Embedded newform data - 575.4.b.b.24.1

Formats: - HTML - YAML - JSON - 2025-01-28T17:37:06.358216

• 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': 9200, 'analytic_conductor': 33.92609825330085, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 5, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [575, 2, [277, 51], [1, 2]], 'cm_discs': [], 'conrey_index': 24, 'dim': 2, 'field_disc': -4, 'field_disc_factorization': [[-1, 1], [2, 2]], 'field_poly': [1, 0, 1], 'field_poly_is_cyclotomic': True, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 4, 'has_non_self_twist': 1, 'hecke_cutters': [[2, [4, 0, 1]], [3, [25, 0, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503668413956671, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 5, 2, 1, 2, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '575.4.b.b', 'level': 575, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [5, 23], 'level_radical': 115, 'minimal_twist': '23.4.a.a', 'nf_label': '2.0.4.1', 'prim_orbit_index': 2, 'qexp_display': 'q+2 i q^{2}-5 i q^{3}+4 q^{4}+10 q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '3.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '575.4.b', 'trace_display': [0, 0, 0, 0], 'trace_hash': 348210649144246162, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.007', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '16.727', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '173.168', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.508', 'prec': 17}, 'traces': [2, 0, 0, 8, 0, 20, 0, 0, 4, 0, 68, 0, 0, -32, 0, -32, 0, 0, 140, 0, 80, 0, 0, 240, 0, 228, 0, 0, -490, 0, 206, 0, 0, -320, 0, 16, 0, 0, -570, 0, 190, 0, 0, 272, 0, -92, 0, 0, 558, 0, 800, 0, 0, 580, 0, -384, 0, 0, 816, 0, 1644, 0, 0, -896, 0, 680, 0, 0, 230, 0, 670, 0, 0, -1192, 0, 560, 0, 0, 2644, 0, -1342, 0, 0, 320, 0, -352, 0, 0, 920, 0, 912, 0, 0, -1428, 0, 1600, 0, 0, 136, 0, -620, 0, 0, 2736, 0, 1656, 0, 0, -1408, 0, 2980, 0, 0, 1400, 0, -1960, 0, 0, -1280, 0, -350, 0, 0, 824, 0, -64, 0, 0, 880, 0, -2882, 0, 0, 3704, 0, -3840, 0, 0, -50, 0, 3570, 0, 0, -64, 0, 3596, 0, 0, -1644, 0, -2978, 0, 0, -1088, 0, -2280, 0, 0, -4140, 0, -368, 0, 0, 760, 0, 144, 0, 0, -2104, 0, 280, 0, 0, -4900, 0, -1088, 0, 0, -738, 0, -2740, 0, 0, -1104, 0, 2060, 0, 0, 2320, 0, 8820, 0, 0, -3856, 0, 2232, 0, 0, 2196, 0, -9260, 0, 0, 3200, 0, -4176, 0, 0, 4760, 0, -7352, 0, 0, 1656, 0, 6960, 0, 0, -8990, 0, 9120, 0, 0, -2560, 0, -3808, 0, 0, -7224, 0, 2720, 0, 0, 456, 0, 3264, 0, 0, -5470, 0, -13420, 0, 0, 6576, 0, 1900, 0, 0, -360, 0, -13896, 0, 0, 1044, 0, -8704, 0, 0, -4768, 0, -980, 0, 0, 8160, 0, -2240, 0, 0, 4126, 0, -2128, 0, 0, 6224, 0, 920, 0, 0, 412, 0, -1920, 0, 0, 2680, 0, 7752, 0, 0, -2974, 0, 9640, 0, 0, 5580, 0, -14304, 0, 0, 2622, 0, -1408, 0, 0, -2240, 0, -640, 0, 0, 10440, 0, -9954, 0, 0, -2528, 0, 10576, 0, 0, -16660, 0, -4140, 0, 0, -5368, 0, 12172, 0, 0, -5712, 0, 10938, 0, 0, -8896, 0, -1280, 0, 0, 9520, 0, 7004, 0, 0, -4224, 0, -12920, 0, 0, 14990, 0, -16530, 0, 0, 8160, 0, 3680, 0, 0, -5044, 0, -3918, 0, 0, 3648, 0, 16440, 0, 0, 380, 0, 6624, 0, 0, -10880, 0, -17136, 0, 0, -25904, 0, -2610, 0, 0, 3840, 0, 540, 0, 0, -2528, 0, -3680, 0, 0, 4884, 0, 544, 0, 0, 5600, 0, 8524, 0, 0, -2480, 0, 7840, 0, 0, -458, 0, -15560, 0, 0, -184, 0, 18240, 0, 0, -31552, 0, -17456, 0, 0, 19872, 0, 6700, 0, 0, -19380, 0, -5856, 0, 0, -3296, 0, -5632, 0, 0, -5170, 0, 1116, 0, 0, 11920, 0, -6624, 0, 0, 33124, 0, 6460, 0, 0, 11760, 0, 16800, 0, 0, 23200, 0, -9086, 0, 0, 7840, 0, 17300, 0, 0, 14816, 0, 6320, 0, 0, 26440, 0, -5120, 0, 0, -22808, 0, 33972, 0, 0, -1400, 0, 2240, 0, 0, -30430, 0, -36382, 0, 0, 15960, 0, -3296, 0, 0, -38630, 0, 22240, 0, 0, -768, 0, -3128, 0, 0, 1726, 0, 14384, 0, 0, -19716, 0, 3520, 0, 0, 32300, 0, 38520, 0, 