Embedded newform data - 1815.4.a.s.1.3

Formats: - HTML - YAML - JSON - 2025-01-21T08:34:40.407851

• 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': 29040, 'analytic_conductor': 107.08846666041921, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, 1], [5, 1], [11, -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': [1815, 1, [1211, 727, 1696], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 3, 'field_disc': 23612, 'field_disc_factorization': [[2, 2], [5903, 1]], 'field_poly': [26, -20, -1, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [44, -15, -4, 1]], [7, [3744, -428, -4, 1]]], 'hecke_orbit': 19, 'hecke_orbit_code': 81064793359779607, 'hecke_ring_generator_nbound': 2, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], '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': False, 'label': '1815.4.a.s', 'level': 1815, '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': [3, 5, 11], 'level_radical': 165, 'minimal_twist': '165.4.a.d', 'nf_label': '3.3.23612.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(1+\\beta _{1})q^{2}-3q^{3}+(7+\\beta _{1}+\\beta _{2})q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 3, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '1815.4.a', 'trace_display': [4, -9, -15, 4], 'trace_hash': 975466476048593214, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.898', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '22.727', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '258.473', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.002', 'prec': 17}, 'traces': [3, 4, -9, 22, -15, -12, 4, 48, 27, -20, 0, -66, 0, -56, 45, 50, 218, 36, -146, -110, -12, 0, -200, -144, 75, -508, -81, 340, -68, 60, -68, 688, 0, -176, -20, 198, -390, -316, 0, -240, 196, 168, 524, 0, -135, -1160, -60, -150, -157, 100, -654, -1020, -158, -108, 0, 1368, 438, 1092, -1044, 330, -642, -88, 36, 1166, 0, 0, -236, -144, 600, 280, -544, 432, -900, -1536, -225, -1996, 0, 1524, 1586, -250, 243, 380, 1582, -1020, -1090, 3568, 204, 0, -2122, -180, -8, -4128, 204, 2152, 730, -2064, 618, -572, 0, 550, 72, 528, -2408, -3572, 60, -992, 790, -594, -602, 0, 1170, 1260, -1354, 948, 1000, -2896, 0, -6312, -1328, 720, 0, 72, -588, -3592, -375, -504, -1608, -400, -1572, 2540, -600, 0, -1560, 5424, 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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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-0.20645838865721022, -0.14338902251865845, -0.1299011723613809, -0.25296159818875635, -0.16243875744423247, -0.2948131780958385, -0.2196093454731419, -0.27144881352363637, -0.2811531992701147, -0.1645403095789969, -0.2542708225575259, -0.229264408878462, -0.32107973046041816, -0.3123433747047784, -0.3782532646364474, -0.11742985885677565, -0.39189387567848977, -0.31199388672371436, -0.1729074342291624, -0.06829028397761137, -0.3875267911767651, -0.28532429822139027, -0.11879091418360355, -0.39517817399256666, -0.35394597826579643, -0.14559200973102956, -0.1634643200728319, -0.19467603556804172, -0.3483452000587561, -0.18019603236952295, -0.16854196577803163, -0.40080201092093776, -0.36463015365148477, -0.14415113254515569, -0.1942422364852678, -0.28803103237756944, -0.169295787970246, -0.1564621306382199, -0.2881776184884578, -0.35035170324393616, -0.2091296982041672, -0.40092221783976084, -0.1524387271462598, -0.30282890157013853, -0.2919215514159105, -0.23055112464767125, 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-0.26712461501254064, -0.2459910546878476, -0.289738136812722, -0.4333856561345037, -0.14101036784788334, -0.12011632621279149, -0.306510811445057, -0.3909046302380604, -0.2648009193902488, -0.17101850233577473, -0.10108271315921433, -0.24596411786281, -0.28737149627419245, -0.3169280741588243, -0.4154848011238523, -0.14480363156031453, -0.19216905804893475, -0.32283921832527623, -0.16192724571242179, -0.39636940118994135, -0.36500214241448015, -0.3442639761745999, -0.27439403964606035, -0.16598146454601637, -0.3209450250565109, -0.2648539034573258, -0.24479635274737946, -0.3021465803801035, -0.26236337179573066, -0.4036975440639068, -0.1802826813771631, -0.4118625986748534, -0.32342808519099986, -0.3435580205554925, -0.20370360031531842, -0.36727794315893814, -0.1346238651023414, -0.168712664139755, -0.28981965130919307, -0.2744325696559261, -0.26092142194217155, -0.1300286015609467, -0.3640923837528273, -0.30732097043355133, -0.23897878274079787, -0.11535995544592013, -0.21782975747738395, -0.2525283124749719, -0.17247625060111485, -0.4462743439141138, -0.12693507614730187, -0.36789658162797517, -0.3040725439712933, -0.23101668812954504, -0.27806348230978045, -0.24938041662609678, -0.32057521456090404, -0.2247298537741515, -0.3728749470022578, -0.3205833519952421], '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': 4.261496659680396, 'hecke_orbit': 19, 'hecke_orbit_code': 81064793359779607, 'label': '1815.4.a.s.1.3', 'level': 1815, 'weight': 4}
