Newform data - 207.6.a.e

Formats: - HTML - YAML - JSON - 2024-05-08T13:47:54.876399

• 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': 7452, 'analytic_conductor': 33.19945070128699, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [23, -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': [207, 1, [47, 28], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 4, 'field_disc': 287164549, 'field_disc_factorization': [[7, 2], [5860501, 1]], 'field_poly': [736, -42, -75, 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, [620, -188, -69, 4, 1]]], 'hecke_orbit': 5, 'hecke_orbit_code': 18014398610145487, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 4, 'hecke_ring_index_factorization': [[2, 2]], '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': '207.6.a.e', 'level': 207, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 23], 'level_radical': 69, 'minimal_twist': '69.6.a.d', 'prim_orbit_index': 1, 'qexp_display': 'q+(-1+\\beta _{1})q^{2}+(7-\\beta _{1}+\\beta _{3})q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '207.6.a', 'trace_display': [-4, 0, -22, -62], 'trace_hash': 21855486277719421, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.664', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '35.676', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '518.372', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [4, -4, 0, 26, -22, 0, -62, -72, 0, -496, 1076, 0, -396, 1806, 0, -1982, -70, 0, -6366, 5240, 0, -6974, 2116, 0, 1264, -2464, 0, -6474, -3948, 0, 3092, 3672, 0, 11682, -1304, 0, -17464, 12628, 0, -14108, -18680, 0, -25846, -20746, 0, -2116, -18392, 0, 7952, -69444, 0, 8844, 26518, 0, -40848, -54890, 0, 568, 14520, 0, -13688, -120136, 0, -30190, -38324, 0, -11098, -112138, 0, -29596, 57496, 0, -112272, 21226, 0, -76240, 4792, 0, -240754, -41200, 0, 49976, 93268, 0, -323204, 88224, 0, 42382, 107582, 0, -301532, 13754, 0, 79360, 18640, 0, -53076, -59664, 0, 135126, 48376, 0, -31738, 280544, 0, -249924, -82580, 0, 248292, -85116, 0, 300070, -349018, 0, -11638, 283596, 0, 251688, -113944, 0, 368308, -112794, 0, 356736, 415788, 0, -396436, 15944, 0, 556864, 156544, 0, 440860, -263800, 0, 451338, -238794, 0, -322328, -100564, 0, 573856, -299112, 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• mf_hecke_nf •

  Column	Type
  an	jsonb
  ap	jsonb
  char_orbit_index	smallint
  field_poly	numeric[]
  hecke_orbit_code	bigint
  hecke_ring_character_values	jsonb
  hecke_ring_cyclotomic_generator	integer
  hecke_ring_denominators	numeric[]
  hecke_ring_inverse_denominators	numeric[]
  hecke_ring_inverse_numerators	numeric[]
  hecke_ring_numerators	numeric[]
  hecke_ring_power_basis	boolean
  hecke_ring_rank	integer
  label	text
  level	integer
  maxp	integer
  weight	smallint

  
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[77757821, -14592807, -3470409, -14417678], [313540246, -2481880, 5873244, -2836424], [161249422, -12155336, 6692960, -4769880], [111525054, 1259992, -1233772, 2284814], [63071022, 21850992, 9955176, 5533797], [-179078774, 49236258, 11653634, 6339057], [-8626310, -14739836, -751896, 6589312], [42242098, -36512286, -2471630, -18108874], [206115679, -14310201, 7434429, 3643431], [-146131698, -2719984, -7805572, 10533706], [-143817547, -60912579, -2831421, 7064052], [-217404610, -5632058, 13116274, -9441046], [-351045616, 52170826, -12922390, -8427748], [-240197474, -5124728, 3462468, -7300496], [-78341233, 7325829, 6637175, 642965], [273122943, -18483229, 2543541, 1358906], [-6512874, -16029888, -532800, 3260930], [90140, 54728734, -4040282, -5300472], [-94099772, 2111608, -5788028, 16601272], [-72397334, 32342742, 1761798, 5347448], [-516337218, -12462966, -10696974, -1503357], [-45812290, 85631446, -365646, 9764976], [221178781, 325383, 1005717, -12739610], [220985161, -20089039, 15030235, 7525947], [239441088, 15236472, 