Embedded newform data - 245.6.a.j.1.3

Formats: - HTML - YAML - JSON - 2024-05-22T18:00:18.614940

• 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': 8820, 'analytic_conductor': 39.29403585418026, 'analytic_rank': 0, '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': 8, 'field_disc': 30653806424589519614059008, 'field_disc_factorization': [[2, 9], [3, 1], [7, 1], [17258699, 1], [165191273144071, 1]], 'field_poly': [1012704, 463952, -317696, -25016, 15166, 537, -225, -3, 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, [1012704, 463952, -317696, -25016, 15166, 537, -225, -3, 1]], [3, [2571136884, 76563792, -109744365, 2145922, 752739, -5436, -1579, 2, 1]]], 'hecke_orbit': 10, 'hecke_orbit_code': 40532396746998005, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 10976, 'hecke_ring_index_factorization': [[2, 5], [7, 3]], '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': False, 'label': '245.6.a.j', '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': '35.6.e.b', 'prim_orbit_index': 1, 'qexp_display': 'q+\\beta _{1}q^{2}-\\beta _{3}q^{3}+(5^{2}+\\beta _{1}+\\beta _{2})q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 8, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '245.6.a', 'trace_display': [3, -2, 200, 0], 'trace_hash': 179868446044599987, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.149', 'prec': 17}, {'__RealLiteral__': 0, 'data': '7.253', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.193', 'prec': 17}, {'__RealLiteral__': 0, 'data': '145.256', 'prec': 24}, {'__RealLiteral__': 0, 'data': '200.277', 'prec': 24}, {'__RealLiteral__': 0, 'data': '4508.088', 'prec': 27}], 'trace_zratio': 0, 'traces': [8, 3, -2, 203, 200, -56, 0, 249, 1218, 75, 120, -884, 1994, 0, -50, 6451, 1856, 2013, -1828, 5075, 0, 2199, 4822, -2008, 5000, -7457, 7798, 0, 10502, -1400, 5148, 12061, -2872, -40682, 0, 40949, 7810, 18567, -2572, 6225, -18192, 0, 63190, -4765, 30450, 6567, 11816, -107336, 0, 1875, 28788, 167255, -39902, -126138, 3000, 0, 38748, 67552, 50752, -22100, -2146, 101572, 0, 270039, 49850, 164358, 50498, -125090, -118822, 0, 183976, 522343, 54436, 228885, -1250, -65789, 0, 391806, 51040, 161275, 124612, -195887, 60438, 0, 46400, 260996, 409482, 205001, -96678, 50325, 0, 174679, -51428, -139395, -45700, 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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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-0.22202572483104488, -0.14717025600488534, -0.202126594390797, -0.16025552290259293, -0.15724816023127847, -0.26531151939363135, -0.156685310942406, -0.14441365932435712, -0.30536819160245987, -0.12878004827260825, -0.24219215047133988], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 3, 'dual_embedding_m': 3, 'embedding_index': 3, 'embedding_m': 3, 'embedding_root_imag': 0.0, 'embedding_root_real': -6.63433472357539, 'hecke_orbit': 10, 'hecke_orbit_code': 40532396746998005, 'label': '245.6.a.j.1.3', 'level': 245, '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': [16, 19, 18, 16], '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, -25, 0], 'traces': [69, 6, -40, 1168, -25, 72, 0, -348, 5765, -150, 1420, -3796, -690, 0, 1000, 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0, 18783750, -120112804, -265190528, -156584076, 65607834, 81312000, 0, -39408544, -42039136, -205507816, -7589200, 239698888, -53509326, 0, 212677424, 57280900, 57856274, -84128904, -63077336, -71925588, 0, -11039632, -80368872, 64713952, -380897892, -437500, -197281192, 0, -81038422, -400390696, -31817200, -385708320, 40000812, 184611008, 0, -180441100, -6813659, 226180176, -6315324, -3441028, 76813950, 0, 354458580, -431093628, 168548536, -647900, 98487552, -131281756, 0, 82307448, -31275000, -252880, -165218550, -132449896, 13473224, 0, 155087654, -242868296, -56677740, 218147832, -9861650, -134518068, 0, -195327544, 186115492, 124537800, -220199144, -12509000, 105382200, 0, 80110600, 101393392, -110418650, 212989352, -59775708, -7875000], '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: 46893983
