Embedded newform data - 27.5.f.a.5.7

Formats: - HTML - YAML - JSON - 2025-05-16T10:20:59.816607

• 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': 675, 'analytic_conductor': 2.790989003263797, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 27, 'char_degree': 6, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 6, 'char_orbit_label': 'f', 'char_order': 18, 'char_parity': -1, 'char_values': [27, 18, [2], [1]], 'cm_discs': [], 'conrey_index': 2, 'dim': 66, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 343681269787, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 27, 6, -1, 18, 0]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '27.5.f.a', 'level': 27, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3], 'level_radical': 3, 'minimal_twist': '27.5.f.a', 'prim_orbit_index': 6, 'related_objects': [], 'relative_dim': 11, 'rm_discs': [], 'sato_tate_group': '4.2.3.c18', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '27.5.f', 'trace_display': [-6, -6, 3, -6], 'traces': [66, -6, -6, -6, 3, 90, -6, -9, -108, -3, -492, -339, -6, 1137, 1017, -54, -9, 603, -3, -2487, -2784, 1002, -2724, -3312, 435, 0, 1368, -12, 5016, 10773, -1671, 10224, 2925, -342, -2682, -7704, -3, -6564, -1983, -1113, 5754, 8694, -1266, -4545, -7029, -3, -9159, -28383, 5898, -34977, -14814, 2871, 0, 13878, -12, 39243, 15792, -12291, 24762, 50670, -8358, 38304, 21609, 6141, 23727, 11349, 15996, -43533, -26847, -7251, -19773, -77580, 6108, -74847, -49155, -28614, -33909, -9108, -5658, 0, -12600, -12, 18813, 82356, 24219, 96474, 84555, 36042, 110232, 153540, -6042, 73545, 1293, 2631, -65163, -152226, -3696, -259938, -162405, -6003, -107493, -133947, 27354, -80013, -53433, 9585, 0, 49725, -12, 125514, 84561, -58605, 183360, 290448, -70215, 327150, 198468, -3, 120600, 87300, -312, 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5526684, 2261487, 5039568, 4296528, 322845, 4371828, 4423932, 463287, -518598, 1846332, -2576247, 893502, -1871496, 415806, 3345675, 780408, -4707690, -1004721, 1383300, -3153057, 0, 437229, 2506938, -2477529, 1930245, -4945833, -2176143, -670491, -7143102, 1064736, -2503800, -3, 2919180, -4652859, -3921684, -6985182, -3905910, -2693145, -8516997, -5702355, 72285, -4095501, -4514346, -1063986, -3742266, -1651662, -153594, 0, -3798063, -419268, 3271317, 3038421, 1300587, 3749196, 5710095, 2206047, 4105305, 4040640, -3, 3735066, 4257765, 3876456, 559119, 3429378, 6976158, 2574900, 601083, -3, 233844, -1355808, 7965327, -830625, -3755205, 4709298, 0, 2240613, -924306, 3267129, 3928689, 4668222, 5273352, 1445337, 4703586, 1118115, 3388446, 556116, -4826742, -517710, -1237920, -1557873, -7725726, -2349591, -4649895, -5067036, -425955, -6577908, -7177698, -5059746, -4758207, -2226492, -8305788, 0, 7170507, -1678236, 7231044, 5576418, -7088748, 8576121, 7085763, -4625187, 7619175, 5461560, 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4520970, -1509429, -7713369, -3525543, -6576687, -2377611, -6255423, -1977375, 7730265, -224697, -21376929, -2763420, 2982222, -13676658, 0, -8342253, -3079956, -8097009, 3865749, -13655496, -3461343, -8149716, -19192959, 3902976, 130599, -2858115, -823260, -2667888, -9965499, -3588405, -1460160, -6948069, 2748573, -422658, -1775658, -3379839, -1597536, -4355610, 5918754, 5700942, -1490514, 0, 5656986, 699108, 2578569, 814290, 6418524, 1439886, 4178817, 4160943, 5417829, 9342108, 2736852, 3995238, -1134882, 10260549, 4632867, 5221224, 16058151, 4006656, 127467, 2462406, 4648419, 8626308, 23752062, 8739996, 8911854, 16156452, 0, 3678867, 7295388], 'weight': 5, 'weight_parity': -1}
• mf_hecke_cc •

  Column	Type
  an_normalized	double precision[]
  angles	double precision[]
  char_orbit_index	smallint
  conrey_index	integer
  dual_conrey_index	integer
  dual_embedding_index	integer
  dual_embedding_m	integer
  embedding_index	integer
  embedding_m	integer
  embedding_root_imag	double precision
  embedding_root_real	double precision
  hecke_orbit	integer
  hecke_orbit_code	bigint
  label	text
  level	integer
  weight	smallint

  
  {'an_normalized': [[1.0, 0.0], [0.21705597772716193, 0.25867724125039404], [-0.8233536785397207, -0.5675286072394151], [0.15384755999311, -0.8725128699814696], [-0.12813204508991782, -0.3520399005930907], [-0.03190710325932416, -0.33616833487050446], [-0.1513032670682902, -0.8580834677731571], [0.551531482412746, -0.3184268498375522], [0.3558225599297795, 0.9345535328941935], [0.06325288397031076, -0.10955720876183724], [-0.053244527334419374, 0.14628813656085166], [-0.6218469683537358, 0.63107378962242], [-0.22366223198489493, -0.1876748963668126], [0.18912538563931006, -0.22539085778641316], [-0.09429472381269771, 0.3625719482386978], [-0.6304591063109356, -0.2294683486192518], [1.3510131897054292, 0.7800078287551644], [-0.16451431604693942, 0.2948936289980109], [-0.15796246542099845, -0.2735990157980112], [-0.32687214650847984, 0.05763637867153527], [-0.36241081384471285, 0.7923751121151887], [-0.04939845453241501, 