0, -11528, 0, -24552, 0, 0, -1058, 0, 1632, 0, 0, 9200, 0, 44448, 0, 0, 18972, 0, 35482, 0, 0, -25600, 0, 9120, 0, 0, 3288, 0, -34300, 0, 0, 22916, 0, -200, 0, 0, 10032, 0, 27200, 0, 0, 14280, 0, 456, 0, 0, 7092, 0, -12320, 0, 0, -3040, 0, -1792, 0, 0, -1350, 0, 576, 0, 0, 43152, 0, 28192, 0, 0, 14420, 0, -12210, 0, 0, 19720, 0, -6576, 0, 0, 25840, 0, -27670, 0, 0, -11912, 0, -6200, 0, 0, -19600, 0, 40698, 0, 0, 15488, 0, -13056, 0, 0, -31648, 0, 6670, 0, 0, 9120, 0, 10144, 0, 0, -47680, 0, 35704, 0, 0, 5736, 0, -16560, 0, 0, 1340, 0, 20648, 0, 0, -1472, 0, -22400, 0, 0, 27744, 0, 8240, 0, 0, -14080, 0, -3040, 0, 0, 43384, 0, 33004, 0, 0, 1728, 0, -2384, 0, 0, 16560, 0, 55896, 0, 0, -31184, 0, -8416, 0, 0, -15424, 0, -29400, 0, 0, 1120, 0, -19904, 0, 0, -47196, 0, -24280, 0, 0, -40272, 0, -58800, 0, 0, -43250, 0, -40048, 0, 0, -30464, 0, -42468, 0, 0, 9912, 0, 5288, 0, 0, -12800, 0, -2952, 0, 0, -5520, 0, -16704, 0, 0, -10960, 0, -3500, 0, 0, -41834, 0, -14080, 0, 0, 28816, 0, -7360, 0, 0, -30114, 0, -39900, 0, 0, 24720, 0, 53240, 0, 0, 6624, 0, -384, 0, 0, -55860, 0, 9280, 0, 0, 7820, 0, -60438, 0, 0, 35280, 0, 11248, 0, 0, -2244, 0, 49290, 0, 0, -704, 0, -46272, 0, 0, 13300, 0, 22780, 0, 0, -8928, 0, -28820, 0, 0, 61380, 0, -15232, 0, 0, 28476, 0, 8784, 0, 0, -57120, 0, 1840, 0, 0, -37040, 0, 23484, 0, 0, 20620, 0, -81386, 0, 0, -40528, 0, -12800, 0, 0, 1824, 0, -27868, 0, 0, -50112, 0, -13056, 0, 0, 79180, 0, -57290, 0, 0, -500, 0, 19040, 0, 0, 28632, 0, 71272, 0, 0, -29408, 0, -2856, 0, 0, -1140, 0, -13708, 0, 0, -26304, 0, 19872, 0, 0, 52202, 0, 7600, 0, 0, 46400, 0, 21256, 0, 0, 89896, 0, -105564, 0, 0, -6440, 0, -35960, 0, 0, -70480, 0, 91920, 0, 0, 36480, 0, 11988, 0, 0, 4176, 0, -45628, 0, 0, -16440, 0, -6144, 0, 0, -50470, 0, 66240, 0, 0, -45696, 0, -29780, 0, 0, -1240, 0, -47380, 0, 0, 15696, 0, -28896, 0, 0, 60088, 0, -38720, 0, 0, 10880, 0, -38464, 0, 0, 79410, 0, 39060, 0, 0, 31304, 0, 5472, 0, 0, -25360, 0, -50584, 0, 0, -13056, 0, -11968, 0, 0, -102486, 0, -14340, 0, 0, 3312, 0, -21880, 0, 0, 24896, 0, -38364, 0, 0, -53680, 0, -3680, 0, 0, 56000, 0, 23420, 0, 0, -37068, 0, -26304, 0, 0, 31280, 0, -2816, 0, 0, 22800, 0, 78400, 0, 0, -4048, 0, -8576, 0, 0, -10720, 0, -1440, 0, 0, 86420, 0], 'weight': 4, '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], [0.0, -0.7071067811865476], [0.0, 0.9622504486493763], [0.5, 0.0], [0.0, 0.0], [0.6804138174397717, 0.0], [0.0, -0.4319593977248311], [0.0, -1.0606601717798212], [0.07407407407407407, 0.0], [0.0, 0.0], [0.931944155967633, 0.0], [0.0, 0.4811252243246881], [0.0, 1.2160735071091562], [-0.305441419328485, 0.0], [0.0, 0.0], [-0.25, 0.0], [0.0, -1.1413441178180375], [0.0, -0.05237828008789241], [0.8452158616283855, 0.0], [0.0, 0.0], [0.4156531242590331, 0.0], [0.0, -0.6589840323718869], [0.0, -0.20851441405707477], [1.0206207261596576, 0.0], [0.0, 0.0], [0.8598938232981915, 0.0], [0.0, 1.0335282596604412], [0.0, -0.21597969886241555], [-1.568805443219921, 0.0], [0.0, 0.0], [0.5967531002825102, 0.0], [0.0, -0.8838834764831844], [0.0, 0.8967636821960192], [-0.8070521653765121, 0.0], [0.0, 0.0], [0.037037037037037035, 0.0], [0.0, -1.324078330189094], [0.0, -0.597657867323862], [-1.170167277806406, 0.0], [0.0, 0.0], [0.3618660336443311, 0.0], [0.0, -0.29391114278493696], [0.0, -0.3120900974248654], [0.4659720779838165, 0.0], [0.0, 0.0], [-0.14744195615489714, 0.0], [0.0, -1.1079532332925182], [0.0, -0.24056261216234406], [0.8134110787172012, 0.0], [0.0, 0.0], [1.0982588894337333, 0.0], [0.0, 0.6080367535545781], [0.0, 1.0729674240520237], [0.7308148409538289, 0.0], [0.0, 0.0], [-0.4581621289927275, 0.0], [0.0, 0.8133093420574831], [0.0, 1.1093129672631734], [0.9002894183080702, 0.0], [0.0, 0.0], [1.7253494312268933, 