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 8, 'source_embedding_index': 3, 'source_hecke_orbit_code': 40532396746998005, 'source_is_minimal': False, 'source_label': '245.6.a.j.1.3', 'source_level': 245, 'target_conrey_index': 1, 'target_dim': 8, 'target_embedding_index': 3, 'target_hecke_orbit_code': 40532396746998005, 'target_is_minimal': False, 'target_label': '245.6.a.j.1.3', 'target_level': 245, 'twist_class_label': '35.6.e.b.11.6', 'twist_class_level': 35, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
  • id: 46893984
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 8, 'source_embedding_index': 3, 'source_hecke_orbit_code': 40532396746998005, 'source_is_minimal': False, 'source_label': '245.6.a.j.1.3', 'source_level': 245, 'target_conrey_index': 11, 'target_dim': 16, 'target_embedding_index': 6, 'target_hecke_orbit_code': 4503874605940771, 'target_is_minimal': True, 'target_label': '35.6.e.b.11.6', 'target_level': 35, 'twist_class_label': '35.6.e.b.11.6', 'twist_class_level': 35, 'twisting_char_label': '7.2', 'twisting_conrey_index': 2, 'weight': 6}
  • id: 46893985
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 8, 'source_embedding_index': 3, 'source_hecke_orbit_code': 40532396746998005, 'source_is_minimal': False, 'source_label': '245.6.a.j.1.3', 'source_level': 245, 'target_conrey_index': 16, 'target_dim': 16, 'target_embedding_index': 6, 'target_hecke_orbit_code': 4503874605940771, 'target_is_minimal': True, 'target_label': '35.6.e.b.16.6', 'target_level': 35, 'twist_class_label': '35.6.e.b.11.6', 'twist_class_level': 35, 'twisting_char_label': '7.4', 'twisting_conrey_index': 4, 'weight': 6}
  • id: 46893986
    {'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 8, 'source_embedding_index': 3, 'source_hecke_orbit_code': 40532396746998005, 'source_is_minimal': False, 'source_label': '245.6.a.j.1.3', 'source_level': 245, 'target_conrey_index': 1, 'target_dim': 8, 'target_embedding_index': 3, 'target_hecke_orbit_code': 45035996374368501, 'target_is_minimal': False, 'target_label': '245.6.a.k.1.3', 'target_level': 245, 'twist_class_label': '35.6.e.b.11.6', 'twist_class_level': 35, '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: 578475
    {'charpoly_factorization': [[[1012704, 463952, -317696, -25016, 15166, 537, -225, -3, 1], 1]], 'hecke_orbit_code': 40532396746998005, 'p': 2}
  • id: 578476
    {'charpoly_factorization': [[[2571136884, 76563792, -109744365, 2145922, 752739, -5436, -1579, 2, 1], 1]], 'hecke_orbit_code': 40532396746998005, 'p': 3}
  • id: 578477
    {'charpoly_factorization': [[[-25, 1], 8]], 'hecke_orbit_code': 40532396746998005, 'p': 5}
  • id: 578478
    {'charpoly_factorization': [[[0, 1], 8]], 'hecke_orbit_code': 40532396746998005, 'p': 7}
  • id: 578479
    {'charpoly_factorization': [[[12919353559622856000, -906641634227520, -2363688034857584, -968153862560, 96474126076, 42711724, -637969, -120, 1], 1]], 'hecke_orbit_code': 40532396746998005, 'p': 11}
  • id: 578480
    {'charpoly_factorization': [[[-52824372858032967744, -4873941523016782784, 45920118717960240, -29552766164736, -511451870892, 904624564, 582245, -1994, 1], 1]], 'hecke_orbit_code': 40532396746998005, 'p': 13}
  • id: 578481
    {'charpoly_factorization': [[[-17854469934804035072256, 672568662816513419776, 8851759980776497280, -18687380036068096, 2101748921984, 13879027872, -5936296, -1856, 1], 1]], 'hecke_orbit_code': 40532396746998005, 'p': 17}