0.017979567068551437], [1.1510949323294781, 0.2029690939264717], [-0.63482182147094, -0.05083197590283176], [0.6585301724883096, -0.5525724248540511], [0.0, -0.09859228726750056], [0.23741805128851234, -0.9714075709620372], [-0.7719665076078515, 0.0], [-0.213483067739309, -0.2544192129363546], [-0.11425634479684482, 0.05430650970105603], [0.2203019127573176, -1.249394232647582], [-0.29530347200256274, -0.8113396212135914], [0.1268617798409324, -0.09022908292287421], [0.0914752155177079, 0.5187817267111886], [-0.28269282165719073, 0.16321277668175393], [0.8701524177725333, -0.16668098224977304], [-0.8078157269543328, 1.3991778822380918], [0.036487141239304695, -0.1002475966554412], [0.07764224890630893, 0.2814575313036224], [-0.1827678133360021, -0.1533604047613173], [-0.20748264231130026, 0.2472681843754315], [-0.2836328415753893, 0.07824232516217143], [1.7048468221200155, 0.6205134972350126], [0.11944674126156295, 0.06896260822118695], [0.28340786052606115, -0.24500999404219945], [0.19734855071756438, 0.34181771664290495], [-1.7936444426044644, 0.3162679090289628], [0.3888609720525611, 0.5467371874701475], [0.22627806174584, -0.08235847914293559], [0.28587582090457325, 0.05040762035765728], [-0.6696849228103879, -1.408960949010947], [-0.19815865110597153, 0.16627485105760803], [0.0, 1.3949630142432365], [0.3028140378387117, -0.14943517355637548], [0.05832159123003588, 0.0], [-0.35668533072075487, -0.42508102431211353], [-0.025216291402337523, 0.3149169740986232], [0.019474684127123113, -0.11044642203295091], [-0.44228968712019306, -1.2151809282203803], [0.30184167795371136, 0.13805416965639875], [0.055974207687218794, 0.31744550642402974], [0.371007700404133, -0.21420139569975022], [0.7480878205115267, -0.4467264589135715], [-0.1896825726046332, 0.3285398530615971], [-0.037410752667191086, 0.1027851981979093], [0.050876317910623685, 0.013231493416117613], [-0.5382712798797404, -0.45166323242041273], [0.8884169520298721, -1.058774094303198], [-0.8325674796931702, -0.820394653859532], [-0.1035795976101045, 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-0.4251160618035185, -0.47065324457198654, -0.23293482943910854], 'char_orbit_index': 6, 'conrey_index': 5, 'dual_conrey_index': 11, 'dual_embedding_index': 7, 'dual_embedding_m': 29, 'embedding_index': 7, 'embedding_m': 18, 'hecke_orbit': 1, 'hecke_orbit_code': 343681269787, 'label': '27.5.f.a.5.7', 'level': 27, 'weight': 5}
• 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

  
  {'Nk2': 675, 'analytic_conductor': 2.790989003263797, 'char_conductor': 27, 'char_degree': 6, 'char_is_real': False, 'char_orbit_index': 6, 'char_orbit_label': 'f', 'char_order': 18, 'char_parity': -1, 'char_values': [27, 18, [2], [1]], 'conrey_index': 2, 'cusp_dim': 66, 'dim': 66, 'eis_dim': 12, 'eis_new_dim': 12, 'hecke_cutter_primes': [], 'hecke_orbit_code': 343681269787, 'hecke_orbit_dims': [66], 'label': '27.5.f', 'level': 27, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3], 'level_radical': 3, 'mf_dim': 78, 'mf_new_dim': 78, 'num_forms': 1, 'prim_orbit_index': 6, 'relative_dim': 11, 'sturm_bound': 15, 'trace_bound': 0, 'trace_display': [-6, -6, 3, -6], 'traces': [66, -6, -6, -6, 3, 90, -6, -9, -108, -3, -492, -339, -6, 1137, 1017, -54, -9, 603, -3, -2487, -2784, 1002, -2724, -3312, 435, 0, 1368, -12, 5016, 10773, -1671, 10224, 2925, -342, 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5700942, -1490514, 0, 5656986, 699108, 2578569, 814290, 6418524, 1439886, 4178817, 4160943, 5417829, 9342108, 2736852, 3995238, -1134882, 10260549, 4632867, 5221224, 16058151, 4006656, 127467, 2462406, 4648419, 8626308, 23752062, 8739996, 8911854, 16156452, 0, 3678867, 7295388], 'weight': 5, '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: 3645279
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 5, 'source_dim': 66, 'source_embedding_index': 7, 'source_hecke_orbit_code': 343681269787, 'source_is_minimal': True, 'source_label': '27.5.f.a.5.7', 'source_level': 27, 'target_conrey_index': 5, 'target_dim': 66, 'target_embedding_index': 7, 'target_hecke_orbit_code': 343681269787, 'target_is_minimal': True, 'target_label': '27.5.f.a.5.7', 'target_level': 27, 'twist_class_label': '27.5.f.a.5.7', 'twist_class_level': 27, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 5}
  • id: 3645280
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 5, 'source_dim': 66, 'source_embedding_index': 7, 'source_hecke_orbit_code': 343681269787, 'source_is_minimal': True, 'source_label': '27.5.f.a.5.7', 'source_level': 27, 'target_conrey_index': 44, 'target_dim': 66, 'target_embedding_index': 5, 'target_hecke_orbit_code': 343681269841, 'target_is_minimal': False, 'target_label': '81.5.f.a.44.5', 'target_level': 81, 'twist_class_label': '27.5.f.a.5.7', 'twist_class_level': 27, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 5}
  • id: 3645281
