Newform data - 22.14.a.a

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• 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': 4312, 'analytic_conductor': 23.590804369420795, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 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': [22, 1, [13], [1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 2, 'field_disc': 400156, 'field_disc_factorization': [[2, 2], [71, 1], [1409, 1]], 'field_poly': [-100039, 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': [[3, [-1491063, 662, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 234881046, 'hecke_ring_generator_nbound': 3, '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': True, 'label': '22.14.a.a', 'level': 22, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 11], 'level_radical': 22, 'minimal_twist': '22.14.a.a', 'nf_label': '2.2.400156.1', 'prim_orbit_index': 1, 'qexp_display': 'q-2^{6}q^{2}+(-331+\\beta )q^{3}+2^{12}q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '13.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '22.14.a', 'trace_display': [-128, -662, -48566, 404508], 'trace_hash': 140575788149434290, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.904', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.311', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.138', 'prec': 17}, {'__RealLiteral__': 0, 'data': '64.669', 'prec': 20}], 'trace_zratio': 0, 'traces': [2, -128, -662, 8192, -48566, 42368, 404508, -524288, 231724, 3108224, -3543122, -2711552, 28445952, -25888512, 99307794, 33554432, 107032052, -14830336, -73524568, -198926336, -1014235348, 226759808, -987164862, 173539328, 901965576, -1820540928, -1140484994, 1656864768, -9516399376, -6355698816, -6865940430, -2147483648, 1172773382, -6850051328, -32711590964, 949141504, -4145233266, 4705572352, -33095241568, 12731285504, 39451523656, 64911062272, 5532549228, -14512627712, -60726834468, 63178551168, -28411609744, -11106516992, 130129720218, -57725796864, -156873354588, 116514619392, -49178542972, 72991039616, 86037631526, -106039345152, 216312273320, 609049560064, 110326136718, 406764724224, -161816895480, 439420187520, 629654304296, 137438953472, -1306423470272, -75057496448, -483661746106, 438403284992, 845036821770, 2093541821696, 318713704774, -60745056256, -1073843539168, 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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

  
  {'an': [[1, 0], [-64, 0], [-331, 1], [4096, 0], [-24283, 26], [21184, -64], [202254, -275], [-262144, 0], [115862, -662], [1554112, -1664], [-1771561, 0], [-1355776, 4096], [14222976, -7397], [-12944256, 17600], [49653897, -32889], [16777216, 0], [53516026, -37937], [-7415168, 42368], [-36762284, 59969], [-99463168, 106496], [-507117674, 293279], [113379904, 0], [-493582431, 161901], [86769664, -262144], [450982788, -1262716], [-910270464, 473408], [-570242497, -1259339], [828432384, -1126400], [-4758199688, 738802], [-3177849408, 2104896], [-3432970215, -751355], [-1073741824, 0], [586386691, -1771561], [-3425025664, 2427968], [-16355795482, 11936429], [474570752, -2711552], [-2072616633, -1648826], [2352786176, -3838016], [-16547620784, 16671383], [6365642752, -6815744], [19725761828, -14847997], [32455531136, -18769856], [2766274614, -5319548], [-7256313856, 0], [-30363417234, 19087758], [31589275584, -10361664], [-14205804872, 3805894], [-5553258496, 16777216], [65064860109, -111239700], [-28862898432, 80813824], [-78436677294, 66073173], [58257309696, -30298112], [-24589271486, -2675630], [36495519808, 80597696], [43018815763, -46060586], [-53019672576, 72089600], [108156136660, -56612023], [304524780032, -47283328], [55163068359, -69545559], [203382362112, -134713344], [-80908447740, 289075630], [219710093760, 48086720], [314827152148, -165754198], [68719476736, 0], [-653211735136, 549418727], [-37528748224, 113379904], [-241830873053, -7666987], [219201642496, -155389952], [422518410885, -547171662], [1046770910848, -763931456], [159356852387, -1133327023], [-30372528128, 173539328], [-536921769584, 617615807], [132647464512, 105524864], [-2170408837612, 868941784], [-150578315264, 245633024], [-358305298494, 487179275], [1059047730176, -1066968512], [-371054398110, 222761212], [-407401136128, 436207616], [-2011699412455, 902040538], [-1262448756992, 950271808], [-3452624718578, 554613826], [-2077153992704, 1201270784], [-2878324349246, 2312640847], [-177041575296, 