• 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': [28, 27, 22, 32, 26, 28, 32, 23], 'Nk2': 29040, 'analytic_conductor': 107.08846666041921, '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': [1815, 1, [1211, 727, 1696], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 768, 'dim': 218, 'eis_dim': 48, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 7], 'hecke_orbit_code': 67110679, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 4, 4, 4, 4, 5, 5, 6, 6, 6, 7, 7, 8, 10, 12, 12, 12, 12, 12, 12, 12, 12, 12], 'label': '1815.4.a', 'level': 1815, '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': [3, 5, 11], 'level_radical': 165, 'mf_dim': 816, 'mf_new_dim': 218, 'num_forms': 41, 'plus_dim': 120, 'prim_orbit_index': 1, 'relative_dim': 218, 'sturm_bound': 1056, 'trace_bound': 7, 'trace_display': [-4, 0, 0, -60], 'traces': [218, -4, 0, 898, 0, -6, -60, 36, 1962, -50, 0, -24, -40, -36, 30, 3514, 88, -36, -8, 40, -132, 0, 272, -342, 5450, 756, 0, -164, -88, -60, -64, 164, 0, -364, 300, 8082, -568, 496, -180, -450, 204, 588, 880, 0, 0, -736, -648, -912, 11298, -100, -300, 112, -256, -54, 0, 540, -144, 3116, -156, -90, -1116, 4816, -540, 15938, 580, 0, 392, 984, 1152, 980, 2440, 324, -2548, 4868, 0, -560, 0, 168, 672, 1200, 17658, -4416, 808, -3228, -1020, -32, -60, 0, -1804, -450, 5640, 3848, 4056, 6776, 520, -2862, 3076, -2668, 0, 22450, 1976, 2400, 6364, 10180, 60, -844, 7112, -216, 2724, 0, 2676, -2396, -560, -2712, -1080, -2344, -360, -2180, 4200, 540, 0, 11064, -3408, 2488, 0, -324, -7084, 3212, -3456, -1000, -8676, 0, -1968, -432, 270, -5148, 16, 5520, -5168, 540, -2712, 6800, 0, 31626, -1860, -17696, -7392, -6848, 8064, -150, 5672, -8192, 792, 0, 5400, 2268, 8032, -13496, -2988, -6250, 2928, -324, -8104, -6164, 0, -1152, -2592, 11868, 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5704, -68272, 202050, 76408, 0, -97632, -94372, -88120, 79248, 250832, 79280, 17784, 39200, 721472, 110856, 0, -736944, -5700, -215852, -51952, 21600, 35824, 42800, -102864, -49412, 20528, 0, -14200, -42156, 57276, 391644, 168772, -47040, 111320, 274056, 119832, -142576, 0, 91620, 1028, -130784, -373992, 49720, -115056, -208320, -45472, -44044, 540, 0, 331680, -181416, 128928, 12400, -11628, 23664, -67968, -7596, 51960, -182760, 0, -9584, 136776, -245490, -52686, -170368, 64008, 107844, 50600, -113400, 222116, 0, 39648, 57500, -81428, -1944, -41120, -39964, -4500, -18636, 108104, -80904, 0, -41160, 24516, -115900, 161400, -182724, 39540, 27968, -106320, -338536, -84912, 0, 375064, -141744, 32856, -291168, -15760, 43272, -256936, -168104, 24084, -11250], 'weight': 4, '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: 48221049
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 3, 'source_hecke_orbit_code': 81064793359779607, 'source_is_minimal': False, 'source_label': '1815.4.a.s.1.3', 'source_level': 1815, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 3, 'target_hecke_orbit_code': 81064793359779607, 'target_is_minimal': False, 'target_label': '1815.4.a.s.1.3', 'target_level': 1815, 'twist_class_label': '165.4.a.d.1.1', 'twist_class_level': 165, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 4}
  • id: 48221050
    {'conductor': 11, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 3, 'source_hecke_orbit_code': 81064793359779607, 'source_is_minimal': False, 'source_label': '1815.4.a.s.1.3', 'source_level': 1815, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13510798949220517, 'target_is_minimal': True, 'target_label': '165.4.a.d.1.1', 'target_level': 165, 'twist_class_label': '165.4.a.d.1.1', 'twist_class_level': 165, 'twisting_char_label': '11.10', 'twisting_conrey_index': 10, 'weight': 4}
  • id: 48221051
    {'conductor': 33, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 3, 'source_hecke_orbit_code': 81064793359779607, 'source_is_minimal': False, 'source_label': '1815.4.a.s.1.3', 'source_level': 1815, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 3, 'target_hecke_orbit_code': 49539595968184815, 'target_is_minimal': False, 'target_label': '495.4.a.l.1.3', 'target_level': 495, 'twist_class_label': '165.4.a.d.1.1', 'twist_class_level': 165, 'twisting_char_label': '33.32', 'twisting_conrey_index': 32, 'weight': 4}