    {'conductor': 27, 'degree': 6, 'order': 18, 'parity': -1, 'source_conrey_index': 5, 'source_dim': 66, 'source_embedding_index': 7, 'source_hecke_orbit_code': 343681269787, 'source_is_minimal': True, 'source_label': '27.5.f.a.5.7', 'source_level': 27, 'target_conrey_index': 11, 'target_dim': 66, 'target_embedding_index': 7, 'target_hecke_orbit_code': 343681269787, 'target_is_minimal': True, 'target_label': '27.5.f.a.11.7', 'target_level': 27, 'twist_class_label': '27.5.f.a.5.7', 'twist_class_level': 27, 'twisting_char_label': '27.11', 'twisting_conrey_index': 11, 'weight': 5}
  • id: 3645282
    {'conductor': 27, 'degree': 6, 'order': 9, 'parity': 1, 'source_conrey_index': 5, 'source_dim': 66, 'source_embedding_index': 7, 'source_hecke_orbit_code': 343681269787, 'source_is_minimal': True, 'source_label': '27.5.f.a.5.7', 'source_level': 27, 'target_conrey_index': 35, 'target_dim': 66, 'target_embedding_index': 5, 'target_hecke_orbit_code': 343681269841, 'target_is_minimal': False, 'target_label': '81.5.f.a.35.5', 'target_level': 81, 'twist_class_label': '27.5.f.a.5.7', 'twist_class_level': 27, 'twisting_char_label': '27.16', 'twisting_conrey_index': 16, 'weight': 5}
• hecke_orbit_code 343681269787 does not appear in mf_hecke_charpolys
• mf_newform_portraits •

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

  
  {'char_orbit_index': 6, 'hecke_orbit': 1, 'label': '27.5.f.a', 'level': 27, 'portrait': 'data:image/png;base64,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', 'weight': 5}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 8449308
    {'hecke_orbit_code': 343681269787, 'n': 1, 'trace_an': 66}
  • id: 8449309
    {'hecke_orbit_code': 343681269787, 'n': 2, 'trace_an': -6}
  • id: 8449310
    {'hecke_orbit_code': 343681269787, 'n': 3, 'trace_an': -6}
  • id: 8449311
    {'hecke_orbit_code': 343681269787, 'n': 4, 'trace_an': -6}
  • id: 8449312
    {'hecke_orbit_code': 343681269787, 'n': 5, 'trace_an': 3}
  • id: 8449313
    {'hecke_orbit_code': 343681269787, 'n': 6, 'trace_an': 90}
  • id: 8449314
    {'hecke_orbit_code': 343681269787, 'n': 7, 'trace_an': -6}
  • id: 8449315
    {'hecke_orbit_code': 343681269787, 'n': 8, 'trace_an': -9}
  • id: 8449316
    {'hecke_orbit_code': 343681269787, 'n': 9, 'trace_an': -108}
  • id: 8449317
    {'hecke_orbit_code': 343681269787, 'n': 10, 'trace_an': -3}
  • id: 8449318
    {'hecke_orbit_code': 343681269787, 'n': 11, 'trace_an': -492}
  • id: 8449319
    {'hecke_orbit_code': 343681269787, 'n': 12, 'trace_an': -339}
  • id: 8449320
    {'hecke_orbit_code': 343681269787, 'n': 13, 'trace_an': -6}
  • id: 8449321
    {'hecke_orbit_code': 343681269787, 'n': 14, 'trace_an': 1137}
  • id: 8449322
    {'hecke_orbit_code': 343681269787, 'n': 15, 'trace_an': 1017}
  • id: 8449323
    {'hecke_orbit_code': 343681269787, 'n': 16, 'trace_an': -54}
  • id: 8449324
    {'hecke_orbit_code': 343681269787, 'n': 17, 'trace_an': -9}
  • id: 8449325
    {'hecke_orbit_code': 343681269787, 'n': 18, 'trace_an': 603}
  • id: 8449326
    {'hecke_orbit_code': 343681269787, 'n': 19, 'trace_an': -3}
  • id: 8449327
    {'hecke_orbit_code': 343681269787, 'n': 20, 'trace_an': -2487}
  • id: 8449328
    {'hecke_orbit_code': 343681269787, 'n': 21, 'trace_an': -2784}
  • id: 8449329
    {'hecke_orbit_code': 343681269787, 'n': 22, 'trace_an': 1002}
  • id: 8449330
    {'hecke_orbit_code': 343681269787, 'n': 23, 'trace_an': -2724}
  • id: 8449331
    {'hecke_orbit_code': 343681269787, 'n': 24, 'trace_an': -3312}
  • id: 8449332
    {'hecke_orbit_code': 343681269787, 'n': 25, 'trace_an': 435}
  • id: 8449333
    {'hecke_orbit_code': 343681269787, 'n': 26, 'trace_an': 0}
  • id: 8449334
    {'hecke_orbit_code': 343681269787, 'n': 27, 'trace_an': 1368}
  • id: 8449335
    {'hecke_orbit_code': 343681269787, 'n': 28, 'trace_an': -12}
  • id: 8449336
    {'hecke_orbit_code': 343681269787, 'n': 29, 'trace_an': 5016}
  • id: 8449337
    {'hecke_orbit_code': 343681269787, 'n': 30, 'trace_an': 10773}
  • id: 8449338
    {'hecke_orbit_code': 343681269787, 'n': 31, 'trace_an': -1671}
  • id: 8449339
    {'hecke_orbit_code': 343681269787, 'n': 32, 'trace_an': 10224}
  • id: 8449340
    {'hecke_orbit_code': 343681269787, 'n': 33, 'trace_an': 2925}
  • id: 8449341
    {'hecke_orbit_code': 343681269787, 'n': 34, 'trace_an': -342}
  • id: 8449342
    {'hecke_orbit_code': 343681269787, 'n': 35, 'trace_an': -2682}
  • id: 8449343
    {'hecke_orbit_code': 343681269787, 'n': 36, 'trace_an': -7704}
  • id: 8449344
    {'hecke_orbit_code': 343681269787, 'n': 37, 'trace_an': -3}
  • id: 8449345
    {'hecke_orbit_code': 343681269787, 'n': 38, 'trace_an': -6564}
  • id: 8449346
    {'hecke_orbit_code': 343681269787, 'n': 39, 'trace_an': -1983}
  • id: 8449347
    {'hecke_orbit_code': 343681269787, 'n': 40, 'trace_an': -1113}
  • id: 8449348
    {'hecke_orbit_code': 343681269787, 'n': 41, 'trace_an': 5754}
  • id: 8449349
    {'hecke_orbit_code': 343681269787, 'n': 42, 'trace_an': 8694}
  • id: 8449350
    {'hecke_orbit_code': 343681269787, 'n': 43, 'trace_an': -1266}
  • id: 8449351
