037446364, -0.4064613082593393, -0.310582101836423, -0.06888069352658971, -0.21242093769672096, -0.28792680685386807, -0.21929613046528648, -0.19678788953803608, -0.3781124171250827, -0.13282582941320717, -0.10517857377396599, -0.23909677549065766, -0.14347611805641292, -0.41210356156682226, -0.23872690752887504, -0.3389965517733343, -0.2878246455888862, -0.23717538557998635, -0.176957939446071, -0.15303327565666305], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 5, 'dual_embedding_m': 5, 'embedding_index': 5, 'embedding_m': 5, 'embedding_root_imag': 0.0, 'embedding_root_real': 1.6333515398261036, 'hecke_orbit': 12, 'hecke_orbit_code': 49539596001738997, 'label': '245.6.a.l.1.5', 'level': 245, 'weight': 6}
• mf_newspaces •

  Column	Type
  ALdims	integer[]
  ALdims_eis_new	integer[]
  ALdims_eis_old	integer[]
  ALdims_old	integer[]
  Nk2	integer
  a4_dim	integer
  a5_dim	integer
  analytic_conductor	double precision
  char_conductor	integer
  char_degree	integer
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  conrey_index	integer
  cusp_dim	integer
  dihedral_dim	integer
  dim	integer
  eis_dim	integer
  eis_new_dim	integer
  hecke_cutter_primes	integer[]
  hecke_orbit_code	bigint
  hecke_orbit_dims	integer[]
  label	text
  level	integer
  level_is_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  mf_dim	integer
  mf_new_dim	integer
  num_forms	smallint
  plus_dim	integer
  prim_orbit_index	smallint
  relative_dim	integer
  s4_dim	integer
  sturm_bound	integer
  trace_bound	integer
  trace_display	numeric[]
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'ALdims': [16, 19, 18, 16], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [4, 4, 4, 4], 'ALdims_old': [14, 16, 16, 17], 'Nk2': 8820, 'analytic_conductor': 39.29403585418026, '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': [245, 1, [197, 101], [1, 1]], 'conrey_index': 1, 'cusp_dim': 132, 'dim': 69, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 3], 'hecke_orbit_code': 100663541, 'hecke_orbit_dims': [1, 1, 2, 3, 4, 5, 5, 6, 6, 8, 8, 10, 10], 'label': '245.6.a', 'level': 245, '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, 7], 'level_radical': 35, 'mf_dim': 148, 'mf_new_dim': 69, 'num_forms': 13, 'plus_dim': 32, 'prim_orbit_index': 1, 'relative_dim': 69, 'sturm_bound': 168, 'trace_bound': 3, 'trace_display': [6, -40, 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-36018896, 0, -263677616, 19370276, -28355200, -380512976, -31634896, 194851632, 0, -66504200, 191325718, 178222504, 270499788, 65885440, 16642500, 0, 216040832, -214315000, 23628174, -32672000, -403244, -111632424, 0, 479302424, -66716900, 39173776, 248642808, -109722892, -30193092, 0, 117209887, 560393144, 83953540, -140745900, -48191575, -179422624, 0, -356948616, 313651104, 14602500, -98768464, -17557312, 106668106, 0, 11095700, 34295208, 9176342, 291486840, 110723684, 43518200, 0, -290789528, -38059804, -23937560, 34111550, 65627688, -26829324, 0, -47065688, -10664600, -36128692, 52267516, 18857966, -15651088, 0, 171918480, -204911154, 34666312, 23076832, -38136200, -109681930, 0, 88738484, -137606296, -5907900, 204868544, -106739176, 259560376, 0, -134042200, 257193116, -83775936, -133115024, 23068032, 42077300, 0, 231018120, 86625904, 75791372, 59265000, -11031440, -147930832, 0, -221359904, -55818950, -183043932, 165718096, -106815932, -139577966, 0, -60993608, -261081288, 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• 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: 47361116