  • id: 48221052
    {'conductor': 55, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 3, 'source_hecke_orbit_code': 81064793359779607, 'source_is_minimal': False, 'source_label': '1815.4.a.s.1.3', 'source_level': 1815, 'target_conrey_index': 199, 'target_dim': 6, 'target_embedding_index': 1, 'target_hecke_orbit_code': 49539733407138617, 'target_is_minimal': False, 'target_label': '825.4.c.l.199.1', 'target_level': 825, 'twist_class_label': '165.4.a.d.1.1', 'twist_class_level': 165, 'twisting_char_label': '55.32', 'twisting_conrey_index': 32, 'weight': 4}
  • id: 48221053
    {'conductor': 55, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 3, 'source_hecke_orbit_code': 81064793359779607, 'source_is_minimal': False, 'source_label': '1815.4.a.s.1.3', 'source_level': 1815, 'target_conrey_index': 199, 'target_dim': 6, 'target_embedding_index': 6, 'target_hecke_orbit_code': 49539733407138617, 'target_is_minimal': False, 'target_label': '825.4.c.l.199.6', 'target_level': 825, 'twist_class_label': '165.4.a.d.1.1', 'twist_class_level': 165, 'twisting_char_label': '55.43', 'twisting_conrey_index': 43, 'weight': 4}
  • id: 48221054
    {'conductor': 55, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 3, 'source_hecke_orbit_code': 81064793359779607, 'source_is_minimal': False, 'source_label': '1815.4.a.s.1.3', 'source_level': 1815, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 3, 'target_hecke_orbit_code': 81064793359778617, 'target_is_minimal': False, 'target_label': '825.4.a.s.1.3', 'target_level': 825, 'twist_class_label': '165.4.a.d.1.1', 'twist_class_level': 165, 'twisting_char_label': '55.54', 'twisting_conrey_index': 54, 'weight': 4}
  • id: 48221055
    {'conductor': 165, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 3, 'source_hecke_orbit_code': 81064793359779607, 'source_is_minimal': False, 'source_label': '1815.4.a.s.1.3', 'source_level': 1815, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 1, 'target_hecke_orbit_code': 81064793359780267, 'target_is_minimal': False, 'target_label': '2475.4.a.s.1.1', 'target_level': 2475, 'twist_class_label': '165.4.a.d.1.1', 'twist_class_level': 165, 'twisting_char_label': '165.164', 'twisting_conrey_index': 164, 'weight': 4}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 2230125
    {'charpoly_factorization': [[[44, -15, -4, 1], 1]], 'hecke_orbit_code': 81064793359779607, 'p': 2}
  • id: 2230126
    {'charpoly_factorization': [[[3, 1], 3]], 'hecke_orbit_code': 81064793359779607, 'p': 3}
  • id: 2230127
    {'charpoly_factorization': [[[5, 1], 3]], 'hecke_orbit_code': 81064793359779607, 'p': 5}
  • id: 2230128
    {'charpoly_factorization': [[[3744, -428, -4, 1], 1]], 'hecke_orbit_code': 81064793359779607, 'p': 7}
  • id: 2230129
    {'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 81064793359779607, 'p': 11}
  • id: 2230130
    {'charpoly_factorization': [[[34144, -3560, 0, 1], 1]], 'hecke_orbit_code': 81064793359779607, 'p': 13}
  • id: 2230131
    {'charpoly_factorization': [[[235104, 9680, -218, 1], 1]], 'hecke_orbit_code': 81064793359779607, 'p': 17}
  • id: 2230132
    {'charpoly_factorization': [[[30960, 5376, 146, 1], 1]], 'hecke_orbit_code': 81064793359779607, 'p': 19}
  • id: 2230133
    {'charpoly_factorization': [[[1664, -2672, 200, 1], 1]], 'hecke_orbit_code': 81064793359779607, 'p': 23}
  • id: 2230134
    {'charpoly_factorization': [[[-3163056, -54364, 68, 1], 1]], 'hecke_orbit_code': 81064793359779607, 'p': 29}
  • id: 2230135
    {'charpoly_factorization': [[[-1812096, -23232, 68, 1], 1]], 'hecke_orbit_code': 81064793359779607, 'p': 31}
  • id: 2230136
    {'charpoly_factorization': [[[618952, 36460, 390, 1], 1]], 'hecke_orbit_code': 81064793359779607, 'p': 37}
  • id: 2230137
    {'charpoly_factorization': [[[4364208, -26076, -196, 1], 1]], 'hecke_orbit_code': 81064793359779607, 'p': 41}
  • id: 2230138
    {'charpoly_factorization': [[[31273920, -28668, -524, 1], 1]], 'hecke_orbit_code': 81064793359779607, 'p': 43}
  • id: 2230139
    {'charpoly_factorization': [[[-20966976, -135920, 60, 1], 1]], 'hecke_orbit_code': 81064793359779607, 'p': 47}
  • id: 2230140
    {'charpoly_factorization': [[[39574952, -260852, 158, 1], 1]], 'hecke_orbit_code': 81064793359779607, 'p': 53}