    {'hecke_orbit_code': 343681269787, 'n': 44, 'trace_an': -4545}
  • id: 8449352
    {'hecke_orbit_code': 343681269787, 'n': 45, 'trace_an': -7029}
  • id: 8449353
    {'hecke_orbit_code': 343681269787, 'n': 46, 'trace_an': -3}
  • id: 8449354
    {'hecke_orbit_code': 343681269787, 'n': 47, 'trace_an': -9159}
  • id: 8449355
    {'hecke_orbit_code': 343681269787, 'n': 48, 'trace_an': -28383}
  • id: 8449356
    {'hecke_orbit_code': 343681269787, 'n': 49, 'trace_an': 5898}
  • id: 8449357
    {'hecke_orbit_code': 343681269787, 'n': 50, 'trace_an': -34977}
  • id: 8449358
    {'hecke_orbit_code': 343681269787, 'n': 51, 'trace_an': -14814}
  • id: 8449359
    {'hecke_orbit_code': 343681269787, 'n': 52, 'trace_an': 2871}
  • id: 8449360
    {'hecke_orbit_code': 343681269787, 'n': 53, 'trace_an': 0}
  • id: 8449361
    {'hecke_orbit_code': 343681269787, 'n': 54, 'trace_an': 13878}
  • id: 8449362
    {'hecke_orbit_code': 343681269787, 'n': 55, 'trace_an': -12}
  • id: 8449363
    {'hecke_orbit_code': 343681269787, 'n': 56, 'trace_an': 39243}
  • id: 8449364
    {'hecke_orbit_code': 343681269787, 'n': 57, 'trace_an': 15792}
  • id: 8449365
    {'hecke_orbit_code': 343681269787, 'n': 58, 'trace_an': -12291}
  • id: 8449366
    {'hecke_orbit_code': 343681269787, 'n': 59, 'trace_an': 24762}
  • id: 8449367
    {'hecke_orbit_code': 343681269787, 'n': 60, 'trace_an': 50670}
  • id: 8449368
    {'hecke_orbit_code': 343681269787, 'n': 61, 'trace_an': -8358}
  • id: 8449369
    {'hecke_orbit_code': 343681269787, 'n': 62, 'trace_an': 38304}
  • id: 8449370
    {'hecke_orbit_code': 343681269787, 'n': 63, 'trace_an': 21609}
  • id: 8449371
    {'hecke_orbit_code': 343681269787, 'n': 64, 'trace_an': 6141}
  • id: 8449372
    {'hecke_orbit_code': 343681269787, 'n': 65, 'trace_an': 23727}
  • id: 8449373
    {'hecke_orbit_code': 343681269787, 'n': 66, 'trace_an': 11349}
  • id: 8449374
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  • id: 8449375
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  • id: 8449376
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  • id: 8449377
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  • id: 8449378
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  • id: 8449379
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  • id: 8449380
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  • id: 8449381
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  • id: 8449382
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  • id: 8449383
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  • id: 8449384
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  • id: 8449385
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  • id: 8449386
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  • id: 8449387
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  • id: 8449388
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  • id: 8449389
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  • id: 8449390
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  • id: 8449391
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  • id: 8449392
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  • id: 8449393
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  • id: 8449394
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  • id: 8449395
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  • id: 8449396
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  • id: 8449397
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  • id: 8449398
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  • id: 8449399
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  • id: 8449400
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  • id: 8449401
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  • id: 8449402
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  • id: 8449403
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  • id: 8449404
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  • id: 8449405
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  • id: 8449406
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  • id: 8449407
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  • id: 8449408
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  • id: 8449409
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  • id: 8449410
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  • id: 8449411
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  • id: 8449412
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  • id: 8449413
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  • id: 8449414
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  • id: 8449415
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  • id: 8449416
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  • id: 8449417
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  • id: 8449418
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  • id: 8449419