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 10, 'source_embedding_index': 5, 'source_hecke_orbit_code': 49539596001738997, 'source_is_minimal': True, 'source_label': '245.6.a.l.1.5', 'source_level': 245, 'target_conrey_index': 1, 'target_dim': 10, 'target_embedding_index': 5, 'target_hecke_orbit_code': 49539596001738997, 'target_is_minimal': True, 'target_label': '245.6.a.l.1.5', 'target_level': 245, 'twist_class_label': '245.6.a.l.1.5', 'twist_class_level': 245, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
  • id: 47361117
    {'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 10, 'source_embedding_index': 5, 'source_hecke_orbit_code': 49539596001738997, 'source_is_minimal': True, 'source_label': '245.6.a.l.1.5', 'source_level': 245, 'target_conrey_index': 1, 'target_dim': 10, 'target_embedding_index': 5, 'target_hecke_orbit_code': 54043195629109493, 'target_is_minimal': True, 'target_label': '245.6.a.m.1.5', 'target_level': 245, 'twist_class_label': '245.6.a.l.1.5', 'twist_class_level': 245, '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: 578550
    {'charpoly_factorization': [[[-10686592, -16621440, 2127024, 2639600, -230996, -129840, 12314, 2040, -201, -10, 1], 1]], 'hecke_orbit_code': 49539596001738997, 'p': 2}
  • id: 578551
    {'charpoly_factorization': [[[-12031198596, -23098421592, -11335365576, -285902184, 168931223, 9277842, -571489, -44916, 117, 58, 1], 1]], 'hecke_orbit_code': 49539596001738997, 'p': 3}
  • id: 578552
    {'charpoly_factorization': [[[25, 1], 10]], 'hecke_orbit_code': 49539596001738997, 'p': 5}
  • id: 578553
    {'charpoly_factorization': [[[0, 1], 10]], 'hecke_orbit_code': 49539596001738997, 'p': 7}
  • id: 578554
    {'charpoly_factorization': [[[75351721932817530730000, 5364239430681051580000, -128653645223885849000, 307081920538510000, 6029263259895625, -28430420463450, -42903968825, 385404580, -325049, -794, 1], 1]], 'hecke_orbit_code': 49539596001738997, 'p': 11}
  • id: 578555
    {'charpoly_factorization': [[[-10064638953998069332872848, 8708560148396613016064, 1316569151193302362600, -2984566971007482312, -40240928938174865, 82398110929386, 448517786815, -589549348, -1549415, 474, 1], 1]], 'hecke_orbit_code': 49539596001738997, 'p': 13}
  • id: 578556
    {'charpoly_factorization': [[[31225411550112456271915043228, 905422350460310747696143592, 1671876605510716089876992, -8045768821979445292776, -9683532744285172881, 13887116196422138, 14891600690343, -6772710084, -7290259, 802, 1], 1]], 'hecke_orbit_code': 49539596001738997, 'p': 17}
  • id: 578557
    {'charpoly_factorization': [[[-53900434543408205111401031424, 2493950817399960314630115072, 18515842440896144897834688, 38520470382550004559744, 6768632076107608176, -59506244550301392, -59749328775548, -7606711664, 14793984, 7292, 1], 1]], 'hecke_orbit_code': 49539596001738997, 'p': 19}
  • id: 578558
    {'charpoly_factorization': [[[-103072369365984122605339726532096, -871934831203597171860680639488, 333252110512583252241512320, 2729197562079920137923072, -917106735930663087800, -1079181355872719088, 328152338044300, 128454796112, -35742650, -3708, 1], 1]], 'hecke_orbit_code': 49539596001738997, 'p': 23}
  • id: 578559
    {'charpoly_factorization': [[[206687282203795670953595051488810000, -1406239712641307199586599785680000, -1473881985445875929638987053000, -346459162628049704250653000, 78379734604993983489625, 38063472197066473650, 998823094777975, -1092360000940, -94954233, 8866, 1], 1]], 'hecke_orbit_code': 49539596001738997, 'p': 29}
  • id: 578560