  • id: 2230141
    {'charpoly_factorization': [[[-84227264, 64144, 1044, 1], 1]], 'hecke_orbit_code': 81064793359779607, 'p': 59}
  • id: 2230142
    {'charpoly_factorization': [[[-22757384, -60548, 642, 1], 1]], 'hecke_orbit_code': 81064793359779607, 'p': 61}
  • id: 2230143
    {'charpoly_factorization': [[[87537664, -462208, 236, 1], 1]], 'hecke_orbit_code': 81064793359779607, 'p': 67}
  • id: 2230144
    {'charpoly_factorization': [[[6553600, -129728, 544, 1], 1]], 'hecke_orbit_code': 81064793359779607, 'p': 71}
  • id: 2230145
    {'charpoly_factorization': [[[5609344, -299576, 900, 1], 1]], 'hecke_orbit_code': 81064793359779607, 'p': 73}
  • id: 2230146
    {'charpoly_factorization': [[[14694992, 562208, -1586, 1], 1]], 'hecke_orbit_code': 81064793359779607, 'p': 79}
  • id: 2230147
    {'charpoly_factorization': [[[924645384, -307644, -1582, 1], 1]], 'hecke_orbit_code': 81064793359779607, 'p': 83}
  • id: 2230148
    {'charpoly_factorization': [[[293444632, 1406940, 2122, 1], 1]], 'hecke_orbit_code': 81064793359779607, 'p': 89}
  • id: 2230149
    {'charpoly_factorization': [[[-223543736, -1291700, -618, 1], 1]], 'hecke_orbit_code': 81064793359779607, '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': 19, 'label': '1815.4.a.s', 'level': 1815, 'portrait': 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', 'weight': 4}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 63448627
    {'hecke_orbit_code': 81064793359779607, 'n': 1, 'trace_an': 3}
  • id: 63448628
    {'hecke_orbit_code': 81064793359779607, 'n': 2, 'trace_an': 4}
  • id: 63448629
    {'hecke_orbit_code': 81064793359779607, 'n': 3, 'trace_an': -9}
  • id: 63448630
    {'hecke_orbit_code': 81064793359779607, 'n': 4, 'trace_an': 22}
  • id: 63448631
    {'hecke_orbit_code': 81064793359779607, 'n': 5, 'trace_an': -15}
  • id: 63448632
    {'hecke_orbit_code': 81064793359779607, 'n': 6, 'trace_an': -12}
  • id: 63448633
    {'hecke_orbit_code': 81064793359779607, 'n': 7, 'trace_an': 4}
  • id: 63448634
    {'hecke_orbit_code': 81064793359779607, 'n': 8, 'trace_an': 48}
  • id: 63448635
    {'hecke_orbit_code': 81064793359779607, 'n': 9, 'trace_an': 27}
  • id: 63448636
    {'hecke_orbit_code': 81064793359779607, 'n': 10, 'trace_an': -20}
  • id: 63448637
    {'hecke_orbit_code': 81064793359779607, 'n': 11, 'trace_an': 0}
  • id: 63448638
    {'hecke_orbit_code': 81064793359779607, 'n': 12, 'trace_an': -66}
  • id: 63448639
    {'hecke_orbit_code': 81064793359779607, 'n': 13, 'trace_an': 0}
  • id: 63448640
    {'hecke_orbit_code': 81064793359779607, 'n': 14, 'trace_an': -56}
  • id: 63448641
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  • id: 63448642
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  • id: 63448644
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  • id: 63448645
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  • id: 63448651
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  • id: 63448654
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  • id: 63448655
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  • id: 63448656
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  • id: 63448657
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  • id: 63448658
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  • id: 63448660
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  • id: 63448663
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  • id: 63448664
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  • id: 63448668
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  • id: 63448669
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  • id: 63448671
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  • id: 63448674
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  • id: 63448682
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  • id: 63448683
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  • id: 63448684
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  • id: 63448685
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  • id: 63448686
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  • id: 63448687
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  • id: 63448689
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  • id: 63448690
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  • id: 63448698
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  • id: 63448699
