Embedded newform data - 19.7.f.a.2.4

Formats: - HTML - YAML - JSON - 2024-04-25T16:56:57.822631

• 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
  conrey_indexes	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_prime	boolean
  level_is_prime_power	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': 931, 'analytic_conductor': 4.371027588777169, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 19, 'char_degree': 6, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 6, 'char_orbit_label': 'f', 'char_order': 18, 'char_parity': -1, 'char_values': [19, 18, [2], [1]], 'cm_discs': [], 'conrey_index': 2, 'conrey_indexes': [2, 3, 10, 13, 14, 15], 'dim': 54, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 343714824211, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 19, 6, -1, 18, 0]], 'is_cm': False, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '19.7.f.a', 'level': 19, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [19], 'level_radical': 19, 'minimal_twist': '19.7.f.a', 'prim_orbit_index': 6, 'related_objects': [], 'relative_dim': 9, 'rm_discs': [], 'sato_tate_group': '6.2.3.c18', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '19.7.f', 'trace_display': [-6, -36, -6, -219], 'traces': [54, -6, -36, 192, -6, 720, -219, -9, -2076, -1689, 1677, -9, -10506, 6105, 24138, 23760, -3438, 0, -30918, -76650, -59055, 20490, 42498, 31848, 7914, 109989, 124821, -109476, -27726, -153516, -30789, -114375, 126039, 359796, 160161, 184995, 0, -245244, -390564, -372678, -24708, -244893, -30726, -301419, 293037, 69246, -71454, 1024041, -350346, -104148, -180672, 921801, 822558, 308469, 623517, 0, -17862, -1150644, -463812, -908130, -583698, -429732, -2576043, -328293, -1056789, -1038756, 1120464, 717270, 3771567, 4845345, 94494, 2351634, 950850, 55149, 0, -218814, -343086, 1833471, -4936494, -9642039, -769551, -8627793, -412131, -3125205, -896910, 8878236, 610737, 13604751, 6653022, 3142734, 3409821, -3043740, -816393, 0, 4839186, -5667138, -853656, -17679315, -13991937, -2045823, -12151038, 2364051, -993177, -1337427, 21168645, 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-6839471784, 1996249101, 12179631456, -934017834, 3341027601, -2666543544, 1832691969], 'weight': 7, '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

  
  {'an_normalized': [[1.0, 0.0], [-0.6007864845297927, -0.10593486686759124], [-0.8048495845251661, 0.9591823838558239], [-0.5899704168104959, -0.21473167081664524], [1.8041121796599482, -0.6566431326733403], [0.5851536105976443, -0.491002178834537], [-0.6776343713112003, -1.173697160065993], [0.8600214495632518, 0.4965336154141956], [-0.09859981412207834, -0.5591873332482283], [-1.1534476169545502, 0.2033839357029699], [0.6122363970743723, -1.0604245459757262], [0.6808042807553205, -0.39306253475953384], [-0.13334017176432045, -0.15890862873725792], [0.2827781193421513, 0.776926497608405], [-0.8221984128959304, 2.258971573742997], [0.016859249470404444, 0.01414659001254212], [0.06035633675751235, -0.3422977953516039], [0.0, 0.34639735031798435], [-0.6138065074785625, -0.7894565037904048], [-1.2053748916160945, 0.0], [1.6711833821267013, 0.2946747199805621], [-0.4801592858005627, 0.5722315538702907], [-0.10050163533946846, -0.036579603758642776], [-1.1684542032612533, 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-0.2336953831835522, -0.25590662608516795, 0.34342461673132546, -0.3949536251625793, -0.3441377233893183, -0.022321564035382734, -0.2961523203210681, -0.24298064000755326, -0.4937958683952619, -0.13111144372289407, -0.26907245225221893, -0.4958684112162393, -0.0938604182372457, 0.11126073221831988, -0.10773145416952251, -0.16203405770706564, 0.02593341582382524, -0.1171895891852817, 0.11908028752587822, -0.3492337715614599, -0.1582817953126434, -0.35458980082541564, -0.4549370830865275, 