  • id: 578482
    {'charpoly_factorization': [[[-14879481296199886294124032, -51641006090724919131136, -22561424176760628416, 55770530826038528, 33354363075864, -18068720336, -10913701, 1828, 1], 1]], 'hecke_orbit_code': 40532396746998005, 'p': 19}
  • id: 578483
    {'charpoly_factorization': [[[-739818027702735037317819, 1667336200382470464222, 12951079092455377092, -27478588011647594, -38705380702662, 60236567362, -9202212, -4822, 1], 1]], 'hecke_orbit_code': 40532396746998005, 'p': 23}
  • id: 578484
    {'charpoly_factorization': [[[54552214051739044211793082500, 46995872422602900767673500, -4741104442945340950075, -8913703839673994430, 407697784901499, 547950020424, -37479333, -10502, 1], 1]], 'hecke_orbit_code': 40532396746998005, 'p': 29}
  • id: 578485
    {'charpoly_factorization': [[[-1364944731091942059838550016, -3116987551609431445048320, -1080889075253126167488, 1466364680147059776, 1026345174305520, 91725816864, -51249220, -5148, 1], 1]], 'hecke_orbit_code': 40532396746998005, 'p': 31}
  • id: 578486
    {'charpoly_factorization': [[[-35259990296462280739572940800, -60547452552724941165035520, -25991509886534234198016, 4297580465634570240, 4256939859120896, 257638396960, -140391327, -7810, 1], 1]], 'hecke_orbit_code': 40532396746998005, 'p': 37}
  • id: 578487
    {'charpoly_factorization': [[[-4462408938510922524344859113775, -2626528093974891896945026320, 271302514567720406142652, 272665574352109800176, 15254305419725974, -4497119060848, -250788004, 18192, 1], 1]], 'hecke_orbit_code': 40532396746998005, 'p': 41}
  • id: 578488
    {'charpoly_factorization': [[[-19377491436793409630573228401612, 20400807798063997714194841680, -7421893261611109512147877, 1019007980251213529290, -1905241260189869, -13829772307980, 1472693757, -63190, 1], 1]], 'hecke_orbit_code': 40532396746998005, 'p': 43}
  • id: 578489
    {'charpoly_factorization': [[[4515066678862081059812631710400, -1971663135272701736983073600, -2988089983914090184367984, -406323990397867559904, 91580598554929412, 4840624576268, -624527769, -11816, 1], 1]], 'hecke_orbit_code': 40532396746998005, 'p': 47}
  • id: 578490
    {'charpoly_factorization': [[[18568021034562250588329382817346048, -6135785979450882488125617991168, 161467589272597343234649024, 61719116878517159895552, 951654984164656632, -94869230888056, -2112549535, 39902, 1], 1]], 'hecke_orbit_code': 40532396746998005, 'p': 53}
  • id: 578491
    {'charpoly_factorization': [[[-3563994770202725899357449353625600, 3516537914621046512928705228800, -43972091584410155821673984, -47521991258196573477888, 694563837609915328, 112128857363648, -2066763720, -50752, 1], 1]], 'hecke_orbit_code': 40532396746998005, 'p': 59}
  • id: 578492
    {'charpoly_factorization': [[[-262723791960109580449150408525632, -114414053820232317977906190432, 40448397948694753531521969, 18293869224610618497378, 1100663151905115023, -27052060677700, -2376519969, 2146, 1], 1]], 'hecke_orbit_code': 40532396746998005, 'p': 61}
  • id: 578493
    {'charpoly_factorization': [[[2919043272044323127044603131240000, -7337255531664186245367035150400, 1232601432024784931826406871, -55263992719437410188802, -1169936293570099513, 135775071302764, -1801494719, -50498, 1], 1]], 'hecke_orbit_code': 40532396746998005, 'p': 67}
  • id: 578494
    {'charpoly_factorization': [[[-11727366367681998084179228634906624, -3921897684121515464174653415424, -38690029878260011102756352, 65232490679013601680896, 260110765293339584, -293703631622656, 11966413688, -183976, 1], 1]], 'hecke_orbit_code': 40532396746998005, 'p': 71}
  • id: 578495
    {'charpoly_factorization': [[[-218118149403222844692028079989556224, 72147686322317231424269782116864, -4561098627990342862423544128, -245689115982540739117376, 14831448861501128368, 304976015167488, -7643372172, -54436, 1], 1]], 'hecke_orbit_code': 40532396746998005, 'p': 73}
