Newform data - 74.6.a.b

Formats: - HTML - YAML - JSON - 2025-03-12T11:13:47.452370

• 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': 2664, 'analytic_conductor': 11.868402666160566, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [37, -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': [74, 1, [39], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [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, [-7, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599728033866, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '74.6.a.b', 'level': 74, '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': True, 'level_primes': [2, 37], 'level_radical': 74, 'minimal_twist': '74.6.a.b', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+4q^{2}+7q^{3}+2^{4}q^{4}-84q^{5}+28q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '74.6.a', 'trace_display': [4, 7, -84, -139], 'trace_hash': 1276215157292686224, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.018', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.019', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.926', 'prec': 17}], 'trace_zratio': 0, 'traces': [1, 4, 7, 16, -84, 28, -139, 64, -194, -336, -147, 112, -280, -556, -588, 256, 978, -776, 1154, -1344, -973, -588, -1158, 448, 3931, -1120, -3059, -2224, -3198, -2352, -5932, 1024, -1029, 3912, 11676, -3104, 1369, 4616, -1960, -5376, 10023, -3892, -4036, -2352, 16296, -4632, -11631, 1792, 2514, 15724, 6846, -4480, 11193, -12236, 12348, -8896, 8078, -12792, 24660, -9408, -13360, -23728, 26966, 4096, 23520, -4116, -32860, 15648, -8106, 46704, 60123, -12416, 41915, 5476, 27517, 18464, 20433, -7840, -60898, -21504, 25729, 40092, -80169, -15568, -82152, -16144, -22386, -9408, -131358, 65184, 38920, -18528, -41524, -46524, -96936, 7168, -122872, 10056, 28518, 62896, -188265, 27384, 165248, -17920, 81732, 44772, 100812, -48944, -66058, 49392, 9583, -35584, -122742, 32312, 97272, -51168, 54320, 98640, -135942, -37632, -139442, -53440, 70161, -94912, -67704, 107864, -159469, 16384, -28252, 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4506320, 4298112, 11143491, -3440416, -1645371, 2682560, -4562880, 1011192, 4594950, 281568, -6845528, -8285760, -5370771, 350464, -14115933, 1798692, 11419128, 7925808, -4568494, 1296960, 2445855, 1761088, -14397034, 2244016, 6374840, -2076544, 11713128, -5271420, -9280378, 1181696, 3111654, 4488960, 3256680, -3035712, 6786011, -6912604, -5893524, 1307712, 13168881, 4626944, 5842013, 7972608, 3542322, -4390200, 18258762, -501760, -6597239, 5812544, -1187466, -4447888, 1338882, -9060576, -9406186, -3897472, -3884461, 170904, 13395396, 1253616, -703920, 1880424, -11663862, -1376256, -13609833, 2822736, 20364506, 2575392, 2373168, 4514448, -8698470, 1646656, -3625020, -4402720, 5771836, 4089920, 10878540, -1849624, -152712, 2565888, -8131510, 6466836, -10472589, 1382976, 14392862, -9594520, -1916880, -5130816, 13474104, -1062344, 3703284, -4935648, -8558389, 11040960, 1963920, -996352, 2284511, -3149572, -12024929, -4686288, 3914529, -3436776, 17079208, -5257728, 2695896, 3488016, 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-12510576, 11316963, -5169920, 4673688, -9582048, -51844552, -6074368, -16790410, -33428388, 54821928, -8978928, -31044442, 10010912, -4187771, -4333056], 'weight': 6, 'weight_parity': 1}
• 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], [4], [7], [16], [-84], [28], [-139], [64], [-194], [-336], [-147], [112], [-280], [-556], [-588], [256], [978], [-776], [1154], [-1344], [-973], [-588], [-1158], [448], [3931], [-1120], [-3059], [-2224], [-3198], [-2352], [-5932], [1024], [-1029], [3912], [11676], [-3104], [1369], [4616], [-1960], [-5376], [10023], [-3892], [-4036], [-2352], [16296], [-4632], [-11631], [1792], [2514], [15724], [6846], [-4480], [11193], [-12236], [12348], [-8896], [8078], [-12792], [24660], [-9408], [-13360], [-23728], [26966], [4096], [23520], [-4116], [-32860], [15648], [-8106], [46704], [60123], [-12416], [41915], [5476], [27517], [18464], [20433], [-7840], [-60898], [-21504], [25729], [40092], [-80169], [-15568], [-82152], [-16144], [-22386], [-9408], [-131358], [65184], [38920], [-18528], [-41524], [-46524], [-96936], [7168], [-122872], [10056], [28518], [62896]], 