340451072], [2757508309176, -5002743150], [464404086784, 0], [-4116963875681, -397804442], [1943258702976, -1221616512], [6132603113104, -5407391238], [-2021713637376, 663146496], [-66323704355, -3184271710], [909171511808, -243577216], [3388381879428, -2412046611], [355408543744, -1073741824], [-2340444390327, 8716782820], [-4164151046976, 7119340800], [-205256600582, 1172773382], [1847225499648, -5172084736]], 'ap': [[-64, 0], [-331, 1], [-24283, 26], [202254, -275], [-1771561, 0], [14222976, -7397], [53516026, -37937], [-36762284, 59969], [-493582431, 161901], [-4758199688, 738802], [-3432970215, -751355], [-2072616633, -1648826], [19725761828, -14847997], [2766274614, -5319548], [-14205804872, 3805894], [-24589271486, -2675630], [55163068359, -69545559], [-80908447740, 289075630], [-241830873053, -7666987], [159356852387, -1133327023], [-536921769584, 617615807], [-371054398110, 222761212], [-3452624718578, 554613826], [-4116963875681, -397804442], [-2340444390327, 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[-100039, 0, 1], 'hecke_orbit_code': 234881046, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1], 'hecke_ring_inverse_denominators': [1, 4], 'hecke_ring_inverse_numerators': [[1, 0], [0, 1]], 'hecke_ring_numerators': [[1, 0], [0, 4]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 2, 'label': '22.14.a.a', 'level': 22, 'maxp': 2999, 'weight': 14}
• 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': [[[[2, 1], [11, 1]], 2, 1], [[[2, -1], [11, -1]], 2, 1], [[[2, 1], [11, -1]], 2, 1], [[[2, -1], [11, 1]], 3, 1]], 'ALdims': [2, 2, 3, 2], 'Nk2': 4312, 'analytic_conductor': 23.590804369420795, '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': [22, 1, [13], [1]], 'conrey_index': 1, 'cusp_dim': 37, 'dim': 9, 'eis_dim': 4, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 234881046, 'hecke_orbit_dims': [2, 2, 2, 3], 'label': '22.14.a', 'level': 22, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 11], 'level_radical': 22, 'mf_dim': 41, 'mf_new_dim': 9, 'num_forms': 4, 'plus_dim': 4, 'prim_orbit_index': 1, 'relative_dim': 9, 'sturm_bound': 42, 'trace_bound': 3, 'trace_display': [64, -260, 2446, 911448], 'traces': [9, 64, -260, 36864, 2446, -140032, 911448, 262144, 2573229, 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-99053121108545781104640], 'weight': 14, 'weight_parity': 1}
• 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: 17649
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '22.14.a.a', 'source_level': 22, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '22.14.a.a', 'target_level': 22, 'twist_class_label': '22.14.a.a', 'twist_class_level': 22, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 14}
  • id: 17650
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '22.14.a.a', 'source_level': 22, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '176.14.a.b', 'target_level': 176, 'twist_class_label': '22.14.a.a', 'twist_class_level': 22, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 14}
  • id: 17651
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '22.14.a.a', 'source_level': 22, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '198.14.a.e', 'target_level': 198, 'twist_class_label': '22.14.a.a', 'twist_class_level': 22, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 14}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 86950
    {'charpoly_factorization': [[[64, 1], 2]], 'hecke_orbit_code': 234881046, 'p': 2}
  • id: 86951
    {'charpoly_factorization': [[[-1491063, 662, 1], 1]], 'hecke_orbit_code': 234881046, 'p': 3}
  • id: 86952
    {'charpoly_factorization': [[[-492357735, 48566, 1], 1]], 'hecke_orbit_code': 234881046, 'p': 5}
  • id: 86953
    {'charpoly_factorization': [[[-80140509484, -404508, 1], 1]], 'hecke_orbit_code': 234881046, 'p': 7}
  • id: 86954
    {'charpoly_factorization': [[[1771561, 1], 2]], 'hecke_orbit_code': 234881046, 'p': 11}
  • id: 86955
    {'charpoly_factorization': [[[114713929356560, -28445952, 1], 1]], 'hecke_orbit_code': 234881046, 'p': 13}
  • id: 86956
    {'charpoly_factorization': [[[560321417668020, -107032052, 1], 1]], 'hecke_orbit_code': 234881046, 'p': 17}
  • id: 86957
    {'charpoly_factorization': [[[-4404828092023008, 73524568, 1], 1]], 'hecke_orbit_code': 234881046, 'p': 19}
  • id: 86958
    {'charpoly_factorization': [[[201668165863577937, 987164862, 1], 1]], 'hecke_orbit_code': 234881046, 'p': 23}
  • id: 86959