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  • id: 63448700
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  • id: 63448701
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  • id: 63448702
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  • id: 63448704
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  • id: 63448705
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  • id: 63448706
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  • id: 63448707
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  • id: 63448708
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  • id: 63448709
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  • id: 63448710
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  • id: 63448711
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  • id: 63448712
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  • id: 63448713
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  • id: 63448714
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  • id: 63448715
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  • id: 63448716
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  • id: 63448717
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  • id: 63448718
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  • id: 63448719
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  • id: 63448720
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  • id: 63448721
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  • id: 63448722
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  • id: 63448723
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  • id: 63448724
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  • id: 63448725
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  • id: 63448726
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  • id: 63448727
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  • id: 63448728
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  • id: 63448729
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  • id: 63448730
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  • id: 63448731
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  • id: 63448732
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  • id: 63448733
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  • id: 63448734
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  • id: 63448735
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  • id: 63448736
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  • id: 63448737
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  • id: 63448738
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  • id: 63448739
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  • id: 63448740
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  • id: 63448741
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  • id: 63448742
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  • id: 63448743
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  • id: 63448744
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  • id: 63448745
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  • id: 63448746
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  • id: 63448747
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  • id: 63448748
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  • id: 63448749
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  • id: 63448750
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  • id: 63448751
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  • id: 63448752
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  • id: 63448753
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  • id: 63448754
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  • id: 63448755
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  • id: 63448756
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  • id: 63448757
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  • id: 63448758
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  • id: 63448759
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  • id: 63448760
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  • id: 63448761
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  • id: 63448762
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  • id: 63448763
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  • id: 63448764