0.0], [0.0, -0.4219681639038588], [0.0, -0.031996992424061566], [-0.875, 0.0], [0.0, 0.0], [0.6341076808026231, 0.0], [0.0, 1.688491126476696], [0.0, -0.5706720589090187], [0.200643088476282, 0.0], [0.0, 0.0], [0.5599603598520294, 0.0], [0.0, -0.07856742013183861], [0.0, 1.441369744237279], [-0.9362647660988688, 0.0], [0.0, 0.0], [0.42260793081419273, 0.0], [0.0, -0.40256203632495485], [0.0, 0.8274332172595122], [1.8827420316762071, 0.0], [0.0, 0.0], [-0.9204389574759945, 0.0], [0.0, -0.2558779262709859], [0.0, 0.047608594694323526], [0.20782656212951656, 0.0], [0.0, 0.0], [-0.22068102423029257, 0.0], [0.0, -1.5095837415819524], [0.0, -0.9884760485578302], [0.5478640728122759, 0.0], [0.0, 0.0], [0.5252943797199943, 0.0], [0.0, -0.10425720702853739], [0.0, 0.5742259384797517], [-0.7834412444987006, 0.0], [0.0, 0.0], [0.8505172717997146, 0.0], [0.0, -1.0090656733905246], [0.0, -0.5751684896531976], [0.0690329004420469, 0.0], [0.0, 0.0], [-0.30540745442088774, 0.0], [0.0, -0.7765863082169995], [0.0, -0.9987221033043904], [1.2898407349472873, 0.0], [0.0, 0.0], [0.7587025415394478, 0.0], [0.0, 0.3740457069765465], [0.0, 0.5167641298302206], [-0.6186327566932941, 0.0], [0.0, 0.0], [1.2740949672713726, 0.0], [0.0, 0.10798984943120778], [0.0, -0.7925365192045881], [0.5750965509712156, 0.0], [0.0, 0.0], [-0.7844027216099605, 0.0], [0.0, 0.09007951904512268], [0.0, -0.6366007527161287], [-0.4930143177294582, 0.0], [0.0, 0.0], [-0.13148009015777612, 0.0], [0.0, -1.2200062827368892], [0.0, 0.3482057532252279], [0.2983765501412551, 0.0], [0.0, 0.0], [-0.02262529032062852, 0.0], [0.0, 0.18236224327370526], [0.0, -0.2651650429449553], [0.3003088362661043, 0.0], [0.0, 0.0], [-0.9610744623271418, 0.0], [0.0, 0.4483818410980096], [0.0, -0.3650989345364716], [1.1939435255049842, 0.0], [0.0, 0.0], [-1.2105782480647682, 0.0], [0.0, 0.9703507411731971], [0.0, -0.14187608845979144], [-0.015255196576977895, 0.0], [0.0, 0.0], [1.0661284958182526, 0.0], [0.0, -0.39595176764702933], [0.0, 1.133312598177442], [-0.018518518518518517, 0.0], [0.0, 0.0], [1.0192023203472997, 0.0], [0.0, 0.7827051754319999], [0.0, -0.662039165094547], [-0.4519521064876854, 0.0], [0.0, 0.0], [-0.8024708709339446, 0.0], [0.0, -0.8964868009857929], [0.0, -0.08454400872726203], [-0.28465434573364085, 0.0], [0.0, 0.0], [-0.585083638903203, 0.0], [0.0, -0.32126809616785806], [0.0, -1.3312996578231837], [-1.0324633851802254, 0.0], [0.0, 0.0], [-0.09006976071304007, 0.0], [0.0, 0.6508486284995519], [0.0, 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-0.20177744158690064, -0.3848456190125783, -0.22104413859917127, -0.47506274813373295, -0.40655484563147465, 0.09012385878388256, -0.17568619800629365, -0.08439377927253734, 0.1599755391584314, -0.20483605058793536, 0.12808626036245543, -0.054769194115869474, 0.0037889294764831246, -0.2058378316092946, -0.41583237240977816, -0.2743990115638089, -0.4167840652410355, 0.02994192241507507, -0.3000501030969053, -0.4351525120370491, 0.014532110517240791, -0.32977915362705756, 0.0806221190277609, -0.2512139817433544, -0.28627855620417403, -0.3157095396105621, -0.4743230540446056, 0.13050176823793216, -0.413846875149096, -0.3744046984503048, -0.26227347369259535, -0.2953831200729373, -0.09263803134452102, 0.0040071336328211795, 0.035432346327132165, -0.21867285213557075, -0.35235335035416304, -0.46000800488062094, 0.07071008491079088, -0.33724879529273327, 0.10401920791308039, -0.31033995492464217, -0.42703589222882354, -0.41911467033720173, -0.3979461395991138, -0.37217318642853403, 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-0.16327005154903246, -0.49694568770419695, 0.017481626863264203, -0.07917499728361518, -0.4468914675546695, 0.025567150852850492, 0.10239914365324311, -0.3208810972295028, -0.15936226356951053, -0.12634211865433287, 