5519528, 8534812], [-229163764, -63722448, 5870816, -8886676], [116102190, -8571060, -7583436, 3841388], [144214912, -59651978, -13921490, -2474874], [-82642151, 30824007, -3748795, -4801711], [164264390, -12360400, 3303792, 11076088], [146803654, 22302890, 2890694, 14177152], [46997024, 54304260, -3822312, 14823332]], 'char_orbit_index': 1, 'field_poly': [736, -42, -75, 0, 1], 'hecke_orbit_code': 18014398610145487, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 4, 1], 'hecke_ring_inverse_denominators': [1, 1, 1, 1], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0], [0, 1, 0, 0], [38, 1, 0, 1], [34, 55, 4, 1]], 'hecke_ring_numerators': [[1, 0, 0, 0], [0, 1, 0, 0], [4, -54, -1, 1], [-38, -1, 1, 0]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 4, 'label': '207.6.a.e', 'level': 207, 'maxp': 2999, 'weight': 6}
• 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

  
  {'AL_dims': [[[[3, -1], [23, 1]], 15, 4], [[[3, -1], [23, -1]], 12, 3], [[[3, 1], [23, -1]], 10, 1], [[[3, 1], [23, 1]], 10, 1]], 'ALdims': [10, 10, 15, 12], 'Nk2': 7452, 'analytic_conductor': 33.19945070128699, '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': [207, 1, [47, 28], [1, 1]], 'conrey_index': 1, 'cusp_dim': 116, 'dim': 47, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 100663503, 'hecke_orbit_dims': [2, 3, 3, 4, 4, 5, 6, 10, 10], 'label': '207.6.a', 'level': 207, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 23], 'level_radical': 69, 'mf_dim': 124, 'mf_new_dim': 47, 'num_forms': 9, 'plus_dim': 22, 'prim_orbit_index': 1, 'relative_dim': 47, 'sturm_bound': 144, 'trace_bound': 4, 'trace_display': [-8, 0, -16, 98], 'traces': [47, -8, 0, 800, -16, 0, 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1884247, 926588, 0, 2400426, -1485418, 0, -1842618, -306348, 0, -2387206, -713904, 0, -1526752, -1406748, 0, 398337, 1414752, 0, 1137808, -2447297, 0, 281148, 227718, 0, -2458528, -3131374, 0, 4683888, 1405680, 0, 339418, -1033283, 0, -1889168, 1098150, 0, 1717010, -1392964, 0, -5835549, 3873924, 0, 891760, 5361246, 0, 209088, -3329856, 0, 4286250, -2373636, 0, 2120700, 4675302, 0, 1022216, 559774, 0, -3410914, 1151318, 0, 708186, -980766, 0, -9314112, -2724608, 0, -1810450, -1875552, 0, 3877332, -1006808, 0, 3734304, -8304708, 0, -6482238, 1971056, 0, 2834196, 5088588, 0, -1962676, -2744790, 0, 358662, 5413177, 0, 4755568, -5173392, 0, -2624072, 7513896, 0, 182301, 2020884, 0, 2795896, -840496, 0, 921282, 436132, 0, -1587680, 10606074, 0, 10075950, 3050806, 0, 3509152, 9976445, 0, 15885888, 8740588, 0, -3824898, -11589165, 0, -481974, -7566966, 0, 6032289, 3749310, 0, 4468613, 1498350, 0, -2374976, -1108690, 0, -4321730, -1851500, 0, -6059544, -14122593, 0, -18383400, 1496912, 0, 4429552, 2260220, 0, 12340326, -1427548, 0, -2411330, 3210752, 0, -4840262, -253854, 0, 14917890, -9480454, 0, 3474472, -54180, 0, 6935484, -16524751, 0, -4000276, 12729094, 0, 8723236, -12267480, 0, 5225792, -284036, 0, -7649434, -44653, 0, 8272596, 11974098, 0, 568348, 19466406, 0, -6304872, -1605076, 0, 7215376, 15716180, 0, -23113502, 816764, 0, 7111046, -23242558, 0, -15368577, -428324, 0, 3977691, 8644142, 0, -43970070, -1146486, 0, -7844338, -4325104, 0, -4012856, -18662772, 0, -4858048, 10711064, 0, 20768956, -1431486, 0, 2860816, -18629480, 0, -260866, -70448, 0, -13686648, -1560355, 0, 11160784, -11349714, 0, 1764744, -2190913, 0, 29772347, -12840564, 0, 1235468, 23276186, 0, -23015856, -6819660, 0, -1872000, 1683700, 0, -21761700, -4505452, 0, -12811796, 30467482, 0, -405354, 11046048, 0, 2059640, 10006827, 0, 14582200, 8246808, 0, -10306372, -1920352, 0, -13714580, -24160472, 0, 15854940, 22070016, 0, -16223040, 8951276, 0, 1286200, 6658848, 0, -28780128, -3245944, 0, 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0, 71781488, -46772876, 0, -68979294, 79723944, 0, 10369228, -4727673, 