    {'charpoly_factorization': [[[5251419043063809813337171100299227648, 2455853594474718232776725594360832, -2243053357133823597012336754560, -980939046534128261224176384, 102120934314536658605640, 67459860181125444528, 610463391386060, -1650292802256, -87166650, 13292, 1], 1]], 'hecke_orbit_code': 49539596001738997, 'p': 31}
  • id: 578561
    {'charpoly_factorization': [[[-14094531884370900846532486870980477824, 18902673724515151168802544118711296, 8972527154736699255364049172352, -15379230399623887657575354304, 5283357320454646432731592, -613599640649833033904, -10102501751260468, 6716080541536, -281018978, -16124, 1], 1]], 'hecke_orbit_code': 49539596001738997, 'p': 37}
  • id: 578562
    {'charpoly_factorization': [[[2053100907644934339514096169345152688416, 197235901428240961662903170121294656, -289702203360334413007181770908272, -21784810492875214405344299008, 9056087617759611791892656, 883216684654220824544, -76532435095905128, -10351579129472, 27480514, 34836, 1], 1]], 'hecke_orbit_code': 49539596001738997, 'p': 41}
  • id: 578563
    {'charpoly_factorization': [[[-3154634216147013473935066598495600000000, -2649820538947242535077377946000000000, -706064528248715669194804028000000, -34996767086912744271161600000, 12808461913051951659760000, 1629913817209875536000, -37973016134941600, -12939741197440, -257197916, 28604, 1], 1]], 'hecke_orbit_code': 49539596001738997, 'p': 43}
  • id: 578564
    {'charpoly_factorization': [[[99191438816976201133950766810776152280000, 39262159810993778357332770539800560000, -3215301445864901689335335492838000, -1452874656424638831556804848000, -24625256120835042376037625, 12199089335035201378650, 497622361481415175, -27469826505020, -1353838719, 18106, 1], 1]], 'hecke_orbit_code': 49539596001738997, 'p': 47}
  • id: 578565
    {'charpoly_factorization': [[[-522767233118701327886370710582065397970048, -143452841637852361462046162804119284480, 21320918444179379671439567408843904, 3641059422207768907999436938560, -231690418338920802357178824, -26546543136220593206880, 971455064883012524, 57934173267440, -1725587374, -36440, 1], 1]], 'hecke_orbit_code': 49539596001738997, 'p': 53}
  • id: 578566
    {'charpoly_factorization': [[[-2657866661551925625518656516526173265744864, 714584968858547361668254502800087123264, 60385053344604259068307955129814864, -11525444431556265193413284227968, -650207125976238520134488368, 39084032713013962569696, 2070900034332362856, -47552671613152, -2501472342, 18644, 1], 1]], 'hecke_orbit_code': 49539596001738997, 'p': 59}
  • id: 578567
    {'charpoly_factorization': [[[-116755524781038630469794178168876565623021568, 17088607731451280686531714231003651686400, 420429867758750237790166359649786880, -102034576477628319527971458672640, -848802949524229301411726720, 220055844522013335555840, 1876283134488964240, -203261836534880, -2332402240, 68120, 1], 1]], 'hecke_orbit_code': 49539596001738997, 'p': 61}
  • id: 578568
    {'charpoly_factorization': [[[-35894790717930082089849914781513605923653632, -29294708161045851468819038194120151226368, -484421434311848392426752815555562752, 218744326575877775915879803273088, 3194873088268460754381506232, -468760866468509679151648, -1181396724413154932, 375249336989568, -2307190358, -92328, 1], 1]], 'hecke_orbit_code': 49539596001738997, 'p': 67}
  • id: 578569
    {'charpoly_factorization': [[[133385873824774953394974837856051036466966528, -54866093839388121382469254396910321602560, 4187334801890911315067596014491080704, 169415478310949124902710560963584, -19586289993618380122417335872, -71324389201239753293376, 21664033512625829360, 24425163329568, -8170051692, -5044, 1], 1]], 'hecke_orbit_code': 49539596001738997, 'p': 71}