0.04911264365413382, -0.32217340649997955, 0.096490822080188, 0.0386643073847472, -0.3599847908186933, -0.219006789889371, 0.1432871949309501, 0.05830102962662965, -0.2609465406728366, 0.07608630379347273], 'char_orbit_index': 2, 'conrey_index': 24, 'dual_conrey_index': 24, 'dual_embedding_index': 2, 'dual_embedding_m': 2, 'embedding_index': 1, 'embedding_m': 1, 'embedding_root_imag': -1.0, 'embedding_root_real': 0.0, 'hecke_orbit': 2, 'hecke_orbit_code': 4503668413956671, 'label': '575.4.b.b.24.1', 'level': 575, '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

  
  {'Nk2': 9200, 'analytic_conductor': 33.92609825330085, 'char_conductor': 5, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [575, 2, [277, 51], [1, 2]], 'conrey_index': 24, 'cusp_dim': 174, 'dim': 98, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 3], 'hecke_orbit_code': 68786586175, 'hecke_orbit_dims': [2, 2, 2, 2, 2, 4, 8, 10, 10, 14, 16, 26], 'label': '575.4.b', 'level': 575, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [5, 23], 'level_radical': 115, 'mf_dim': 186, 'mf_new_dim': 98, 'num_forms': 12, 'prim_orbit_index': 2, 'relative_dim': 98, 'sturm_bound': 240, 'trace_bound': 6, 'trace_display': [0, 0, 0, 0], 'traces': [98, 0, 0, -384, 0, -24, 0, 0, -910, 0, 16, 0, 0, -340, 0, 1728, 0, 0, 72, 0, -224, 0, 0, -476, 0, -208, 0, 0, 356, 0, 340, 0, 0, 72, 0, 3192, 0, 0, 656, 0, 176, 0, 0, 2692, 0, -184, 0, 0, -5794, 0, -1268, 0, 0, -608, 0, 3544, 0, 0, 972, 0, 1856, 0, 0, -10508, 0, 1540, 0, 0, 552, 0, -2076, 0, 0, -4296, 0, -2916, 0, 0, -2224, 0, 5810, 0, 0, 4020, 0, 10216, 0, 0, -5120, 0, 1280, 0, 0, 2524, 0, -3456, 0, 0, -556, 0, 124, 0, 0, 3748, 0, 2656, 0, 0, -5808, 0, 12480, 0, 0, -14864, 0, 5696, 0, 0, 7680, 0, 11198, 0, 0, -17140, 0, 17332, 0, 0, -5248, 0, 6932, 0, 0, -6356, 0, 880, 0, 0, -4816, 0, 14264, 0, 0, -9946, 0, -4442, 0, 0, -14968, 0, -16964, 0, 0, 14028, 0, -43082, 0, 0, 4536, 0, -4048, 0, 0, 10682, 0, -4736, 0, 0, -13054, 0, 19180, 0, 0, 28598, 0, -36024, 0, 0, 15336, 0, 5416, 0, 0, 2208, 0, -23158, 0, 0, 9168, 0, -8224, 0, 0, -2536, 0, -23284, 0, 0, 14696, 0, 26964, 0, 0, 53864, 0, -28104, 0, 0, 22740, 0, -6176, 0, 0, 7012, 0, 27946, 0, 0, -31332, 0, 17240, 0, 0, -5032, 0, 29348, 0, 0, -8592, 0, -4280, 0, 0, 1582, 0, -61672, 0, 0, 30908, 0, 3384, 0, 0, -1520, 0, -79160, 0, 0, -14708, 0, 18480, 0, 0, 10842, 0, 67840, 0, 0, -16448, 0, -37572, 0, 0, 57048, 0, -22516, 0, 0, -14932, 0, 16748, 0, 0, 48240, 0, -2070, 0, 0, -12260, 0, -14212, 0, 0, -25124, 0, 7928, 0, 0, -60170, 0, -76488, 0, 0, 131904, 0, -34060, 0, 0, 9568, 0, -28184, 0, 0, 42272, 0, -45368, 0, 0, 36248, 0, -55140, 0, 0, 16284, 0, 57768, 0, 0, -24656, 0, 82164, 0, 0, 106768, 0, 16874, 0, 0, -44336, 0, 55584, 0, 0, 12488, 0, -33452, 0, 0, -59500, 0, 58176, 0, 0, -31472, 0, 4532, 0, 0, -24404, 0, -27200, 0, 0, -47158, 0, 20464, 0, 0, 60608, 0, -8002, 0, 0, -89260, 0, 22676, 0, 0, 8316, 0, 21240, 0, 0, 12660, 0, 108216, 0, 0, 6080, 0, 24800, 0, 0, -34174, 0, -110952, 0, 0, -68864, 0, -13708, 0, 0, -59144, 0, -185784, 0, 0, -26184, 0, -25664, 0, 0, -38680, 0, -43960, 0, 0, 85128, 0, -16860, 0, 0, 8280, 0, -26834, 0, 0, 31224, 0, 48376, 0, 0, -73352, 0, -66852, 0, 0, -6048, 0, 120168, 0, 0, 146888, 0, 151740, 0, 0, -37028, 0, 89134, 0, 0, 11496, 0, -142408, 0, 0, -57920, 0, -27556, 0, 0, -76776, 0, 93832, 0, 0, -152492, 0, 89028, 0, 0, 98752, 0, -70416, 0, 0, -21480, 0, -39088, 0, 0, 54208, 0, -52816, 0, 0, -30968, 0, 57224, 0, 0, 20496, 0, 100922, 0, 0, -20364, 0, 99724, 0, 0, 43768, 0, 201772, 0, 0, 42052, 0, -73192, 0, 0, -154748, 0, -15088, 0, 0, 68980, 0, -40856, 0, 0, -172692, 0, 151984, 0, 0, -58456, 0, 39808, 0, 0, 31550, 0, -117556, 0, 0, -51842, 0, 95492, 0, 0, 133192, 0, 91512, 0, 0, -44312, 0, 3156, 0, 0, 49520, 0, 57740, 0, 