0, -15657152, 21278928, 0, -9661872, -8996988, 0, -19806500, -99501224, 0, 507856, -45060744, 0, 4636752, -4756912, 0, 16560066, 17934858, 0, -29254032, -74169146, 0, -15293919, 22129192, 0, -9761672, 23307288, 0, 745253, 60321744, 0, -44365300, 52788660, 0, 25172692, -6391392, 0, -8884772, -59522808, 0, -121541816, -2937558, 0, -27610776, 43882356, 0, 34314965, -33194776, 0, -49403121, 36515646, 0, -80187752, 62305988, 0, -21116732, -25889788, 0, 35095188, 7409990, 0, 8270724, -61601718, 0, 80122434, 90553646, 0, 22163642, -9415142, 0, 62426860, -36547320, 0, -55519232, 13666737, 0, -101667777, -50284108, 0, 41480886, -75166203, 0, -53463336, -26727574, 0, 85355750, 54916225, 0, -139381168, -118571144, 0, 723672, 6203804, 0, -14472760, -7134196, 0, 40770132, 57059566, 0, 110646115, 14998494, 0, 38108884, 34512328, 0, -42072258, -68426704, 0, -1540716, -38216200, 0, 173544330, 50932140, 0, 38523428, -122180264, 0, 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• mf_twists_nf •

  Column	Type
  conductor	integer
  degree	integer
  multiplicity	smallint
  order	integer
  parity	smallint
  self_twist_disc	integer
  source_char_orbit	smallint
  source_dim	integer
  source_hecke_orbit	integer
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_char_orbit	smallint
  target_dim	integer
  target_hecke_orbit	integer
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_char_orbit	smallint
  weight	smallint

  
  
  • id: 170653
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '207.6.a.e', 'source_level': 207, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 4, 'target_is_minimal': True, 'target_label': '69.6.a.d', 'target_level': 69, 'twist_class_label': '69.6.a.d', 'twist_class_level': 69, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 170654
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '207.6.a.e', 'source_level': 207, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '207.6.a.e', 'target_level': 207, 'twist_class_label': '69.6.a.d', 'twist_class_level': 69, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
  • id: 170655
    {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '207.6.a.e', 'source_level': 207, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 15, 'target_is_minimal': False, 'target_label': '1104.6.a.o', 'target_level': 1104, 'twist_class_label': '69.6.a.d', 'twist_class_level': 69, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 510700
    {'charpoly_factorization': [[[620, -188, -69, 4, 1], 1]], 'hecke_orbit_code': 18014398610145487, 'p': 2}
  • id: 510701
    {'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 18014398610145487, 'p': 3}
  • id: 510702
    {'charpoly_factorization': [[[100144, -242392, -6640, 22, 1], 1]], 'hecke_orbit_code': 18014398610145487, 'p': 5}
  • id: 510703
    {'charpoly_factorization': [[[-9871616, -2428952, -35668, 62, 1], 1]], 'hecke_orbit_code': 18014398610145487, 'p': 7}
  • id: 510704
    {'charpoly_factorization': [[[-45159083072, 201957832, 72632, -1076, 1], 1]], 'hecke_orbit_code': 18014398610145487, 'p': 11}
  • id: 510705
    {'charpoly_factorization': [[[16813724400, -169111536, -700832, 396, 1], 1]], 'hecke_orbit_code': 18014398610145487, 'p': 13}
  • id: 510706
    {'charpoly_factorization': [[[-95458629376, 1618545376, -4039272, 70, 1], 1]], 'hecke_orbit_code': 18014398610145487, 'p': 17}
  • id: 510707
    {'charpoly_factorization': [[[3908943190016, 13265159200, 14381900, 6366, 1], 1]], 'hecke_orbit_code': 18014398610145487, 'p': 19}
  • id: 510708
    {'charpoly_factorization': [[[-529, 1], 4]], 'hecke_orbit_code': 18014398610145487, 'p': 23}
  • id: 510709
    {'charpoly_factorization': [[[61820529282864, -31954993392, -12443696, 3948, 1], 1]], 'hecke_orbit_code': 18014398610145487, 'p': 29}
  • id: 510710
    {'charpoly_factorization': [[[378047008189440, 10631956992, -50204560, -3092, 1], 1]], 'hecke_orbit_code': 18014398610145487, 'p': 31}