'ap': [[4], [7], [-84], [-139], [-147], [-280], [978], [1154], [-1158], [-3198], [-5932], [1369], [10023], [-4036], [-11631], [11193], [24660], [-13360], [-32860], [60123], [41915], [-60898], [-80169], [-131358], [-122872], [-188265], [165248], [100812], [-66058], [-122742], [-159469], [1818], [368178], [138788], [495363], [-129784], [-277993], [255620], [-308478], [-314691], [717894], [-493603], [890376], [643760], [-767253], [-652642], [-554923], [-1222627], [385128], [834299], [-1324746], [1640214], [-1031746], [1501236], [126288], [1069749], [-680130], [984575], [1760000], [-102264], [-188740], [252798], [-1728151], [-1097550], [1453136], [42726], [-2398630], [-787393], [-275118], [-952402], [3272394], [747351], [-4083592], [1578977], [2698661], [2396508], [2497140], [4785743], [-1462236], [-76780], [286677], [-3455806], [-5924976], [889733], [-2887708], [-1208289], [4584270], [2168384], [-2197536], [1599002], [2986758], [-2177898], [-7870606], [2033940], [2502728], [-3533214], [-8398359], [-10075893], [6176396], [-7890892], [-30892], [1668210], [3533304], [2923260], [3163409], [-8927710], [4594950], [-14115933], [2445855], [-14397034], [-9280378], [6786011], [13168881], [5842013], [-9406186], [-13609833], [20364506], [-8698470], [10878540], [-10472589], [14392862], [2284511], [3914529], [22230204], [8014100], [-17231232], [3377606], [-7432923], [12818822], [8751599], [11569277], [22107903], [-16505317], [13536650], [-7405551], [-26162542], [-5906121], [-14681215], [-28122876], [-24421866], [-5686891], [-28372527], [-21248776], [-32794926], [-35543284], [-4543944], [1823882], [-3784242], [21331214], [4097328], [18225602], [11160066], [25985684], [8837247], [6352808], [17506860], [33425912], [-45336618], [-31211719], [-9860346], [-11157846], [240981], [43278038], [-45112116], [-20873700], [24093543], [-51844552], [-31044442]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 4503599728033866, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '74.6.a.b', 'level': 74, 'maxp': 997, 'weight': 6}
• mf_newspaces •

  Column	Type
  ALdims	integer[]
  Nk2	integer
  a4_dim	integer
  a5_dim	integer
  analytic_conductor	double precision
  char_conductor	integer
  char_degree	integer
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  conrey_index	integer
  cusp_dim	integer
  dihedral_dim	integer
  dim	integer
  eis_dim	integer
  eis_new_dim	integer
  hecke_cutter_primes	integer[]
  hecke_orbit_code	bigint
  hecke_orbit_dims	integer[]
  label	text
  level	integer
  level_is_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  mf_dim	integer
  mf_new_dim	integer
  num_forms	smallint
  plus_dim	integer
  prim_orbit_index	smallint
  relative_dim	integer
  s4_dim	integer
  sturm_bound	integer
  trace_bound	integer
  trace_display	numeric[]
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'ALdims': [3, 5, 5, 2], 'Nk2': 2664, 'analytic_conductor': 11.868402666160566, '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': [74, 1, [39], [1]], 'conrey_index': 1, 'cusp_dim': 45, 'dim': 15, 'eis_dim': 4, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 100663370, 'hecke_orbit_dims': [1, 1, 3, 5, 5], 'label': '74.6.a', 'level': 74, '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': True, 'level_primes': [2, 37], 'level_radical': 74, 'mf_dim': 49, 'mf_new_dim': 15, 'num_forms': 5, 'plus_dim': 5, 'prim_orbit_index': 1, 'relative_dim': 15, 'sturm_bound': 57, 'trace_bound': 3, 'trace_display': [-4, 22, -94, 312], 'traces': [15, -4, 22, 240, -94, 0, 312, -64, 1177, 496, 262, 352, -982, -880, 728, 3840, 2178, -1620, 1896, -1504, 7716, 1888, 3588, 0, 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19808992, -17844560, 11225088, 9651036, 25402936, -39311096, -24021120, 9454844, 49353088, 14615732, -9322496, 32375656, -48835264, 9983644, 17547680, -21424600, 17707696, -35571872, -179072, 35225844, -11839560, 35123954, 38763968, -52820894, 23307624, 8301616, 1073152, -299048, 3454792, -25709120, 17804096, 11572138, -52438608, 2444924, 20353920, 19469808, 72273664, 38774754, 7848256, 71607032, 47391424, -26953600, 2085376, 29768956, -46736372, -32361844, 7250912, 47265454, -56174352, 97154052, 11384576, -60049487, -71991512, -38634640, 11954304, -5940182, -78688736, 19584600, -4392960, -83408098, 17044824, 49044854, -4380800, -7324764, -44262944, 20594520, -7555328, -61357804, -22678392, -8715532, 47316288, 90568804, 43422744, -27432296, -14142464, -49049644, -44484400, 18052924, 40974848, 72723210, -62103584, -25257004, 33733632, 43105108, 12735984, 96546728, -37321920, -105748688, 77385648, 46829528, 1441792, -13848090, 8252624, -20888388, 13855712, 97834270, 67927152, 36646476, 6192768, 23700128, 6497552, 7125172, -6738784, -49080348, 96813792, 30399460, 9570048, -27408396, 11255008, -3495612, 21617504, -70001896, 83147392, 9582400, 17233152, -27973040, 13514856, 76211884, -22862976, 48168226, -81073632, 76876056, -7830528, 55557546, -22562712, -97957946, -22996096, 44526424, -31926848, 47767440, -3417728, -1547610, -78806696, -29370386, 27998464, -22235132, -3975576, 1547392, -23687168, 60870376, -38300872, -147291884, 17339712, -35942246, 24575072, -38988744, 25183360, 45061350, -28128384, -209209344, -16066496, -5404670, 98450432, 