  • id: 578570
    {'charpoly_factorization': [[[-37937957495709431383136534524112969984428032, -14786918637878676554885223909543304212480, -700626819949617968175882696861553920, 212115794691713729392515117911040, 13531730629436046152651836320, -195006889557377300264640, -24814414659976306460, -326747854419200, 6379859140, 170160, 1], 1]], 'hecke_orbit_code': 49539596001738997, 'p': 73}
  • id: 578571
    {'charpoly_factorization': [[[5677573828322197975085258727023158584704654912, 2010899978350770895389762137657015536131456, 66878367117866701450645894514951831504, -9869113872543450097817727822481760, -433383595261571389359488329151, 1470286361160032644108342, 167715004253205843887, 181431547342388, -22211916865, -26442, 1], 1]], 'hecke_orbit_code': 49539596001738997, 'p': 79}
  • id: 578572
    {'charpoly_factorization': [[[-4242807385122179866980550008398392680932966400, -109412976680401747195181122675362402140160, 163228557505709810681839086958201798656, 7829952453068051259812039184138240, -60114879698519510196848500992, -8715864981137394854153280, -120954612025081111196, 1193163138278080, 41868858212, 353360, 1], 1]], 'hecke_orbit_code': 49539596001738997, 'p': 83}
  • id: 578573
    {'charpoly_factorization': [[[-31792062922751006002499322850069512516556292096, 7394303485820812051977491558652646132547584, 9826959588076465723570080065013530624, -29027493143207650923410811332452352, -297537072392154750018325208832, 16667557353020382357290176, 164582303190826495556, -2651277769037568, -27113027428, 90704, 1], 1]], 'hecke_orbit_code': 49539596001738997, 'p': 89}
  • id: 578574
    {'charpoly_factorization': [[[3040620421081847751099189752699489119365844583388, 277257018310472655400271753854355766094602072, -2780615994512643695902109721327563256288, -506824993289199740225684372513728056, 2701890110876125539459486876879, 156235483386864144815325318, 229602899757427851143, -11490514518736604, -39117236019, 236382, 1], 1]], 'hecke_orbit_code': 49539596001738997, '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': 12, 'label': '245.6.a.l', 'level': 245, 'portrait': 'data:image/png;base64,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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 56714053
    {'hecke_orbit_code': 49539596001738997, 'n': 1, 'trace_an': 10}
  • id: 56714054
    {'hecke_orbit_code': 49539596001738997, 'n': 2, 'trace_an': 10}
  • id: 56714055
    {'hecke_orbit_code': 49539596001738997, 'n': 3, 'trace_an': -58}
  • id: 56714056
    {'hecke_orbit_code': 49539596001738997, 'n': 4, 'trace_an': 182}
  • id: 56714057
    {'hecke_orbit_code': 49539596001738997, 'n': 5, 'trace_an': -250}
  • id: 56714058
    {'hecke_orbit_code': 49539596001738997, 'n': 6, 'trace_an': -144}
  • id: 56714059
    {'hecke_orbit_code': 49539596001738997, 'n': 7, 'trace_an': 0}
  • id: 56714060
    {'hecke_orbit_code': 49539596001738997, 'n': 8, 'trace_an': 270}
  • id: 56714061
    {'hecke_orbit_code': 49539596001738997, 'n': 9, 'trace_an': 700}
  • id: 56714062
    {'hecke_orbit_code': 49539596001738997, 'n': 10, 'trace_an': -250}
  • id: 56714063
    {'hecke_orbit_code': 49539596001738997, 'n': 11, 'trace_an': 794}
  • id: 56714064
    {'hecke_orbit_code': 49539596001738997, 'n': 12, 'trace_an': -2560}
  • id: 56714065
    {'hecke_orbit_code': 49539596001738997, 'n': 13, 'trace_an': -474}
  • id: 56714066
    {'hecke_orbit_code': 49539596001738997, 'n': 14, 'trace_an': 0}
  • id: 56714067