0, 27112, 0, 175896, 0, 0, 118632, 0, -40528, 0, 0, -142328, 0, 183156, 0, 0, -229566, 0, 207728, 0, 0, -101784, 0, 90852, 0, 0, -308888, 0, -38416, 0, 0, -1192, 0, -164896, 0, 0, -161200, 0, 100720, 0, 0, 47720, 0, -164428, 0, 0, -136816, 0, 4400, 0, 0, 18420, 0, -68424, 0, 0, -7740, 0, 57782, 0, 0, 49592, 0, -40148, 0, 0, 67668, 0, -142204, 0, 0, -132716, 0, -17664, 0, 0, 252556, 0, -333440, 0, 0, 1728, 0, 78168, 0, 0, 105020, 0, -140192, 0, 0, 102840, 0, 37172, 0, 0, 54464, 0, 77852, 0, 0, 129448, 0, -110920, 0, 0, -81060, 0, 110436, 0, 0, 53296, 0, 155272, 0, 0, 284184, 0, 187980, 0, 0, 265616, 0, -121248, 0, 0, -330016, 0, -160496, 0, 0, -179736, 0, -25944, 0, 0, -170128, 0, 72000, 0, 0, -336240, 0, -172936, 0, 0, -89124, 0, -92626, 0, 0, 294864, 0, -10112, 0, 0, 337572, 0, 3272, 0, 0, -254968, 0, 40904, 0, 0, 499120, 0, 116120, 0, 0, 77168, 0, 46912, 0, 0, 70628, 0, 147764, 0, 0, -12202, 0, -174832, 0, 0, 243496, 0, -4048, 0, 0, 327132, 0, -150224, 0, 0, -71274, 0, -50188, 0, 0, -132632, 0, 139184, 0, 0, 109632, 0, -403820, 0, 0, 90712, 0, -124056, 0, 0, 467724, 0, 11328, 0, 0, -123496, 0, -112908, 0, 0, 46104, 0, 167304, 0, 0, 357052, 0, 103496, 0, 0, 498804, 0, -940, 0, 0, -305336, 0, -333512, 0, 0, -505122, 0, -102004, 0, 0, -46808, 0, 83004, 0, 0, -812424, 0, -175444, 0, 0, 15700, 0, -29292, 0, 0, 29400, 0, -523148, 0, 0, 598288, 0, -105316, 0, 0, -308680, 0, 167940, 0, 0, 42116, 0, -212484, 0, 0, -409872, 0, -158800, 0, 0, 299704, 0, 294206, 0, 0, -382084, 0, 159378, 0, 0, 86580, 0, -39192, 0, 0, 272808, 0, -118836, 0, 0, -194304, 0, -71200, 0, 0, -100016, 0, 200600, 0, 0, 341040, 0, -26912, 0, 0, 37352, 0, -159776, 0, 0, 392880, 0, -108716, 0, 0, -340912, 0, 306936, 0, 0, -220232, 0, -262872, 0, 0, 476916, 0, 364260, 0, 0, 487060, 0, 32728, 0, 0, -241460, 0, 362420, 0, 0, -223804, 0, -429408, 0, 0, -62680, 0, -49376, 0, 0, -449168, 0, 4972, 0, 0, -263752, 0, -182984, 0, 0, -353356, 0, 4848, 0, 0, 136228, 0, -65876, 0, 0, -23736, 0, 287424, 0, 0, 707152, 0, 20124, 0, 0, 189976, 0, -225192, 0, 0, 190968, 0, -489782, 0, 0, 91384, 0, 69322, 0, 0, -66548, 0, 32752, 0, 0, 474900, 0, -19024, 0, 0, -231732, 0, 263256, 0, 0, 158980, 0, -92392, 0, 0, 1243484, 0, -228396, 0, 0, 80684, 0, -223860, 0, 0, 159160, 0, 788772, 0, 0, -174400, 0], '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: 34585674
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 24, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503668413956671, 'source_is_minimal': False, 'source_label': '575.4.b.b.24.1', 'source_level': 575, 'target_conrey_index': 24, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503668413956671, 'target_is_minimal': False, 'target_label': '575.4.b.b.24.1', 'target_level': 575, 'twist_class_label': '23.4.a.a.1.1', 'twist_class_level': 23, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 4}
  • id: 34585675
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 24, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503668413956671, 'source_is_minimal': False, 'source_label': '575.4.b.b.24.1', 'source_level': 575, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 27021597831332415, 'target_is_minimal': False, 'target_label': '575.4.a.g.1.1', 'target_level': 575, 'twist_class_label': '23.4.a.a.1.1', 'twist_class_level': 23, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 4}
  • id: 34585676
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 24, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503668413956671, 'source_is_minimal': False, 'source_label': '575.4.b.b.24.1', 'source_level': 575, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 67108887, 'target_is_minimal': True, 'target_label': '23.4.a.a.1.1', 'target_level': 23, 'twist_class_label': '23.4.a.a.1.1', 'twist_class_level': 23, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 4}