0.09687427431021588, -0.16085947623522762, -0.27225670915984795, -0.18816443002286865, -0.23503801976626623, -0.4437855182160483, -0.0913588194136502, -0.10517789298722528, -0.4804007423259209, -0.4140919732795237, -0.2073947814672615, -0.22691599979780816, -0.4776330860204639, -0.31383869581267626, -0.2826562656506904, -0.3877121392034255, -0.48558416065155807, -0.1680076905251759, -0.054714988350785754, -0.16068442154115412, -0.39328207342537835, -0.45682332414332133, 0.04501315038474279, -0.4957260131362263, -0.4911583292014285, 0.1567635098633634, -0.007791673121125809, 0.13287125543135325, -0.3539114018114395, -0.4350145614344664, -0.05984321040932264, -0.2653230637749957, 0.1253855145836271, -0.1839583044539935, -0.19102189523885862, -0.47366605812822354, 0.25746417363398855, -0.011679707377003785], 'char_orbit_index': 6, 'conrey_index': 2, 'dual_conrey_index': 10, 'dual_embedding_index': 4, 'dual_embedding_m': 22, 'embedding_index': 4, 'embedding_m': 4, 'hecke_orbit': 1, 'hecke_orbit_code': 343714824211, 'label': '19.7.f.a.2.4', 'level': 19, 'weight': 7}
• mf_newspaces •

  Column	Type
  AL_dims	jsonb
  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_prime	boolean
  level_is_prime_power	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  mf_dim	integer
  mf_new_dim	integer
  num_forms	smallint
  plus_dim	integer
  prim_orbit_index	smallint
  relative_dim	integer
  s4_dim	integer
  sturm_bound	integer
  trace_bound	integer
  trace_display	numeric[]
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'Nk2': 931, 'analytic_conductor': 4.371027588777169, 'char_conductor': 19, 'char_degree': 6, 'char_is_real': False, 'char_orbit_index': 6, 'char_orbit_label': 'f', 'char_order': 18, 'char_parity': -1, 'char_values': [19, 18, [2], [1]], 'conrey_index': 2, 'cusp_dim': 54, 'dim': 54, 'eis_dim': 12, 'eis_new_dim': 12, 'hecke_cutter_primes': [], 'hecke_orbit_code': 343714824211, 'hecke_orbit_dims': [54], 'label': '19.7.f', 'level': 19, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [19], 'level_radical': 19, 'mf_dim': 66, 'mf_new_dim': 66, 'num_forms': 1, 'prim_orbit_index': 6, 'relative_dim': 9, 'sturm_bound': 11, 'trace_bound': 0, 'trace_display': [-6, -36, -6, -219], 'traces': [54, -6, -36, 192, -6, 720, -219, -9, -2076, -1689, 1677, -9, -10506, 6105, 24138, 23760, -3438, 0, -30918, -76650, -59055, 20490, 42498, 31848, 7914, 109989, 124821, -109476, -27726, -153516, -30789, -114375, 126039, 359796, 160161, 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59140968, 0, -51176610, 80450646, 161259969, 141568806, 45178752, 133300545, 146195781, 118591005, 136137879, -54724272, -144769110, -81198129, -80073144, -184196802, -40988139, -8292057, 51819570, -58497504, 0, 23917380, 60015204, -51491817, -19231218, 230724378, 171822810, 290153445, -29288430, 3609459, 24138207, -247030896, -70590795, -102136086, -305744469, -140731608, -110072376, -18606327, 18105060, 0, -68080938, 95244024, -20642187, 373601217, 212404854, -132652599, 343930716, -32040210, -66930093, 282756276, -50497566, 105177972, -286960239, -170382552, 5568234, -324063855, 11971269, -207097665, 0, 37116837, 18993036, -107667426, 235168698, 620435391, 34788351, 350658162, -72857967, 207877329, -223268334, -516882039, 14667699, -805233024, -463744842, -166977966, -312879531, -86983599, -44719701, 0, -123940524, 352651968, 453961371, 509751903, 382276146, 54975597, 592783365, -19000377, 598244175, 437697999, -416793444, 111674373, 93660795, -166572210, -231914928, -385239033, 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947046276, 911653620, 0, 1666350774, -597753486, -2028153687, 66138906, -1346265402, -1433531526, -2291419047, -1825176759, -133890957, -2902987344, -2345007087, 381731199, 1519004610, -1399083612, 391590771, -276015435, -1052780739, 476681037, 0, -2766067719, -2374154634, 