73519408, -4022272, 104520314, -27014400, -36399370, 10851840, 170813944, -85436544, -35037936, 29983744, -16999225, 28176896, -35271936, -5261920, -100343242, 36471632, 112307084, 12901888, -5755672, 34838856, 7105110, -31721792, -29878966, -44896208, -189291468, -2768384, 18866622, -100167256, -31884172, -2920256, -47565268, 96927984, -115357804, -3293184, 144839856, 40251896, 3454610, 35843904, 45474048, -42440816, -58465640, -27322240, 63742914, -10935920, -7165716, -12504000, 50210686, -74952552, -56282924, -14351360, -4608096, -203145588, -34563080, -42768000, -150599732, 28418144, 114847528, -4731264, 77481104, -68424320, -8017840, -13480704, -105158280, 74508544, -66621908, -3604480, -120071968, 3054456, -33432768, -11086960, -154493604, -70661312, -8661384, 38998656, 68156040, -170803376, 89209460, 25047360, -46044082, -15529872, 221805448, -19905536, -147864016, 82625016, -75075038, 80341216, -114973360, -26689840, 67730768, -5963776, 131658274, 91497448, 110630952, 27391104, 36778185, 24989464, -42129840, -413696, -154743000, 114673408, 133938104, -91709248, -183405096, 7344016, 49450348, 86428672, -88030408, 98586256, 62670344, 76205632, 4708986, 140204096, 22418476, -6923264, -43887972, -129213168, 61727032, -9886208, 131311724, 15503920, -5177960, -31859712, -101635244, -94714024, 62253262, -107668800, 817240, -100570328, -88381316, 2981888, 91165781, -12956216, 148242178, -25912672, 130202716, -96481648, -101312172, 1519808, 203844608, 90298064, -90099782, 27392640, 82507276, -69481936, -315669028, -7540224, 48282266, 301653488, 195718572, -82525792, 163540730, 39974304, 208087912, -19886848, 162542668, -110346320, -328740072, 62237312, -135984436, 257325960, -11979708, -13080576, 53080344, 23239776, 157796704, 92926208, -24383774, 41053072, 29537544, 5791488], 'weight': 6, '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: 63396
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '74.6.a.b', 'source_level': 74, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '74.6.a.b', 'target_level': 74, 'twist_class_label': '74.6.a.b', 'twist_class_level': 74, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
  • id: 63397
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '74.6.a.b', 'source_level': 74, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '592.6.a.a', 'target_level': 592, 'twist_class_label': '74.6.a.b', 'twist_class_level': 74, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 63398
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '74.6.a.b', 'source_level': 74, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '666.6.a.b', 'target_level': 666, 'twist_class_label': '74.6.a.b', 'twist_class_level': 74, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 230100
    {'charpoly_factorization': [[[-4, 1], 1]], 'hecke_orbit_code': 4503599728033866, 'p': 2}
  • id: 230101
    {'charpoly_factorization': [[[-7, 1], 1]], 'hecke_orbit_code': 4503599728033866, 'p': 3}
  • id: 230102
    {'charpoly_factorization': [[[84, 1], 1]], 'hecke_orbit_code': 4503599728033866, 'p': 5}
  • id: 230103
    {'charpoly_factorization': [[[139, 1], 1]], 'hecke_orbit_code': 4503599728033866, 'p': 7}
  • id: 230104
    {'charpoly_factorization': [[[147, 1], 1]], 'hecke_orbit_code': 4503599728033866, 'p': 11}
  • id: 230105
    {'charpoly_factorization': [[[280, 1], 1]], 'hecke_orbit_code': 4503599728033866, 'p': 13}
  • id: 230106
    {'charpoly_factorization': [[[-978, 1], 1]], 'hecke_orbit_code': 4503599728033866, 'p': 17}
  • id: 230107
    {'charpoly_factorization': [[[-1154, 1], 1]], 'hecke_orbit_code': 4503599728033866, 'p': 19}
  • id: 230108
    {'charpoly_factorization': [[[1158, 1], 1]], 'hecke_orbit_code': 4503599728033866, 'p': 23}
  • id: 230109
    {'charpoly_factorization': [[[3198, 1], 1]], 'hecke_orbit_code': 4503599728033866, 'p': 29}
  • id: 230110
    {'charpoly_factorization': [[[5932, 1], 1]], 'hecke_orbit_code': 4503599728033866, 'p': 31}
  • id: 230111
    {'charpoly_factorization': [[[-1369, 1], 1]], 'hecke_orbit_code': 4503599728033866, 'p': 37}
  • id: 230112
    {'charpoly_factorization': [[[-10023, 1], 1]], 'hecke_orbit_code': 4503599728033866, 'p': 41}
  • id: 230113
    {'charpoly_factorization': [[[4036, 1], 1]], 'hecke_orbit_code': 4503599728033866, 'p': 43}
  • id: 230114
    {'charpoly_factorization': [[[11631, 1], 1]], 'hecke_orbit_code': 4503599728033866, 'p': 47}
  • id: 230115
    {'charpoly_factorization': [[[-11193, 1], 1]], 'hecke_orbit_code': 4503599728033866, 'p': 53}
  • id: 230116
    {'charpoly_factorization': [[[-24660, 1], 1]], 'hecke_orbit_code': 4503599728033866, 'p': 59}
  • id: 230117
    {'charpoly_factorization': [[[13360, 1], 1]], 'hecke_orbit_code': 4503599728033866, 'p': 61}
  • id: 230118