  • id: 510711
    {'charpoly_factorization': [[[-684323468629888, -448799300360, 34985088, 17464, 1], 1]], 'hecke_orbit_code': 18014398610145487, 'p': 37}
  • id: 510712
    {'charpoly_factorization': [[[-1264675422828464, -874280152544, -9058840, 18680, 1], 1]], 'hecke_orbit_code': 18014398610145487, 'p': 41}
  • id: 510713
    {'charpoly_factorization': [[[13132961579165184, -2905674582960, -84206564, 25846, 1], 1]], 'hecke_orbit_code': 18014398610145487, 'p': 43}
  • id: 510714
    {'charpoly_factorization': [[[12164338199022592, -2264418253312, -155883760, 18392, 1], 1]], 'hecke_orbit_code': 18014398610145487, 'p': 47}
  • id: 510715
    {'charpoly_factorization': [[[4003378120659632, 1687966063688, 35844360, -26518, 1], 1]], 'hecke_orbit_code': 18014398610145487, 'p': 53}
  • id: 510716
    {'charpoly_factorization': [[[23251251284928256, 1703086899072, -319101312, -14520, 1], 1]], 'hecke_orbit_code': 18014398610145487, 'p': 59}
  • id: 510717
    {'charpoly_factorization': [[[609195340524114656, -4835992564696, -1747623024, 13688, 1], 1]], 'hecke_orbit_code': 18014398610145487, 'p': 61}
  • id: 510718
    {'charpoly_factorization': [[[-73643463180406528, -18173151537008, -986825700, 11098, 1], 1]], 'hecke_orbit_code': 18014398610145487, 'p': 67}
  • id: 510719
    {'charpoly_factorization': [[[1217198076112510976, 160479941003520, -3157729520, -57496, 1], 1]], 'hecke_orbit_code': 18014398610145487, 'p': 71}
  • id: 510720
    {'charpoly_factorization': [[[-14479128931571888, 33631197210816, 3648345384, 112272, 1], 1]], 'hecke_orbit_code': 18014398610145487, 'p': 73}
  • id: 510721
    {'charpoly_factorization': [[[7536932540782966080, 685119845220504, 20172607868, 240754, 1], 1]], 'hecke_orbit_code': 18014398610145487, 'p': 79}
  • id: 510722
    {'charpoly_factorization': [[[12198224737513093952, 375266370364536, -5396841896, -93268, 1], 1]], 'hecke_orbit_code': 18014398610145487, 'p': 83}
  • id: 510723
    {'charpoly_factorization': [[[-75077688976055350528, 2210856074146336, -13698324048, -107582, 1], 1]], 'hecke_orbit_code': 18014398610145487, 'p': 89}
  • id: 510724
    {'charpoly_factorization': [[[20933686069973108720, -64038776661904, -21394056160, 53076, 1], 1]], 'hecke_orbit_code': 18014398610145487, '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': 5, 'label': '207.6.a.e', 'level': 207, 'portrait': 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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 155421000
    {'hecke_orbit_code': 18014398610145487, 'n': 1, 'trace_an': 4}
  • id: 155421001
    {'hecke_orbit_code': 18014398610145487, 'n': 2, 'trace_an': -4}
  • id: 155421002
    {'hecke_orbit_code': 18014398610145487, 'n': 3, 'trace_an': 0}
  • id: 155421003
    {'hecke_orbit_code': 18014398610145487, 'n': 4, 'trace_an': 26}
  • id: 155421004
    {'hecke_orbit_code': 18014398610145487, 'n': 5, 'trace_an': -22}
  • id: 155421005
    {'hecke_orbit_code': 18014398610145487, 'n': 6, 'trace_an': 0}
  • id: 155421006
    {'hecke_orbit_code': 18014398610145487, 'n': 7, 'trace_an': -62}
  • id: 155421007
    {'hecke_orbit_code': 18014398610145487, 'n': 8, 'trace_an': -72}
  • id: 155421008
    {'hecke_orbit_code': 18014398610145487, 'n': 9, 'trace_an': 0}
  • id: 155421009
    {'hecke_orbit_code': 18014398610145487, 'n': 10, 'trace_an': -496}
  • id: 155421010
    {'hecke_orbit_code': 18014398610145487, 'n': 11, 'trace_an': 1076}
  • id: 155421011
    {'hecke_orbit_code': 18014398610145487, 'n': 12, 'trace_an': 0}
  • id: 155421012
    {'hecke_orbit_code': 18014398610145487, 'n': 13, 'trace_an': -396}
  • id: 155421013
    {'hecke_orbit_code': 18014398610145487, 'n': 14, 'trace_an': 1806}
  • id: 155421014
    {'hecke_orbit_code': 18014398610145487, 'n': 15, 'trace_an': 0}
  • id: 155421015