  • id: 34585677
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 24, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503668413956671, 'source_is_minimal': False, 'source_label': '575.4.b.b.24.1', 'source_level': 575, 'target_conrey_index': 24, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 4503668413956671, 'target_is_minimal': False, 'target_label': '575.4.b.b.24.2', 'target_level': 575, 'twist_class_label': '23.4.a.a.1.1', 'twist_class_level': 23, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 4}
  • id: 34585678
    {'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 24, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503668413956671, 'source_is_minimal': False, 'source_label': '575.4.b.b.24.1', 'source_level': 575, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 67109071, 'target_is_minimal': False, 'target_label': '207.4.a.a.1.1', 'target_level': 207, 'twist_class_label': '23.4.a.a.1.1', 'twist_class_level': 23, 'twisting_char_label': '15.8', 'twisting_conrey_index': 8, 'weight': 4}
  • id: 34585679
    {'conductor': 20, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 24, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503668413956671, 'source_is_minimal': False, 'source_label': '575.4.b.b.24.1', 'source_level': 575, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13510798949220720, 'target_is_minimal': False, 'target_label': '368.4.a.d.1.1', 'target_level': 368, 'twist_class_label': '23.4.a.a.1.1', 'twist_class_level': 23, 'twisting_char_label': '20.3', 'twisting_conrey_index': 3, 'weight': 4}
  • id: 34585680
    {'conductor': 35, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 24, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503668413956671, 'source_is_minimal': False, 'source_label': '575.4.b.b.24.1', 'source_level': 575, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 67109991, 'target_is_minimal': False, 'target_label': '1127.4.a.a.1.1', 'target_level': 1127, 'twist_class_label': '23.4.a.a.1.1', 'twist_class_level': 23, 'twisting_char_label': '35.13', 'twisting_conrey_index': 13, 'weight': 4}
  • id: 34585681
    {'conductor': 40, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 24, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503668413956671, 'source_is_minimal': False, 'source_label': '575.4.b.b.24.1', 'source_level': 575, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007199321851328, 'target_is_minimal': False, 'target_label': '1472.4.a.c.1.1', 'target_level': 1472, 'twist_class_label': '23.4.a.a.1.1', 'twist_class_level': 23, 'twisting_char_label': '40.3', 'twisting_conrey_index': 3, 'weight': 4}
  • id: 34585682
    {'conductor': 40, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 24, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503668413956671, 'source_is_minimal': False, 'source_label': '575.4.b.b.24.1', 'source_level': 575, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 31525197458703808, 'target_is_minimal': False, 'target_label': '1472.4.a.h.1.1', 'target_level': 1472, 'twist_class_label': '23.4.a.a.1.1', 'twist_class_level': 23, 'twisting_char_label': '40.13', 'twisting_conrey_index': 13, 'weight': 4}
  • id: 34585683
    {'conductor': 115, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 24, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503668413956671, 'source_is_minimal': False, 'source_label': '575.4.b.b.24.1', 'source_level': 575, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 67109393, 'target_is_minimal': False, 'target_label': '529.4.a.a.1.1', 'target_level': 529, 'twist_class_label': '23.4.a.a.1.1', 'twist_class_level': 23, 'twisting_char_label': '115.68', 'twisting_conrey_index': 68, 'weight': 4}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 1067125