    {'charpoly_factorization': [[[21766798241638290048, 9516399376, 1], 1]], 'hecke_orbit_code': 234881046, 'p': 29}
  • id: 86960
    {'charpoly_factorization': [[[10881677290011466625, 6865940430, 1], 1]], 'hecke_orbit_code': 234881046, 'p': 31}
  • id: 86961
    {'charpoly_factorization': [[[-55760201212587535, 4145233266, 1], 1]], 'hecke_orbit_code': 234881046, 'p': 37}
  • id: 86962
    {'charpoly_factorization': [[[36227286914462407968, -39451523656, 1], 1]], 'hecke_orbit_code': 234881046, 'p': 41}
  • id: 86963
    {'charpoly_factorization': [[[-37641527935562316700, -5532549228, 1], 1]], 'hecke_orbit_code': 234881046, 'p': 43}
  • id: 86964
    {'charpoly_factorization': [[[178620126905178453120, 28411609744, 1], 1]], 'hecke_orbit_code': 234881046, 'p': 47}
  • id: 86965
    {'charpoly_factorization': [[[593173411563732982596, 49178542972, 1], 1]], 'hecke_orbit_code': 234881046, 'p': 53}
  • id: 86966
    {'charpoly_factorization': [[[-4698589560716875075263, -110326136718, 1], 1]], 'hecke_orbit_code': 234881046, 'p': 59}
  • id: 86967
    {'charpoly_factorization': [[[-127209519245331304558000, 161816895480, 1], 1]], 'hecke_orbit_code': 234881046, 'p': 61}
  • id: 86968
    {'charpoly_factorization': [[[58388082177724784443353, 483661746106, 1], 1]], 'hecke_orbit_code': 234881046, 'p': 67}
  • id: 86969
    {'charpoly_factorization': [[[-2030495103704598653340327, -318713704774, 1], 1]], 'hecke_orbit_code': 234881046, 'p': 71}
  • id: 86970
    {'charpoly_factorization': [[[-322271893790679117886320, 1073843539168, 1], 1]], 'hecke_orbit_code': 234881046, 'p': 73}
  • id: 86971
    {'charpoly_factorization': [[[58254309766115314791044, 742108796220, 1], 1]], 'hecke_orbit_code': 234881046, 'p': 79}
  • id: 86972
    {'charpoly_factorization': [[[11428271113537742473177860, 6905249437156, 1], 1]], 'hecke_orbit_code': 234881046, 'p': 83}
  • id: 86973
    {'charpoly_factorization': [[[16696095408157007483642625, 8233927751362, 1], 1]], 'hecke_orbit_code': 234881046, 'p': 89}
  • id: 86974
    {'charpoly_factorization': [[[-116141417382366494531930671, 4680888780654, 1], 1]], 'hecke_orbit_code': 234881046, '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': 1, 'label': '22.14.a.a', 'level': 22, 'portrait': 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', 'weight': 14}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 14904000
    {'hecke_orbit_code': 234881046, 'n': 1, 'trace_an': 2}
  • id: 14904001
    {'hecke_orbit_code': 234881046, 'n': 2, 'trace_an': -128}
  • id: 14904002
    {'hecke_orbit_code': 234881046, 'n': 3, 'trace_an': -662}
  • id: 14904003
    {'hecke_orbit_code': 234881046, 'n': 4, 'trace_an': 8192}
  • id: 14904004
    {'hecke_orbit_code': 234881046, 'n': 5, 'trace_an': -48566}
  • id: 14904005
    {'hecke_orbit_code': 234881046, 'n': 6, 'trace_an': 42368}
  • id: 14904006
    {'hecke_orbit_code': 234881046, 'n': 7, 'trace_an': 404508}
  • id: 14904007
    {'hecke_orbit_code': 234881046, 'n': 8, 'trace_an': -524288}
  • id: 14904008
    {'hecke_orbit_code': 234881046, 'n': 9, 'trace_an': 231724}
  • id: 14904009
    {'hecke_orbit_code': 234881046, 'n': 10, 'trace_an': 3108224}
  • id: 14904010
    {'hecke_orbit_code': 234881046, 'n': 11, 'trace_an': -3543122}
  • id: 14904011
    {'hecke_orbit_code': 234881046, 'n': 12, 'trace_an': -2711552}
  • id: 14904012
    {'hecke_orbit_code': 234881046, 'n': 13, 'trace_an': 28445952}
  • id: 14904013
    {'hecke_orbit_code': 234881046, 'n': 14, 'trace_an': -25888512}
  • id: 14904014
    {'hecke_orbit_code': 234881046, 'n': 15, 'trace_an': 99307794}
  • id: 14904015
    {'hecke_orbit_code': 234881046, 'n': 16, 'trace_an': 33554432}
  • id: 14904016
    {'hecke_orbit_code': 234881046, 'n': 17, 'trace_an': 107032052}
  • id: 14904017
    {'hecke_orbit_code': 234881046, 'n': 18, 'trace_an': -14830336}
  • id: 14904018
    {'hecke_orbit_code': 234881046, 'n': 19, 'trace_an': -73524568}
  • id: 14904019
    {'hecke_orbit_code': 234881046, 'n': 20, 'trace_an': -198926336}
  • id: 14904020
    {'hecke_orbit_code': 234881046, 'n': 21, 'trace_an': -1014235348}
  • id: 14904021
    {'hecke_orbit_code': 234881046, 'n': 22, 'trace_an': 226759808}
  • id: 14904022
    {'hecke_orbit_code': 234881046, 'n': 23, 'trace_an': -987164862}
  • id: 14904023
    {'hecke_orbit_code': 234881046, 'n': 24, 'trace_an': 173539328}
  • id: 14904024
    {'hecke_orbit_code': 234881046, 'n': 25, 'trace_an': 901965576}
  • id: 14904025
    {'hecke_orbit_code': 234881046, 'n': 26, 'trace_an': -1820540928}