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  • id: 63448765
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  • id: 63448766
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  • id: 63448767
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  • id: 63448768
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  • id: 63448769
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  • id: 63448770
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  • id: 63448771
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  • id: 63448772
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  • id: 63448773
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  • id: 63448774
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  • id: 63448775
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  • id: 63448776
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  • id: 63448777
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  • id: 63448778
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  • id: 63448779
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  • id: 63448780
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  • id: 63448781
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  • id: 63448782
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  • id: 63448783
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  • id: 63448784
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  • id: 63448785
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  • id: 63448786
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  • id: 63448787
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  • id: 63448788
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  • id: 63448789
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  • id: 63448790
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  • id: 63448791
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  • id: 63448792
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  • id: 63448793
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  • id: 63448794
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  • id: 63448795
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  • id: 63448796
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  • id: 63448797
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  • id: 63448798
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  • id: 63448799
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  • id: 63448800
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  • id: 63448802
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  • id: 63448807
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  • id: 63448808
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  • id: 63448810
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  • id: 63448812
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  • id: 63448813
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  • id: 63448816
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  • id: 63448817
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  • id: 63448818
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  • id: 63448819
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  • id: 63448820
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  • id: 63448821
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  • id: 63448822
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  • id: 63448823
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  • id: 63448824
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  • id: 63448825
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  • id: 63448826
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  • id: 63448827
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  • id: 63448828
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  • id: 63448829
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  • id: 63448830
    {'hecke_orbit_code': 81064793359779607, 'n': 643, 'trace_an': -54796}
  • id: 63448831
    {'hecke_orbit_code': 81064793359779607, 'n': 647, 'trace_an': -31196}
  • id: 63448832
    {'hecke_orbit_code': 81064793359779607, 'n': 653, 'trace_an': -2338}
  • id: 63448833
    {'hecke_orbit_code': 81064793359779607, 'n': 659, 'trace_an': 15780}
  • id: 63448834
    {'hecke_orbit_code': 81064793359779607, 'n': 661, 'trace_an': 2410}
  • id: 63448835