    {'charpoly_factorization': [[[4, 0, 1], 1]], 'hecke_orbit_code': 4503668413956671, 'p': 2}
  • id: 1067126
    {'charpoly_factorization': [[[25, 0, 1], 1]], 'hecke_orbit_code': 4503668413956671, 'p': 3}
  • id: 1067127
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 4503668413956671, 'p': 5}
  • id: 1067128
    {'charpoly_factorization': [[[64, 0, 1], 1]], 'hecke_orbit_code': 4503668413956671, 'p': 7}
  • id: 1067129
    {'charpoly_factorization': [[[-34, 1], 2]], 'hecke_orbit_code': 4503668413956671, 'p': 11}
  • id: 1067130
    {'charpoly_factorization': [[[3249, 0, 1], 1]], 'hecke_orbit_code': 4503668413956671, 'p': 13}
  • id: 1067131
    {'charpoly_factorization': [[[6400, 0, 1], 1]], 'hecke_orbit_code': 4503668413956671, 'p': 17}
  • id: 1067132
    {'charpoly_factorization': [[[-70, 1], 2]], 'hecke_orbit_code': 4503668413956671, 'p': 19}
  • id: 1067133
    {'charpoly_factorization': [[[529, 0, 1], 1]], 'hecke_orbit_code': 4503668413956671, 'p': 23}
  • id: 1067134
    {'charpoly_factorization': [[[245, 1], 2]], 'hecke_orbit_code': 4503668413956671, 'p': 29}
  • id: 1067135
    {'charpoly_factorization': [[[-103, 1], 2]], 'hecke_orbit_code': 4503668413956671, 'p': 31}
  • id: 1067136
    {'charpoly_factorization': [[[88804, 0, 1], 1]], 'hecke_orbit_code': 4503668413956671, 'p': 37}
  • id: 1067137
    {'charpoly_factorization': [[[-95, 1], 2]], 'hecke_orbit_code': 4503668413956671, 'p': 41}
  • id: 1067138
    {'charpoly_factorization': [[[7744, 0, 1], 1]], 'hecke_orbit_code': 4503668413956671, 'p': 43}
  • id: 1067139
    {'charpoly_factorization': [[[127449, 0, 1], 1]], 'hecke_orbit_code': 4503668413956671, 'p': 47}
  • id: 1067140
    {'charpoly_factorization': [[[171396, 0, 1], 1]], 'hecke_orbit_code': 4503668413956671, 'p': 53}
  • id: 1067141
    {'charpoly_factorization': [[[-408, 1], 2]], 'hecke_orbit_code': 4503668413956671, 'p': 59}
  • id: 1067142
    {'charpoly_factorization': [[[-822, 1], 2]], 'hecke_orbit_code': 4503668413956671, 'p': 61}
  • id: 1067143
    {'charpoly_factorization': [[[857476, 0, 1], 1]], 'hecke_orbit_code': 4503668413956671, 'p': 67}
  • id: 1067144
    {'charpoly_factorization': [[[-335, 1], 2]], 'hecke_orbit_code': 4503668413956671, 'p': 71}
  • id: 1067145
    {'charpoly_factorization': [[[808201, 0, 1], 1]], 'hecke_orbit_code': 4503668413956671, 'p': 73}
  • id: 1067146
    {'charpoly_factorization': [[[-1322, 1], 2]], 'hecke_orbit_code': 4503668413956671, 'p': 79}
  • id: 1067147
    {'charpoly_factorization': [[[1296, 0, 1], 1]], 'hecke_orbit_code': 4503668413956671, 'p': 83}
  • id: 1067148
    {'charpoly_factorization': [[[-460, 1], 2]], 'hecke_orbit_code': 4503668413956671, 'p': 89}
  • id: 1067149
    {'charpoly_factorization': [[[929296, 0, 1], 1]], 'hecke_orbit_code': 4503668413956671, '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': 2, 'hecke_orbit': 2, 'label': '575.4.b.b', 'level': 575, 'portrait': 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', 'weight': 4}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 20581152
    {'hecke_orbit_code': 4503668413956671, 'n': 1, 'trace_an': 2}
  • id: 20581153
    {'hecke_orbit_code': 4503668413956671, 'n': 2, 'trace_an': 0}
  • id: 20581154
    {'hecke_orbit_code': 4503668413956671, 'n': 3, 'trace_an': 0}
  • id: 20581155
    {'hecke_orbit_code': 4503668413956671, 'n': 4, 'trace_an': 8}
  • id: 20581156
    {'hecke_orbit_code': 4503668413956671, 'n': 5, 'trace_an': 0}
  • id: 20581157
    {'hecke_orbit_code': 4503668413956671, 'n': 6, 'trace_an': 20}
  • id: 20581158
    {'hecke_orbit_code': 4503668413956671, 'n': 7, 'trace_an': 0}
  • id: 20581159
    {'hecke_orbit_code': 4503668413956671, 'n': 8, 'trace_an': 0}