  • id: 14904026
    {'hecke_orbit_code': 234881046, 'n': 27, 'trace_an': -1140484994}
  • id: 14904027
    {'hecke_orbit_code': 234881046, 'n': 28, 'trace_an': 1656864768}
  • id: 14904028
    {'hecke_orbit_code': 234881046, 'n': 29, 'trace_an': -9516399376}
  • id: 14904029
    {'hecke_orbit_code': 234881046, 'n': 30, 'trace_an': -6355698816}
  • id: 14904030
    {'hecke_orbit_code': 234881046, 'n': 31, 'trace_an': -6865940430}
  • id: 14904031
    {'hecke_orbit_code': 234881046, 'n': 32, 'trace_an': -2147483648}
  • id: 14904032
    {'hecke_orbit_code': 234881046, 'n': 33, 'trace_an': 1172773382}
  • id: 14904033
    {'hecke_orbit_code': 234881046, 'n': 34, 'trace_an': -6850051328}
  • id: 14904034
    {'hecke_orbit_code': 234881046, 'n': 35, 'trace_an': -32711590964}
  • id: 14904035
    {'hecke_orbit_code': 234881046, 'n': 36, 'trace_an': 949141504}
  • id: 14904036
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  • id: 14904951
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  • id: 14904952
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  • id: 14904953
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  • id: 14904954
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  • id: 14904955
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  • id: 14904956
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  • id: 14904957
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  • id: 14904958
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  • id: 14904959
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  • id: 14904960
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  • id: 14904961
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  • id: 14904962
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  • id: 14904963
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  • id: 14904964
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  • id: 14904965
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  • id: 14904966
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  • id: 14904967
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  • id: 14904968
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  • id: 14904969
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  • id: 14904970
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  • id: 14904971
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  • id: 14904972
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  • id: 14904973
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  • id: 14904974
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  • id: 14904975
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  • id: 14904976
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  • id: 14904977
    {'hecke_orbit_code': 234881046, 'n': 978, 'trace_an': -38320688071289005568}
  • id: 14904978
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  • id: 14904979
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  • id: 14904980
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  • id: 14904981
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  • id: 14904982
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  • id: 14904983
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  • id: 14904984
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  • id: 14904985
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  • id: 14904986
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  • id: 14904987
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  • id: 14904988
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  • id: 14904989
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  • id: 14904990
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  • id: 14904991
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  • id: 14904992
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  • id: 14904993
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  • id: 14904994
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  • id: 14904995
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  • id: 14904996
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  • id: 14904997
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  • id: 14904998
    {'hecke_orbit_code': 234881046, 'n': 999, 'trace_an': 9010958389241850674}
  • id: 14904999
    {'hecke_orbit_code': 234881046, 'n': 1000, 'trace_an': 17751528157223583744}