    {'charpoly_factorization': [[[32860, 1], 1]], 'hecke_orbit_code': 4503599728033866, 'p': 67}
  • id: 230119
    {'charpoly_factorization': [[[-60123, 1], 1]], 'hecke_orbit_code': 4503599728033866, 'p': 71}
  • id: 230120
    {'charpoly_factorization': [[[-41915, 1], 1]], 'hecke_orbit_code': 4503599728033866, 'p': 73}
  • id: 230121
    {'charpoly_factorization': [[[60898, 1], 1]], 'hecke_orbit_code': 4503599728033866, 'p': 79}
  • id: 230122
    {'charpoly_factorization': [[[80169, 1], 1]], 'hecke_orbit_code': 4503599728033866, 'p': 83}
  • id: 230123
    {'charpoly_factorization': [[[131358, 1], 1]], 'hecke_orbit_code': 4503599728033866, 'p': 89}
  • id: 230124
    {'charpoly_factorization': [[[122872, 1], 1]], 'hecke_orbit_code': 4503599728033866, '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': 2, 'label': '74.6.a.b', 'level': 74, 'portrait': 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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 19255380
    {'hecke_orbit_code': 4503599728033866, 'n': 1, 'trace_an': 1}
  • id: 19255381
    {'hecke_orbit_code': 4503599728033866, 'n': 2, 'trace_an': 4}
  • id: 19255382
    {'hecke_orbit_code': 4503599728033866, 'n': 3, 'trace_an': 7}
  • id: 19255383
    {'hecke_orbit_code': 4503599728033866, 'n': 4, 'trace_an': 16}
  • id: 19255384
    {'hecke_orbit_code': 4503599728033866, 'n': 5, 'trace_an': -84}
  • id: 19255385
    {'hecke_orbit_code': 4503599728033866, 'n': 6, 'trace_an': 28}
  • id: 19255386
    {'hecke_orbit_code': 4503599728033866, 'n': 7, 'trace_an': -139}
  • id: 19255387
    {'hecke_orbit_code': 4503599728033866, 'n': 8, 'trace_an': 64}
  • id: 19255388
    {'hecke_orbit_code': 4503599728033866, 'n': 9, 'trace_an': -194}
  • id: 19255389
    {'hecke_orbit_code': 4503599728033866, 'n': 10, 'trace_an': -336}
  • id: 19255390
    {'hecke_orbit_code': 4503599728033866, 'n': 11, 'trace_an': -147}
  • id: 19255391
    {'hecke_orbit_code': 4503599728033866, 'n': 12, 'trace_an': 112}
  • id: 19255392
    {'hecke_orbit_code': 4503599728033866, 'n': 13, 'trace_an': -280}
  • id: 19255393
    {'hecke_orbit_code': 4503599728033866, 'n': 14, 'trace_an': -556}
  • id: 19255394
    {'hecke_orbit_code': 4503599728033866, 'n': 15, 'trace_an': -588}
  • id: 19255395
    {'hecke_orbit_code': 4503599728033866, 'n': 16, 'trace_an': 256}
  • id: 19255396
    {'hecke_orbit_code': 4503599728033866, 'n': 17, 'trace_an': 978}
  • id: 19255397
    {'hecke_orbit_code': 4503599728033866, 'n': 18, 'trace_an': -776}
  • id: 19255398
    {'hecke_orbit_code': 4503599728033866, 'n': 19, 'trace_an': 1154}
  • id: 19255399
    {'hecke_orbit_code': 4503599728033866, 'n': 20, 'trace_an': -1344}
  • id: 19255400
    {'hecke_orbit_code': 4503599728033866, 'n': 21, 'trace_an': -973}
  • id: 19255401
    {'hecke_orbit_code': 4503599728033866, 'n': 22, 'trace_an': -588}
  • id: 19255402
    {'hecke_orbit_code': 4503599728033866, 'n': 23, 'trace_an': -1158}
  • id: 19255403
    {'hecke_orbit_code': 4503599728033866, 'n': 24, 'trace_an': 448}
  • id: 19255404
    {'hecke_orbit_code': 4503599728033866, 'n': 25, 'trace_an': 3931}
  • id: 19255405
    {'hecke_orbit_code': 4503599728033866, 'n': 26, 'trace_an': -1120}
  • id: 19255406
    {'hecke_orbit_code': 4503599728033866, 'n': 27, 'trace_an': -3059}
  • id: 19255407
    {'hecke_orbit_code': 4503599728033866, 'n': 28, 'trace_an': -2224}
  • id: 19255408
    {'hecke_orbit_code': 4503599728033866, 'n': 29, 'trace_an': -3198}
  • id: 19255409
    {'hecke_orbit_code': 4503599728033866, 'n': 30, 'trace_an': -2352}
  • id: 19255410
    {'hecke_orbit_code': 4503599728033866, 'n': 31, 'trace_an': -5932}
  • id: 19255411
    {'hecke_orbit_code': 4503599728033866, 'n': 32, 'trace_an': 1024}
  • id: 19255412
    {'hecke_orbit_code': 4503599728033866, 'n': 33, 'trace_an': -1029}
  • id: 19255413
    {'hecke_orbit_code': 4503599728033866, 'n': 34, 'trace_an': 3912}
  • id: 19255414
    {'hecke_orbit_code': 4503599728033866, 'n': 35, 'trace_an': 11676}
  • id: 19255415
    {'hecke_orbit_code': 4503599728033866, 'n': 36, 'trace_an': -3104}
  • id: 19255416
    {'hecke_orbit_code': 4503599728033866, 'n': 37, 'trace_an': 1369}
  • id: 19255417
    {'hecke_orbit_code': 4503599728033866, 'n': 38, 'trace_an': 4616}
  • id: 19255418
    {'hecke_orbit_code': 4503599728033866, 'n': 39, 'trace_an': -1960}
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  • id: 19255422
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  • id: 19255425
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  • id: 19255427
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  • id: 19255428
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  • id: 19255429
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  • id: 19255430