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  • id: 8449420
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  • id: 8449421
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  • id: 8449422
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  • id: 8449423
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  • id: 8449424
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  • id: 8449425
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  • id: 8449426
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  • id: 8449427
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  • id: 8449428
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  • id: 8449429
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  • id: 8449430
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  • id: 8449431
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  • id: 8449432
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  • id: 8449433
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  • id: 8449434
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  • id: 8449435
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  • id: 8449436
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  • id: 8449437
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  • id: 8449438
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  • id: 8449439
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  • id: 8449440
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  • id: 8449441
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  • id: 8449442
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  • id: 8449443
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  • id: 8449444
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  • id: 8449445
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  • id: 8449446
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  • id: 8449447
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  • id: 8449448
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  • id: 8449449
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  • id: 8449450
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  • id: 8449451
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  • id: 8449452
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  • id: 8449453
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  • id: 8449454
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  • id: 8449455
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  • id: 8449456
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  • id: 8449457
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  • id: 8449458
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  • id: 8449459
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  • id: 8449460
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  • id: 8449461
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  • id: 8449462
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  • id: 8449463
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  • id: 8449464
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  • id: 8449465
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  • id: 8449466
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  • id: 8449467
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  • id: 8449468
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  • id: 8449469
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  • id: 8449470
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  • id: 8449471
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  • id: 8449472
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  • id: 8449473
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  • id: 8449474
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  • id: 8449475
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  • id: 8449476
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  • id: 8449477
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  • id: 8449478
    {'hecke_orbit_code': 343681269787, 'n': 449, 'trace_an': 2720295}
  • id: 8449479
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  • id: 8449480
    {'hecke_orbit_code': 343681269787, 'n': 461, 'trace_an': -1124961}
  • id: 8449481
    {'hecke_orbit_code': 343681269787, 'n': 463, 'trace_an': -1043034}
  • id: 8449482
    {'hecke_orbit_code': 343681269787, 'n': 467, 'trace_an': -3838518}
  • id: 8449483
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  • id: 8449484
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  • id: 8449485
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  • id: 8449486
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  • id: 8449487
    {'hecke_orbit_code': 343681269787, 'n': 503, 'trace_an': 1410606}
  • id: 8449488
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  • id: 8449489
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  • id: 8449490