    {'hecke_orbit_code': 81064793359779607, 'n': 673, 'trace_an': -44072}
  • id: 63448836
    {'hecke_orbit_code': 81064793359779607, 'n': 677, 'trace_an': 12594}
  • id: 63448837
    {'hecke_orbit_code': 81064793359779607, 'n': 683, 'trace_an': 9968}
  • id: 63448838
    {'hecke_orbit_code': 81064793359779607, 'n': 691, 'trace_an': -21336}
  • id: 63448839
    {'hecke_orbit_code': 81064793359779607, 'n': 701, 'trace_an': 33232}
  • id: 63448840
    {'hecke_orbit_code': 81064793359779607, 'n': 709, 'trace_an': 44274}
  • id: 63448841
    {'hecke_orbit_code': 81064793359779607, 'n': 719, 'trace_an': 24624}
  • id: 63448842
    {'hecke_orbit_code': 81064793359779607, 'n': 727, 'trace_an': -15712}
  • id: 63448843
    {'hecke_orbit_code': 81064793359779607, 'n': 729, 'trace_an': 2187}
  • id: 63448844
    {'hecke_orbit_code': 81064793359779607, 'n': 733, 'trace_an': -6772}
  • id: 63448845
    {'hecke_orbit_code': 81064793359779607, 'n': 739, 'trace_an': -18938}
  • id: 63448846
    {'hecke_orbit_code': 81064793359779607, 'n': 743, 'trace_an': 1110}
  • id: 63448847
    {'hecke_orbit_code': 81064793359779607, 'n': 751, 'trace_an': 65072}
  • id: 63448848
    {'hecke_orbit_code': 81064793359779607, 'n': 757, 'trace_an': 3022}
  • id: 63448849
    {'hecke_orbit_code': 81064793359779607, 'n': 761, 'trace_an': -51268}
  • id: 63448850
    {'hecke_orbit_code': 81064793359779607, 'n': 769, 'trace_an': -48802}
  • id: 63448851
    {'hecke_orbit_code': 81064793359779607, 'n': 773, 'trace_an': -27210}
  • id: 63448852
    {'hecke_orbit_code': 81064793359779607, 'n': 787, 'trace_an': -22652}
  • id: 63448853
    {'hecke_orbit_code': 81064793359779607, 'n': 797, 'trace_an': 76874}
  • id: 63448854
    {'hecke_orbit_code': 81064793359779607, 'n': 809, 'trace_an': -4848}
  • id: 63448855
    {'hecke_orbit_code': 81064793359779607, 'n': 811, 'trace_an': 32954}
  • id: 63448856
    {'hecke_orbit_code': 81064793359779607, 'n': 821, 'trace_an': 45492}
  • id: 63448857
    {'hecke_orbit_code': 81064793359779607, 'n': 823, 'trace_an': -15400}
  • id: 63448858
    {'hecke_orbit_code': 81064793359779607, 'n': 827, 'trace_an': -57498}
  • id: 63448859
    {'hecke_orbit_code': 81064793359779607, 'n': 829, 'trace_an': 13930}
  • id: 63448860
    {'hecke_orbit_code': 81064793359779607, 'n': 839, 'trace_an': 26664}
  • id: 63448861
    {'hecke_orbit_code': 81064793359779607, 'n': 841, 'trace_an': 40185}
  • id: 63448862
    {'hecke_orbit_code': 81064793359779607, 'n': 853, 'trace_an': 13288}
  • id: 63448863
    {'hecke_orbit_code': 81064793359779607, 'n': 857, 'trace_an': 24042}
  • id: 63448864
    {'hecke_orbit_code': 81064793359779607, 'n': 859, 'trace_an': 49220}
  • id: 63448865
    {'hecke_orbit_code': 81064793359779607, 'n': 863, 'trace_an': 51676}
  • id: 63448866
    {'hecke_orbit_code': 81064793359779607, 'n': 877, 'trace_an': -14576}
  • id: 63448867
    {'hecke_orbit_code': 81064793359779607, 'n': 881, 'trace_an': 2754}
  • id: 63448868
    {'hecke_orbit_code': 81064793359779607, 'n': 883, 'trace_an': -39812}
  • id: 63448869
    {'hecke_orbit_code': 81064793359779607, 'n': 887, 'trace_an': -95430}
  • id: 63448870
    {'hecke_orbit_code': 81064793359779607, 'n': 907, 'trace_an': -51652}
  • id: 63448871
    {'hecke_orbit_code': 81064793359779607, 'n': 911, 'trace_an': 72224}
  • id: 63448872
    {'hecke_orbit_code': 81064793359779607, 'n': 919, 'trace_an': -1214}
  • id: 63448873
    {'hecke_orbit_code': 81064793359779607, 'n': 929, 'trace_an': -40646}
  • id: 63448874
    {'hecke_orbit_code': 81064793359779607, 'n': 937, 'trace_an': -83508}
  • id: 63448875
    {'hecke_orbit_code': 81064793359779607, 'n': 941, 'trace_an': 128}
  • id: 63448876
    {'hecke_orbit_code': 81064793359779607, 'n': 947, 'trace_an': -16216}
  • id: 63448877
    {'hecke_orbit_code': 81064793359779607, 'n': 953, 'trace_an': -7418}
  • id: 63448878
    {'hecke_orbit_code': 81064793359779607, 'n': 961, 'trace_an': -38285}
  • id: 63448879
    {'hecke_orbit_code': 81064793359779607, 'n': 967, 'trace_an': -58632}
  • id: 63448880
    {'hecke_orbit_code': 81064793359779607, 'n': 971, 'trace_an': 75508}
  • id: 63448881
    {'hecke_orbit_code': 81064793359779607, 'n': 977, 'trace_an': -140070}
  • id: 63448882
    {'hecke_orbit_code': 81064793359779607, 'n': 983, 'trace_an': 49844}
  • id: 63448883
    {'hecke_orbit_code': 81064793359779607, 'n': 991, 'trace_an': 26972}
  • id: 63448884
    {'hecke_orbit_code': 81064793359779607, 'n': 997, 'trace_an': -103392}