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  • id: 19255431
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  • id: 19255432
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  • id: 19255435
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  • id: 19255436
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  • id: 19255437
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  • id: 19255438
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  • id: 19255439
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  • id: 19255440
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  • id: 19255441
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  • id: 19255442
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  • id: 19255443
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  • id: 19255444
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  • id: 19255445
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  • id: 19255446
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  • id: 19255447
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  • id: 19255448
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  • id: 19255449
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  • id: 19255450
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  • id: 19255451
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  • id: 19255452
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  • id: 19255453
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  • id: 19255454
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  • id: 19255455
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  • id: 19255456
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  • id: 19255457
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  • id: 19255458
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  • id: 19255459
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  • id: 19255460
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  • id: 19255461
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  • id: 19255462
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  • id: 19255463
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  • id: 19255464
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  • id: 19255465
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  • id: 19255466
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  • id: 19255467
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  • id: 19255470
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  • id: 19255471
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  • id: 19255472
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  • id: 19255473
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  • id: 19255476
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  • id: 19255477
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  • id: 19255478
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  • id: 19255479
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  • id: 19255480
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  • id: 19255481
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  • id: 19255482
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  • id: 19255483
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  • id: 19255484
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  • id: 19255485
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  • id: 19255486
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  • id: 19255487
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  • id: 19255488
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  • id: 19255489
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  • id: 19255490
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  • id: 19255491
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  • id: 19255492
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  • id: 19255493
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  • id: 19255494
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  • id: 19255495
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  • id: 19255496
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  • id: 19255497
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  • id: 19255498
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  • id: 19255499
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  • id: 19255500
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  • id: 19255501
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  • id: 19255502
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  • id: 19255503
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  • id: 19255504