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  • id: 8449491
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  • id: 8449492
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  • id: 8449493
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  • id: 8449494
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  • id: 8449495
    {'hecke_orbit_code': 343681269787, 'n': 557, 'trace_an': 3179565}
  • id: 8449496
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  • id: 8449497
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  • id: 8449498
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  • id: 8449499
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  • id: 8449500
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  • id: 8449501
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  • id: 8449502
    {'hecke_orbit_code': 343681269787, 'n': 599, 'trace_an': 1798662}
  • id: 8449503
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  • id: 8449504
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  • id: 8449505
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  • id: 8449506
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  • id: 8449507
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  • id: 8449508
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  • id: 8449509
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  • id: 8449510
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  • id: 8449511
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  • id: 8449512
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  • id: 8449513
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  • id: 8449514
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  • id: 8449515
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  • id: 8449516
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  • id: 8449517
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  • id: 8449518
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  • id: 8449519
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  • id: 8449520
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  • id: 8449521
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  • id: 8449522
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  • id: 8449523
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  • id: 8449524
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  • id: 8449525
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  • id: 8449526
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  • id: 8449527
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  • id: 8449528
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  • id: 8449529
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  • id: 8449530
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  • id: 8449531
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  • id: 8449532
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  • id: 8449533
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  • id: 8449534
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  • id: 8449535
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  • id: 8449536
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  • id: 8449537
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  • id: 8449538
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  • id: 8449539
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  • id: 8449540
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  • id: 8449541
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  • id: 8449542
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  • id: 8449543
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  • id: 8449544
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  • id: 8449545
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  • id: 8449547
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  • id: 8449548
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  • id: 8449549
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  • id: 8449550
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  • id: 8449551
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  • id: 8449552
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  • id: 8449553
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  • id: 8449554
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  • id: 8449555
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  • id: 8449556
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  • id: 8449559
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  • id: 8449560
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  • id: 8449562
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  • id: 8449563
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  • id: 8449564
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  • id: 8449565
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