    {'hecke_orbit_code': 49539596001738997, 'n': 15, 'trace_an': 1450}
  • id: 56714068
    {'hecke_orbit_code': 49539596001738997, 'n': 16, 'trace_an': 2394}
  • id: 56714069
    {'hecke_orbit_code': 49539596001738997, 'n': 17, 'trace_an': -802}
  • id: 56714070
    {'hecke_orbit_code': 49539596001738997, 'n': 18, 'trace_an': 3702}
  • id: 56714071
    {'hecke_orbit_code': 49539596001738997, 'n': 19, 'trace_an': -7292}
  • id: 56714072
    {'hecke_orbit_code': 49539596001738997, 'n': 20, 'trace_an': -4550}
  • id: 56714073
    {'hecke_orbit_code': 49539596001738997, 'n': 21, 'trace_an': 0}
  • id: 56714074
    {'hecke_orbit_code': 49539596001738997, 'n': 22, 'trace_an': 3948}
  • id: 56714075
    {'hecke_orbit_code': 49539596001738997, 'n': 23, 'trace_an': 3708}
  • id: 56714076
    {'hecke_orbit_code': 49539596001738997, 'n': 24, 'trace_an': -2092}
  • id: 56714077
    {'hecke_orbit_code': 49539596001738997, 'n': 25, 'trace_an': 6250}
  • id: 56714078
    {'hecke_orbit_code': 49539596001738997, 'n': 26, 'trace_an': -6576}
  • id: 56714079
    {'hecke_orbit_code': 49539596001738997, 'n': 27, 'trace_an': -11818}
  • id: 56714080
    {'hecke_orbit_code': 49539596001738997, 'n': 28, 'trace_an': 0}
  • id: 56714081
    {'hecke_orbit_code': 49539596001738997, 'n': 29, 'trace_an': -8866}
  • id: 56714082
    {'hecke_orbit_code': 49539596001738997, 'n': 30, 'trace_an': 3600}
  • id: 56714083
    {'hecke_orbit_code': 49539596001738997, 'n': 31, 'trace_an': -13292}
  • id: 56714084
    {'hecke_orbit_code': 49539596001738997, 'n': 32, 'trace_an': 2590}
  • id: 56714085
    {'hecke_orbit_code': 49539596001738997, 'n': 33, 'trace_an': -9854}
  • id: 56714086
    {'hecke_orbit_code': 49539596001738997, 'n': 34, 'trace_an': -44468}
  • id: 56714087
    {'hecke_orbit_code': 49539596001738997, 'n': 35, 'trace_an': 0}
  • id: 56714088
    {'hecke_orbit_code': 49539596001738997, 'n': 36, 'trace_an': -10690}
  • id: 56714089
    {'hecke_orbit_code': 49539596001738997, 'n': 37, 'trace_an': 16124}
  • id: 56714090
    {'hecke_orbit_code': 49539596001738997, 'n': 38, 'trace_an': -2180}
  • id: 56714091
    {'hecke_orbit_code': 49539596001738997, 'n': 39, 'trace_an': -24982}
  • id: 56714092
    {'hecke_orbit_code': 49539596001738997, 'n': 40, 'trace_an': -6750}
  • id: 56714093
    {'hecke_orbit_code': 49539596001738997, 'n': 41, 'trace_an': -34836}
  • id: 56714094
    {'hecke_orbit_code': 49539596001738997, 'n': 42, 'trace_an': 0}
  • id: 56714095
    {'hecke_orbit_code': 49539596001738997, 'n': 43, 'trace_an': -28604}
  • id: 56714096
    {'hecke_orbit_code': 49539596001738997, 'n': 44, 'trace_an': -31120}
  • id: 56714097
    {'hecke_orbit_code': 49539596001738997, 'n': 45, 'trace_an': -17500}
  • id: 56714098
    {'hecke_orbit_code': 49539596001738997, 'n': 46, 'trace_an': -39732}
  • id: 56714099
    {'hecke_orbit_code': 49539596001738997, 'n': 47, 'trace_an': -18106}
  • id: 56714100
    {'hecke_orbit_code': 49539596001738997, 'n': 48, 'trace_an': -101788}
  • id: 56714101
    {'hecke_orbit_code': 49539596001738997, 'n': 49, 'trace_an': 0}
  • id: 56714102
    {'hecke_orbit_code': 49539596001738997, 'n': 50, 'trace_an': 6250}
  • id: 56714103
    {'hecke_orbit_code': 49539596001738997, 'n': 51, 'trace_an': 31602}
  • id: 56714104
    {'hecke_orbit_code': 49539596001738997, 'n': 52, 'trace_an': 22480}
  • id: 56714105
    {'hecke_orbit_code': 49539596001738997, 'n': 53, 'trace_an': 36440}
  • id: 56714106
    {'hecke_orbit_code': 49539596001738997, 'n': 54, 'trace_an': -80836}
  • id: 56714107