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  • id: 19255505
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  • id: 19255506
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  • id: 19255507
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  • id: 19255508
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  • id: 19255509
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  • id: 19255510
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  • id: 19255511
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  • id: 19255512
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  • id: 19255513
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  • id: 19255514
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  • id: 19255515
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  • id: 19255516
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  • id: 19255517
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  • id: 19255518
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  • id: 19255519
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  • id: 19255520
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  • id: 19255521
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  • id: 19255522
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  • id: 19255523
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  • id: 19255524
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  • id: 19255525
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  • id: 19255526
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  • id: 19255527
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  • id: 19255528
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  • id: 19255529
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  • id: 19255530
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  • id: 19255531
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  • id: 19255532
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  • id: 19255533
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  • id: 19255534
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  • id: 19255535
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  • id: 19255536
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  • id: 19255537
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  • id: 19255538
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  • id: 19255539
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  • id: 19255540
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  • id: 19255541
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  • id: 19255542
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  • id: 19255543
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  • id: 19255544
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  • id: 19255545
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  • id: 19255546
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  • id: 19255547
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  • id: 19255548
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  • id: 19255549
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  • id: 19255550
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  • id: 19255551
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  • id: 19255552
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  • id: 19255553
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  • id: 19255554
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  • id: 19255555
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  • id: 19255556
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  • id: 19255557
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  • id: 19255558
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  • id: 19255559
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  • id: 19255560
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  • id: 19255561
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  • id: 19255562
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  • id: 19255563
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  • id: 19255564
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  • id: 19255565
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  • id: 19255566
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  • id: 19255567
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  • id: 19255568
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  • id: 19255569
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  • id: 19255570
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  • id: 19255571
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  • id: 19255572