    {'hecke_orbit_code': 18014398610145487, 'n': 16, 'trace_an': -1982}
  • id: 155421016
    {'hecke_orbit_code': 18014398610145487, 'n': 17, 'trace_an': -70}
  • id: 155421017
    {'hecke_orbit_code': 18014398610145487, 'n': 18, 'trace_an': 0}
  • id: 155421018
    {'hecke_orbit_code': 18014398610145487, 'n': 19, 'trace_an': -6366}
  • id: 155421019
    {'hecke_orbit_code': 18014398610145487, 'n': 20, 'trace_an': 5240}
  • id: 155421020
    {'hecke_orbit_code': 18014398610145487, 'n': 21, 'trace_an': 0}
  • id: 155421021
    {'hecke_orbit_code': 18014398610145487, 'n': 22, 'trace_an': -6974}
  • id: 155421022
    {'hecke_orbit_code': 18014398610145487, 'n': 23, 'trace_an': 2116}
  • id: 155421023
    {'hecke_orbit_code': 18014398610145487, 'n': 24, 'trace_an': 0}
  • id: 155421024
    {'hecke_orbit_code': 18014398610145487, 'n': 25, 'trace_an': 1264}
  • id: 155421025
    {'hecke_orbit_code': 18014398610145487, 'n': 26, 'trace_an': -2464}
  • id: 155421026
    {'hecke_orbit_code': 18014398610145487, 'n': 27, 'trace_an': 0}
  • id: 155421027
    {'hecke_orbit_code': 18014398610145487, 'n': 28, 'trace_an': -6474}
  • id: 155421028
    {'hecke_orbit_code': 18014398610145487, 'n': 29, 'trace_an': -3948}
  • id: 155421029
    {'hecke_orbit_code': 18014398610145487, 'n': 30, 'trace_an': 0}
  • id: 155421030
    {'hecke_orbit_code': 18014398610145487, 'n': 31, 'trace_an': 3092}
  • id: 155421031
    {'hecke_orbit_code': 18014398610145487, 'n': 32, 'trace_an': 3672}
  • id: 155421032
    {'hecke_orbit_code': 18014398610145487, 'n': 33, 'trace_an': 0}
  • id: 155421033
    {'hecke_orbit_code': 18014398610145487, 'n': 34, 'trace_an': 11682}
  • id: 155421034
    {'hecke_orbit_code': 18014398610145487, 'n': 35, 'trace_an': -1304}
  • id: 155421035
    {'hecke_orbit_code': 18014398610145487, 'n': 36, 'trace_an': 0}
  • id: 155421036
    {'hecke_orbit_code': 18014398610145487, 'n': 37, 'trace_an': -17464}
  • id: 155421037
    {'hecke_orbit_code': 18014398610145487, 'n': 38, 'trace_an': 12628}
  • id: 155421038
    {'hecke_orbit_code': 18014398610145487, 'n': 39, 'trace_an': 0}
  • id: 155421039
    {'hecke_orbit_code': 18014398610145487, 'n': 40, 'trace_an': -14108}
  • id: 155421040
    {'hecke_orbit_code': 18014398610145487, 'n': 41, 'trace_an': -18680}
  • id: 155421041
    {'hecke_orbit_code': 18014398610145487, 'n': 42, 'trace_an': 0}
  • id: 155421042
    {'hecke_orbit_code': 18014398610145487, 'n': 43, 'trace_an': -25846}
  • id: 155421043
    {'hecke_orbit_code': 18014398610145487, 'n': 44, 'trace_an': -20746}
  • id: 155421044
    {'hecke_orbit_code': 18014398610145487, 'n': 45, 'trace_an': 0}
  • id: 155421045
    {'hecke_orbit_code': 18014398610145487, 'n': 46, 'trace_an': -2116}
  • id: 155421046
    {'hecke_orbit_code': 18014398610145487, 'n': 47, 'trace_an': -18392}
  • id: 155421047
    {'hecke_orbit_code': 18014398610145487, 'n': 48, 'trace_an': 0}
  • id: 155421048
    {'hecke_orbit_code': 18014398610145487, 'n': 49, 'trace_an': 7952}
  • id: 155421049
    {'hecke_orbit_code': 18014398610145487, 'n': 50, 'trace_an': -69444}
  • id: 155421050
    {'hecke_orbit_code': 18014398610145487, 'n': 51, 'trace_an': 0}
  • id: 155421051
    {'hecke_orbit_code': 18014398610145487, 'n': 52, 'trace_an': 8844}
  • id: 155421052
    {'hecke_orbit_code': 18014398610145487, 'n': 53, 'trace_an': 26518}
  • id: 155421053
    {'hecke_orbit_code': 18014398610145487, 'n': 54, 'trace_an': 0}
  • id: 155421054
    {'hecke_orbit_code': 18014398610145487, 'n': 55, 'trace_an': -40848}
  • id: 155421055
    {'hecke_orbit_code': 18014398610145487, 'n': 56, 'trace_an': -54890}
  • id: 155421056
    {'hecke_orbit_code': 18014398610145487, 'n': 57, 'trace_an': 0}
  • id: 155421057
    {'hecke_orbit_code': 18014398610145487, 'n': 58, 'trace_an': 568}
  • id: 155421058
    {'hecke_orbit_code': 18014398610145487, 'n': 59, 'trace_an': 14520}