  • id: 578496
    {'charpoly_factorization': [[[-56185908017808377718539853573924864, -28754465316770857979722697177088, -3478473632485092992730026240, 125826490013519138436608, 20939360406239602272, 248013417737248, -9501653820, -51040, 1], 1]], 'hecke_orbit_code': 40532396746998005, 'p': 79}
  • id: 578497
    {'charpoly_factorization': [[[2068368118592286258707722414427091456, -432764646284017181719736108972112, 32681202197367037182761707311, -960154886790640457397014, -43959940092758889, 512367855896564, -6008215879, -60438, 1], 1]], 'hecke_orbit_code': 40532396746998005, 'p': 83}
  • id: 578498
    {'charpoly_factorization': [[[-10451575594035314358055655519612412, 4358539985480055319365352552860, 1664797759612755791934264477, -85191133285432901360178, -39133219469201673749, -1347206053507632, -9733082989, 96678, 1], 1]], 'hecke_orbit_code': 40532396746998005, 'p': 89}
  • id: 578499
    {'charpoly_factorization': [[[1002850313544056331502673399943610972416, -56388528642700927145317132166822912, -339844642851566609658915905280, 27453253456248745102308608, 94519544348657644768, -4147590852738368, -17233894960, 195312, 1], 1]], 'hecke_orbit_code': 40532396746998005, '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': 10, 'label': '245.6.a.j', 'level': 245, 'portrait': 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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 207933000
    {'hecke_orbit_code': 40532396746998005, 'n': 1, 'trace_an': 8}
  • id: 207933001
    {'hecke_orbit_code': 40532396746998005, 'n': 2, 'trace_an': 3}
  • id: 207933002
    {'hecke_orbit_code': 40532396746998005, 'n': 3, 'trace_an': -2}
  • id: 207933003
    {'hecke_orbit_code': 40532396746998005, 'n': 4, 'trace_an': 203}
  • id: 207933004
    {'hecke_orbit_code': 40532396746998005, 'n': 5, 'trace_an': 200}
  • id: 207933005
    {'hecke_orbit_code': 40532396746998005, 'n': 6, 'trace_an': -56}
  • id: 207933006
    {'hecke_orbit_code': 40532396746998005, 'n': 7, 'trace_an': 0}
  • id: 207933007
    {'hecke_orbit_code': 40532396746998005, 'n': 8, 'trace_an': 249}
  • id: 207933008
    {'hecke_orbit_code': 40532396746998005, 'n': 9, 'trace_an': 1218}
  • id: 207933009
    {'hecke_orbit_code': 40532396746998005, 'n': 10, 'trace_an': 75}
  • id: 207933010
    {'hecke_orbit_code': 40532396746998005, 'n': 11, 'trace_an': 120}
  • id: 207933011
    {'hecke_orbit_code': 40532396746998005, 'n': 12, 'trace_an': -884}
  • id: 207933012
    {'hecke_orbit_code': 40532396746998005, 'n': 13, 'trace_an': 1994}
  • id: 207933013
    {'hecke_orbit_code': 40532396746998005, 'n': 14, 'trace_an': 0}
  • id: 207933014
    {'hecke_orbit_code': 40532396746998005, 'n': 15, 'trace_an': -50}
  • id: 207933015
    {'hecke_orbit_code': 40532396746998005, 'n': 16, 'trace_an': 6451}
  • id: 207933016
    {'hecke_orbit_code': 40532396746998005, 'n': 17, 'trace_an': 1856}
  • id: 207933017
    {'hecke_orbit_code': 40532396746998005, 'n': 18, 'trace_an': 2013}
  • id: 207933018
    {'hecke_orbit_code': 40532396746998005, 'n': 19, 'trace_an': -1828}
  • id: 207933019
    {'hecke_orbit_code': 40532396746998005, 'n': 20, 'trace_an': 5075}
  • id: 207933020
    {'hecke_orbit_code': 40532396746998005, 'n': 21, 'trace_an': 0}
  • id: 207933021
    {'hecke_orbit_code': 40532396746998005, 'n': 22, 'trace_an': 2199}
  • id: 207933022
    {'hecke_orbit_code': 40532396746998005, 'n': 23, 'trace_an': 4822}
  • id: 207933023
    {'hecke_orbit_code': 40532396746998005, 'n': 24, 'trace_an': -2008}
  • id: 207933024
    {'hecke_orbit_code': 40532396746998005, 'n': 25, 'trace_an': 5000}
  • id: 207933025
    {'hecke_orbit_code': 40532396746998005, 'n': 26, 'trace_an': -7457}