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  • id: 19255573
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  • id: 19255574
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  • id: 19255575
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  • id: 19255576
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  • id: 19255577
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  • id: 19255578
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  • id: 19255579
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  • id: 19255580
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  • id: 19255581
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  • id: 19255582
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  • id: 19255583
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  • id: 19255584
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  • id: 19255585
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  • id: 19255586
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  • id: 19255587
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  • id: 19255588
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  • id: 19255589
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  • id: 19255590
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  • id: 19255592
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  • id: 19255594
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  • id: 19255595
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  • id: 19255596
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  • id: 19255597
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  • id: 19255598
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  • id: 19255599
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  • id: 19255600
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  • id: 19255601
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  • id: 19255602
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  • id: 19255607
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  • id: 19255609
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  • id: 19255610
    {'hecke_orbit_code': 4503599728033866, 'n': 823, 'trace_an': -21248776}
  • id: 19255611
    {'hecke_orbit_code': 4503599728033866, 'n': 827, 'trace_an': -32794926}
  • id: 19255612
    {'hecke_orbit_code': 4503599728033866, 'n': 829, 'trace_an': -35543284}
  • id: 19255613
    {'hecke_orbit_code': 4503599728033866, 'n': 839, 'trace_an': -4543944}
  • id: 19255614
    {'hecke_orbit_code': 4503599728033866, 'n': 841, 'trace_an': -10283945}
  • id: 19255615
    {'hecke_orbit_code': 4503599728033866, 'n': 853, 'trace_an': 1823882}
  • id: 19255616
    {'hecke_orbit_code': 4503599728033866, 'n': 857, 'trace_an': -3784242}
  • id: 19255617
    {'hecke_orbit_code': 4503599728033866, 'n': 859, 'trace_an': 21331214}
  • id: 19255618
    {'hecke_orbit_code': 4503599728033866, 'n': 863, 'trace_an': 4097328}
  • id: 19255619
    {'hecke_orbit_code': 4503599728033866, 'n': 877, 'trace_an': 18225602}
  • id: 19255620
    {'hecke_orbit_code': 4503599728033866, 'n': 881, 'trace_an': 11160066}
  • id: 19255621
    {'hecke_orbit_code': 4503599728033866, 'n': 883, 'trace_an': 25985684}
  • id: 19255622
    {'hecke_orbit_code': 4503599728033866, 'n': 887, 'trace_an': 8837247}
  • id: 19255623
    {'hecke_orbit_code': 4503599728033866, 'n': 907, 'trace_an': 6352808}
  • id: 19255624
    {'hecke_orbit_code': 4503599728033866, 'n': 911, 'trace_an': 17506860}
  • id: 19255625
    {'hecke_orbit_code': 4503599728033866, 'n': 919, 'trace_an': 33425912}
  • id: 19255626
    {'hecke_orbit_code': 4503599728033866, 'n': 929, 'trace_an': -45336618}
  • id: 19255627
    {'hecke_orbit_code': 4503599728033866, 'n': 937, 'trace_an': -31211719}
  • id: 19255628
    {'hecke_orbit_code': 4503599728033866, 'n': 941, 'trace_an': -9860346}
  • id: 19255629
    {'hecke_orbit_code': 4503599728033866, 'n': 947, 'trace_an': -11157846}
  • id: 19255630
    {'hecke_orbit_code': 4503599728033866, 'n': 953, 'trace_an': 240981}
  • id: 19255631
    {'hecke_orbit_code': 4503599728033866, 'n': 961, 'trace_an': 6559473}
  • id: 19255632
    {'hecke_orbit_code': 4503599728033866, 'n': 967, 'trace_an': 43278038}
  • id: 19255633
    {'hecke_orbit_code': 4503599728033866, 'n': 971, 'trace_an': -45112116}
  • id: 19255634
    {'hecke_orbit_code': 4503599728033866, 'n': 977, 'trace_an': -20873700}
  • id: 19255635
    {'hecke_orbit_code': 4503599728033866, 'n': 983, 'trace_an': 24093543}
  • id: 19255636
    {'hecke_orbit_code': 4503599728033866, 'n': 991, 'trace_an': -51844552}
  • id: 19255637
    {'hecke_orbit_code': 4503599728033866, 'n': 997, 'trace_an': -31044442}