1255958784, -392445954, -52022010, -282115611, -997751652, 1981547205, 2966212503, 1673122305, 2267581860, -1046785023, 3679654599, 176287881, -1498261014, 2385924090, 1157306760, -3599619570, 0, 351966108, 933212220, 315205584, -1762634001, -3557707752, -729699357, -1190334060, -793190319, -1812816324, -1991358294, 2784052032, -733927401, -2163780648, -2278614594, 1984063305, 458240682, 2128834845, 3434026473, 0, 580267521, 385962252, 812903322, 3474805653, 1350750270, 1264834902, 3636482217, 865445172, 2136666537, 2286415611, -598927536, -657050865, 1242972999, 1170726888, 668303277, 636079563, -2445932526, 266827230, 0, -614807928, -1444778004, -3821920557, -2666538252, 2573899074, -433607802, -1854368076, -578363841, -2004132834, -2367617526, -3356643966, -1547745699, -3625929675, -2904301068, -990552477, -622645446, -1738904784, -3453193734, 0, 86453424, 1853997984, 284876850, 1563158454, 133265625, 484194372, 1511326242, 2969167074, 3609049383, 1606802556, -1442350521, 773325465, -1616278329, -1325913531, 949721985, -1024675953, 2679509706, 1453344114, 0, 915688293, -2371070052, -1226947422, 3635330967, 7768286940, 381235554, 7101357474, -695085078, -1208807046, -3367792794, -4420164153, 2111067369, -6138303219, -4823005740, -2920886946, -2044581231, 272879250, 5627813856, 0, -3034673676, 1477192404, 4411135554, 2824822248, 4255025070, 4284676116, 4668641727, -810722535, 1300941315, 4258167213, -1125893250, -1577151024, -1235011257, 465166926, -1598686056, -3060315075, -315811722, -7303131489, 0, 150413898, 1878274980, -3687455301, 107484621, -920532147, -3601982940, 175582974, -2622476655, -530468010, -952596210, -3176040102, 1703058993, -4684947372, -3373669650, -3943289925, 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-7732225341, -6174903054, 2467869558, 2681626812, 11397931386, 8756946138, 0, 930476010, 309158124, -6801093426, 6304697082, 593924079, 3570366444, 11845059834, 3020691543, 4771388880, 4425067053, -5107596339, 1646883888, 7858214199, 1403288625, 2465783325, 6285720066, -6796708506, 6560596914, 0, 3712780092, -4429948584, -14809311690, -6557032038, 2303147109, -1162099587, -5586298761, 4931345907, -3806687097, -10169288550, 3141412251, -10373165430, 117165771, -1464759375, -851187270, 4023998733, -4864094247, -7239956799, 0, -5013204120, 4402196004, 3877986678, -6630684618, -9747124485, -2932065171, -6839471784, 1996249101, 12179631456, -934017834, 3341027601, -2666543544, 1832691969], 'weight': 7, '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: 3698987
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 2, 'source_dim': 54, 'source_embedding_index': 4, 'source_hecke_orbit_code': 343714824211, 'source_is_minimal': True, 'source_label': '19.7.f.a.2.4', 'source_level': 19, 'target_conrey_index': 2, 'target_dim': 54, 'target_embedding_index': 4, 'target_hecke_orbit_code': 343714824211, 'target_is_minimal': True, 'target_label': '19.7.f.a.2.4', 'target_level': 19, 'twist_class_label': '19.7.f.a.2.4', 'twist_class_level': 19, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 7}
  • id: 3698988
    {'conductor': 19, 'degree': 6, 'order': 18, 'parity': -1, 'source_conrey_index': 2, 'source_dim': 54, 'source_embedding_index': 4, 'source_hecke_orbit_code': 343714824211, 'source_is_minimal': True, 'source_label': '19.7.f.a.2.4', 'source_level': 19, 'target_conrey_index': 10, 'target_dim': 54, 'target_embedding_index': 4, 'target_hecke_orbit_code': 343714824211, 'target_is_minimal': True, 'target_label': '19.7.f.a.10.4', 'target_level': 19, 'twist_class_label': '19.7.f.a.2.4', 'twist_class_level': 19, 'twisting_char_label': '19.10', 'twisting_conrey_index': 10, 'weight': 7}
• hecke_orbit_code 343714824211 does not appear in mf_hecke_charpolys
• mf_newform_portraits •

  Column	Type
  char_orbit_index	smallint
  hecke_orbit	integer