  • id: 207933026
    {'hecke_orbit_code': 40532396746998005, 'n': 27, 'trace_an': 7798}
  • id: 207933027
    {'hecke_orbit_code': 40532396746998005, 'n': 28, 'trace_an': 0}
  • id: 207933028
    {'hecke_orbit_code': 40532396746998005, 'n': 29, 'trace_an': 10502}
  • id: 207933029
    {'hecke_orbit_code': 40532396746998005, 'n': 30, 'trace_an': -1400}
  • id: 207933030
    {'hecke_orbit_code': 40532396746998005, 'n': 31, 'trace_an': 5148}
  • id: 207933031
    {'hecke_orbit_code': 40532396746998005, 'n': 32, 'trace_an': 12061}
  • id: 207933032
    {'hecke_orbit_code': 40532396746998005, 'n': 33, 'trace_an': -2872}
  • id: 207933033
    {'hecke_orbit_code': 40532396746998005, 'n': 34, 'trace_an': -40682}
  • id: 207933034
    {'hecke_orbit_code': 40532396746998005, 'n': 35, 'trace_an': 0}
  • id: 207933035
    {'hecke_orbit_code': 40532396746998005, 'n': 36, 'trace_an': 40949}
  • id: 207933036
    {'hecke_orbit_code': 40532396746998005, 'n': 37, 'trace_an': 7810}
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  • id: 207933971
    {'hecke_orbit_code': 40532396746998005, 'n': 972, 'trace_an': -23166110}
  • id: 207933972
    {'hecke_orbit_code': 40532396746998005, 'n': 973, 'trace_an': 0}
  • id: 207933973
    {'hecke_orbit_code': 40532396746998005, 'n': 974, 'trace_an': -88031268}
  • id: 207933974
    {'hecke_orbit_code': 40532396746998005, 'n': 975, 'trace_an': -1607500}
  • id: 207933975
    {'hecke_orbit_code': 40532396746998005, 'n': 976, 'trace_an': 108744146}
  • id: 207933976
    {'hecke_orbit_code': 40532396746998005, 'n': 977, 'trace_an': -49517960}
  • id: 207933977
    {'hecke_orbit_code': 40532396746998005, 'n': 978, 'trace_an': -200033924}
  • id: 207933978
    {'hecke_orbit_code': 40532396746998005, 'n': 979, 'trace_an': 44459140}
  • id: 207933979
    {'hecke_orbit_code': 40532396746998005, 'n': 980, 'trace_an': 0}
  • id: 207933980
    {'hecke_orbit_code': 40532396746998005, 'n': 981, 'trace_an': 2491360}
  • id: 207933981
    {'hecke_orbit_code': 40532396746998005, 'n': 982, 'trace_an': -71404008}
  • id: 207933982
    {'hecke_orbit_code': 40532396746998005, 'n': 983, 'trace_an': -151873674}
  • id: 207933983
    {'hecke_orbit_code': 40532396746998005, 'n': 984, 'trace_an': -63047496}
  • id: 207933984
    {'hecke_orbit_code': 40532396746998005, 'n': 985, 'trace_an': 2536650}
  • id: 207933985
    {'hecke_orbit_code': 40532396746998005, 'n': 986, 'trace_an': -136411304}
  • id: 207933986
    {'hecke_orbit_code': 40532396746998005, 'n': 987, 'trace_an': 0}
  • id: 207933987
    {'hecke_orbit_code': 40532396746998005, 'n': 988, 'trace_an': -168499627}
  • id: 207933988
    {'hecke_orbit_code': 40532396746998005, 'n': 989, 'trace_an': -19528358}
  • id: 207933989
    {'hecke_orbit_code': 40532396746998005, 'n': 990, 'trace_an': -81557125}
  • id: 207933990
    {'hecke_orbit_code': 40532396746998005, 'n': 991, 'trace_an': 17646116}
  • id: 207933991
    {'hecke_orbit_code': 40532396746998005, 'n': 992, 'trace_an': 167944484}
  • id: 207933992
    {'hecke_orbit_code': 40532396746998005, 'n': 993, 'trace_an': -216429264}
  • id: 207933993
    {'hecke_orbit_code': 40532396746998005, 'n': 994, 'trace_an': 0}
  • id: 207933994
    {'hecke_orbit_code': 40532396746998005, 'n': 995, 'trace_an': -6957400}
  • id: 207933995
    {'hecke_orbit_code': 40532396746998005, 'n': 996, 'trace_an': -49755158}
  • id: 207933996
    {'hecke_orbit_code': 40532396746998005, 'n': 997, 'trace_an': 84467844}
  • id: 207933997
    {'hecke_orbit_code': 40532396746998005, 'n': 998, 'trace_an': 117995824}
  • id: 207933998
    {'hecke_orbit_code': 40532396746998005, 'n': 999, 'trace_an': -50404464}
  • id: 207933999
    {'hecke_orbit_code': 40532396746998005, 'n': 1000, 'trace_an': 3890625}