  • id: 155421059
    {'hecke_orbit_code': 18014398610145487, 'n': 60, 'trace_an': 0}
  • id: 155421060
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  • id: 155421067
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  • id: 155421069
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  • id: 155421073
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  • id: 155421075
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  • id: 155421076
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  • id: 155421080
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  • id: 155421082
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  • id: 155421093
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  • id: 155421100
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  • id: 155421102
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  • id: 155421103
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  • id: 155421108
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  • id: 155421109
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  • id: 155421110
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  • id: 155421111
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  • id: 155421112
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  • id: 155421117
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  • id: 155421118
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  • id: 155421120
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  • id: 155421121
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  • id: 155421123
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  • id: 155421124
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  • id: 155421126
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  • id: 155421127
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  • id: 155421129
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  • id: 155421130
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  • id: 155421131
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  • id: 155421132
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  • id: 155421133
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  • id: 155421138
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  • id: 155421139
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  • id: 155421147
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  • id: 155421153
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  • id: 155421156
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  • id: 155421159
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  • id: 155421160
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  • id: 155421162
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  • id: 155421163
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  • id: 155421164
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  • id: 155421165
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  • id: 155421166
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  • id: 155421168
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  • id: 155421169
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  • id: 155421171
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  • id: 155421174
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  • id: 155421177
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  • id: 155421180
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  • id: 155421186
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  • id: 155421190
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  • id: 155421192
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  • id: 155421200
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  • id: 155421912
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