  • id: 20581160
    {'hecke_orbit_code': 4503668413956671, 'n': 9, 'trace_an': 4}
  • id: 20581161
    {'hecke_orbit_code': 4503668413956671, 'n': 10, 'trace_an': 0}
  • id: 20581162
    {'hecke_orbit_code': 4503668413956671, 'n': 11, 'trace_an': 68}
  • id: 20581163
    {'hecke_orbit_code': 4503668413956671, 'n': 12, 'trace_an': 0}
  • id: 20581164
    {'hecke_orbit_code': 4503668413956671, 'n': 13, 'trace_an': 0}
  • id: 20581165
    {'hecke_orbit_code': 4503668413956671, 'n': 14, 'trace_an': -32}
  • id: 20581166
    {'hecke_orbit_code': 4503668413956671, 'n': 15, 'trace_an': 0}
  • id: 20581167
    {'hecke_orbit_code': 4503668413956671, 'n': 16, 'trace_an': -32}
  • id: 20581168
    {'hecke_orbit_code': 4503668413956671, 'n': 17, 'trace_an': 0}
  • id: 20581169
    {'hecke_orbit_code': 4503668413956671, 'n': 18, 'trace_an': 0}
  • id: 20581170
    {'hecke_orbit_code': 4503668413956671, 'n': 19, 'trace_an': 140}
  • id: 20581171
    {'hecke_orbit_code': 4503668413956671, 'n': 20, 'trace_an': 0}
  • id: 20581172
    {'hecke_orbit_code': 4503668413956671, 'n': 21, 'trace_an': 80}
  • id: 20581173
    {'hecke_orbit_code': 4503668413956671, 'n': 22, 'trace_an': 0}
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  • id: 20581374
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  • id: 20581375
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  • id: 20581376
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  • id: 20581377
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  • id: 20581378
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  • id: 20581379
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  • id: 20581380
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  • id: 20581381
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  • id: 20581382
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  • id: 20581383
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  • id: 20581384
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  • id: 20581385
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  • id: 20581386
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  • id: 20581387
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  • id: 20581388
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  • id: 20581389
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  • id: 20581390
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  • id: 20581391
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  • id: 20581392
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  • id: 20581393
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  • id: 20581394
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  • id: 20581395
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  • id: 20581396
    {'hecke_orbit_code': 4503668413956671, 'n': 911, 'trace_an': -47380}
  • id: 20581397
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  • id: 20581398
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  • id: 20581399
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  • id: 20581400
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  • id: 20581401
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  • id: 20581402
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  • id: 20581403
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  • id: 20581404
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  • id: 20581405
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  • id: 20581406
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  • id: 20581407
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  • id: 20581408
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  • id: 20581409
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