  label	text
  level	integer
  portrait	text
  weight	smallint

  
  {'char_orbit_index': 6, 'hecke_orbit': 1, 'label': '19.7.f.a', 'level': 19, 'portrait': 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', 'weight': 7}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 32990000
    {'hecke_orbit_code': 343714824211, 'n': 1, 'trace_an': 54}
  • id: 32990001
    {'hecke_orbit_code': 343714824211, 'n': 2, 'trace_an': -6}
  • id: 32990002
    {'hecke_orbit_code': 343714824211, 'n': 3, 'trace_an': -36}
  • id: 32990003
    {'hecke_orbit_code': 343714824211, 'n': 4, 'trace_an': 192}
  • id: 32990004
    {'hecke_orbit_code': 343714824211, 'n': 5, 'trace_an': -6}
  • id: 32990005
    {'hecke_orbit_code': 343714824211, 'n': 6, 'trace_an': 720}
  • id: 32990006
    {'hecke_orbit_code': 343714824211, 'n': 7, 'trace_an': -219}
  • id: 32990007
    {'hecke_orbit_code': 343714824211, 'n': 8, 'trace_an': -9}
  • id: 32990008
    {'hecke_orbit_code': 343714824211, 'n': 9, 'trace_an': -2076}
  • id: 32990009
    {'hecke_orbit_code': 343714824211, 'n': 10, 'trace_an': -1689}
  • id: 32990010
    {'hecke_orbit_code': 343714824211, 'n': 11, 'trace_an': 1677}
  • id: 32990011
    {'hecke_orbit_code': 343714824211, 'n': 12, 'trace_an': -9}
  • id: 32990012
    {'hecke_orbit_code': 343714824211, 'n': 13, 'trace_an': -10506}
  • id: 32990013
    {'hecke_orbit_code': 343714824211, 'n': 14, 'trace_an': 6105}
  • id: 32990014
    {'hecke_orbit_code': 343714824211, 'n': 15, 'trace_an': 24138}
  • id: 32990015
    {'hecke_orbit_code': 343714824211, 'n': 16, 'trace_an': 23760}
  • id: 32990016
    {'hecke_orbit_code': 343714824211, 'n': 17, 'trace_an': -3438}
  • id: 32990017
    {'hecke_orbit_code': 343714824211, 'n': 18, 'trace_an': 0}
  • id: 32990018
    {'hecke_orbit_code': 343714824211, 'n': 19, 'trace_an': -30918}
  • id: 32990019
    {'hecke_orbit_code': 343714824211, 'n': 20, 'trace_an': -76650}
  • id: 32990020
    {'hecke_orbit_code': 343714824211, 'n': 21, 'trace_an': -59055}
  • id: 32990021
    {'hecke_orbit_code': 343714824211, 'n': 22, 'trace_an': 20490}
  • id: 32990022
    {'hecke_orbit_code': 343714824211, 'n': 23, 'trace_an': 42498}
  • id: 32990023
    {'hecke_orbit_code': 343714824211, 'n': 24, 'trace_an': 31848}
  • id: 32990024
    {'hecke_orbit_code': 343714824211, 'n': 25, 'trace_an': 7914}
  • id: 32990025
    {'hecke_orbit_code': 343714824211, 'n': 26, 'trace_an': 109989}
  • id: 32990026
    {'hecke_orbit_code': 343714824211, 'n': 27, 'trace_an': 124821}
  • id: 32990027
    {'hecke_orbit_code': 343714824211, 'n': 28, 'trace_an': -109476}
  • id: 32990028
    {'hecke_orbit_code': 343714824211, 'n': 29, 'trace_an': -27726}
  • id: 32990029
    {'hecke_orbit_code': 343714824211, 'n': 30, 'trace_an': -153516}
  • id: 32990030
    {'hecke_orbit_code': 343714824211, 'n': 31, 'trace_an': -30789}
  • id: 32990031
    {'hecke_orbit_code': 343714824211, 'n': 32, 'trace_an': -114375}
  • id: 32990032
    {'hecke_orbit_code': 343714824211, 'n': 33, 'trace_an': 126039}
  • id: 32990033
    {'hecke_orbit_code': 343714824211, 'n': 34, 'trace_an': 359796}
  • id: 32990034
    {'hecke_orbit_code': 343714824211, 'n': 35, 'trace_an': 160161}
  • id: 32990035
    {'hecke_orbit_code': 343714824211, 'n': 36, 'trace_an': 184995}
  • id: 32990036
    {'hecke_orbit_code': 343714824211, 'n': 37, 'trace_an': 0}
  • id: 32990037
    {'hecke_orbit_code': 343714824211, 'n': 38, 'trace_an': -245244}
  • id: 32990038
    {'hecke_orbit_code': 343714824211, 'n': 39, 'trace_an': -390564}
  • id: 32990039
    {'hecke_orbit_code': 343714824211, 'n': 40, 'trace_an': -372678}
  • id: 32990040
    {'hecke_orbit_code': 343714824211, 'n': 41, 'trace_an': -24708}
  • id: 32990041
    {'hecke_orbit_code': 343714824211, 'n': 42, 'trace_an': -244893}
  • id: 32990042