    {'hecke_orbit_code': 49539596001738997, 'n': 55, 'trace_an': -19850}
  • id: 56714108
    {'hecke_orbit_code': 49539596001738997, 'n': 56, 'trace_an': 0}
  • id: 56714109
    {'hecke_orbit_code': 49539596001738997, 'n': 57, 'trace_an': 126988}
  • id: 56714110
    {'hecke_orbit_code': 49539596001738997, 'n': 58, 'trace_an': -100356}
  • id: 56714111
    {'hecke_orbit_code': 49539596001738997, 'n': 59, 'trace_an': -18644}
  • id: 56714112
    {'hecke_orbit_code': 49539596001738997, 'n': 60, 'trace_an': 64000}
  • id: 56714113
    {'hecke_orbit_code': 49539596001738997, 'n': 61, 'trace_an': -68120}
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  • id: 56714173
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  • id: 56714187
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  • id: 56714188
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  • id: 56714192
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  • id: 56714193
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  • id: 56714194
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  • id: 56714200
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  • id: 56714201
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  • id: 56714202
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  • id: 56714205
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  • id: 56714206
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  • id: 56714208
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  • id: 56714210
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  • id: 56714211
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  • id: 56714212
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  • id: 56714213
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  • id: 56714214
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  • id: 56714215
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  • id: 56714216
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  • id: 56714217
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  • id: 56714218
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  • id: 56714219
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  • id: 56714220
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  • id: 56714221
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  • id: 56714222
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  • id: 56714223
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  • id: 56714224
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  • id: 56714228
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  • id: 56714236
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  • id: 56714238
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  • id: 56714240
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    {'hecke_orbit_code': 49539596001738997, 'n': 953, 'trace_an': -107936704}
  • id: 56714304
    {'hecke_orbit_code': 49539596001738997, 'n': 961, 'trace_an': 64719054}
  • id: 56714305
    {'hecke_orbit_code': 49539596001738997, 'n': 967, 'trace_an': 197441356}
  • id: 56714306
    {'hecke_orbit_code': 49539596001738997, 'n': 971, 'trace_an': -10109300}
  • id: 56714307
    {'hecke_orbit_code': 49539596001738997, 'n': 977, 'trace_an': 14146308}
  • id: 56714308
    {'hecke_orbit_code': 49539596001738997, 'n': 983, 'trace_an': -27863142}
  • id: 56714309
    {'hecke_orbit_code': 49539596001738997, 'n': 991, 'trace_an': 85160612}
  • id: 56714310
    {'hecke_orbit_code': 49539596001738997, 'n': 997, 'trace_an': 30997262}