    {'hecke_orbit_code': 343714824211, 'n': 43, 'trace_an': -30726}
  • id: 32990043
    {'hecke_orbit_code': 343714824211, 'n': 44, 'trace_an': -301419}
  • id: 32990044
    {'hecke_orbit_code': 343714824211, 'n': 45, 'trace_an': 293037}
  • id: 32990045
    {'hecke_orbit_code': 343714824211, 'n': 46, 'trace_an': 69246}
  • id: 32990046
    {'hecke_orbit_code': 343714824211, 'n': 47, 'trace_an': -71454}
  • id: 32990047
    {'hecke_orbit_code': 343714824211, 'n': 48, 'trace_an': 1024041}
  • id: 32990048
    {'hecke_orbit_code': 343714824211, 'n': 49, 'trace_an': -350346}
  • id: 32990049
    {'hecke_orbit_code': 343714824211, 'n': 50, 'trace_an': -104148}
  • id: 32990050
    {'hecke_orbit_code': 343714824211, 'n': 51, 'trace_an': -180672}
  • id: 32990051
    {'hecke_orbit_code': 343714824211, 'n': 52, 'trace_an': 921801}
  • id: 32990052
    {'hecke_orbit_code': 343714824211, 'n': 53, 'trace_an': 822558}
  • id: 32990053
    {'hecke_orbit_code': 343714824211, 'n': 54, 'trace_an': 308469}
  • id: 32990054
    {'hecke_orbit_code': 343714824211, 'n': 55, 'trace_an': 623517}
  • id: 32990055
    {'hecke_orbit_code': 343714824211, 'n': 56, 'trace_an': 0}
  • id: 32990056
    {'hecke_orbit_code': 343714824211, 'n': 57, 'trace_an': -17862}
  • id: 32990057
    {'hecke_orbit_code': 343714824211, 'n': 58, 'trace_an': -1150644}
  • id: 32990058
    {'hecke_orbit_code': 343714824211, 'n': 59, 'trace_an': -463812}
  • id: 32990059
    {'hecke_orbit_code': 343714824211, 'n': 60, 'trace_an': -908130}
  • id: 32990060
    {'hecke_orbit_code': 343714824211, 'n': 61, 'trace_an': -583698}
  • id: 32990061
    {'hecke_orbit_code': 343714824211, 'n': 62, 'trace_an': -429732}
  • id: 32990062
    {'hecke_orbit_code': 343714824211, 'n': 63, 'trace_an': -2576043}
  • id: 32990063
    {'hecke_orbit_code': 343714824211, 'n': 64, 'trace_an': -328293}
  • id: 32990064
    {'hecke_orbit_code': 343714824211, 'n': 65, 'trace_an': -1056789}
  • id: 32990065
    {'hecke_orbit_code': 343714824211, 'n': 66, 'trace_an': -1038756}
  • id: 32990066
    {'hecke_orbit_code': 343714824211, 'n': 67, 'trace_an': 1120464}
  • id: 32990067
    {'hecke_orbit_code': 343714824211, 'n': 68, 'trace_an': 717270}
  • id: 32990068
    {'hecke_orbit_code': 343714824211, 'n': 69, 'trace_an': 3771567}
  • id: 32990069
    {'hecke_orbit_code': 343714824211, 'n': 70, 'trace_an': 4845345}
  • id: 32990070
    {'hecke_orbit_code': 343714824211, 'n': 71, 'trace_an': 94494}
  • id: 32990071
    {'hecke_orbit_code': 343714824211, 'n': 72, 'trace_an': 2351634}
  • id: 32990072
    {'hecke_orbit_code': 343714824211, 'n': 73, 'trace_an': 950850}
  • id: 32990073
    {'hecke_orbit_code': 343714824211, 'n': 74, 'trace_an': 55149}
  • id: 32990074
    {'hecke_orbit_code': 343714824211, 'n': 75, 'trace_an': 0}
  • id: 32990075
    {'hecke_orbit_code': 343714824211, 'n': 76, 'trace_an': -218814}
  • id: 32990076
    {'hecke_orbit_code': 343714824211, 'n': 77, 'trace_an': -343086}
  • id: 32990077
    {'hecke_orbit_code': 343714824211, 'n': 78, 'trace_an': 1833471}
  • id: 32990078
    {'hecke_orbit_code': 343714824211, 'n': 79, 'trace_an': -4936494}
  • id: 32990079
    {'hecke_orbit_code': 343714824211, 'n': 80, 'trace_an': -9642039}
  • id: 32990080
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  • id: 32990090
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  • id: 32990096
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  • id: 32990102
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  • id: 32990115
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  • id: 32990121
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  • id: 32990123
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  • id: 32990125
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  • id: 32990127
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