Newform data - 16.6.a.a

Formats: - HTML - YAML - JSON - 2024-04-25T16:58:07.511717

• mf_newforms •

  Column	Type
  Nk2	integer
  analytic_conductor	double precision
  analytic_rank	smallint
  analytic_rank_proved	boolean
  artin_degree	integer
  artin_field	numeric[]
  artin_field_label	text
  artin_image	text
  atkin_lehner_eigenvals	integer[]
  atkin_lehner_string	text
  char_conductor	integer
  char_degree	integer
  char_is_minimal	boolean
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  cm_discs	integer[]
  conrey_index	integer
  conrey_indexes	integer[]
  dim	integer
  embedded_related_objects	text[]
  field_disc	numeric
  field_disc_factorization	numeric[]
  field_poly	numeric[]
  field_poly_is_cyclotomic	boolean
  field_poly_is_real_cyclotomic	boolean
  field_poly_root_of_unity	integer
  fricke_eigenval	smallint
  has_non_self_twist	smallint
  hecke_cutters	jsonb
  hecke_orbit	integer
  hecke_orbit_code	bigint
  hecke_ring_generator_nbound	integer
  hecke_ring_index	numeric
  hecke_ring_index_factorization	numeric[]
  hecke_ring_index_proved	boolean
  inner_twist_count	integer
  inner_twists	integer[]
  is_cm	boolean
  is_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  minimal_twist	text
  nf_label	text
  prim_orbit_index	smallint
  projective_field	numeric[]
  projective_field_label	text
  projective_image	text
  projective_image_type	text
  qexp_display	text
  related_objects	text[]
  relative_dim	integer
  rm_discs	integer[]
  sato_tate_group	text
  self_twist_discs	integer[]
  self_twist_type	smallint
  space_label	text
  trace_display	numeric[]
  trace_hash	bigint
  trace_moments	numeric[]
  trace_zratio	numeric
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'Nk2': 576, 'analytic_conductor': 2.56614111700769, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1]], 'atkin_lehner_string': '+', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [16, 1, [15, 5], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [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, [20, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 100663312, '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_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '16.6.a.a', 'level': 16, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'minimal_twist': '8.6.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-20q^{3}-74q^{5}+24q^{7}+157q^{9}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '16.6.a', 'trace_display': [0, -20, -74, 24], 'trace_hash': 2189559004832179800, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.975', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.933', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.808', 'prec': 17}], 'trace_zratio': 0, 'traces': [1, 0, 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0, 707440, 0, -629898, 0, -283048, 0, -310640, 0, -78768, 0, 657564, 0, -28888, 0, 377456, 0, -142756, 0, -639200, 0, -679912, 0, 137472, 0, 97720, 0, -572644, 0, -889696, 0, 369107, 0, -1143156, 0, -695786, 0, 59520, 0, -347126, 0, 1751136, 0, 891200, 0, 1642960, 0, -1167438, 0, 1033060, 0, 1201094, 0, -1455032, 0, 1347280, 0, 790612, 0, 22816, 0, -1773040, 0, -129790, 0, 247824, 0, -515274, 0, -70888, 0, -864764, 0, -1439880, 0, 1790174, 0, 1773616, 0, -229440, 0, -291524, 0, -275450, 0, 899296, 0, 594170, 0, -1092428, 0, -4505120, 0, -213264, 0, 15347, 0, -977320, 0, 333654, 0, 1248824, 0, -213280, 0, -87952, 0, 220512, 0, -1032120, 0, 1367668, 0, -1059972, 0, 3608480, 0, 1336488, 0, 1644186, 0, -278832, 0, -1723698, 0, 406968, 0, -1314000, 0, 3646712, 0, 1123778, 0, 2254120, 0, -567936, 0, -2749628, 0, 1621182, 0, -1149368, 0, -3414894, 0, 470040, 0, -710272, 0, -792912, 0, -272320, 0, -730764, 0, -2297490, 0, 822160, 0, -1170718, 0, -2365040, 0, 575040, 0, -3886536, 0, 6789837, 0, 2913500, 0, 361564, 0, -933040, 0, -1395102, 0, 280464, 0, -392218, 0, -1145520, 0, -1568796, 0, 4729300, 0, -1891840, 0, -1897344, 0, 220224, 0, 1442516, 0, -3722954, 0, 220432, 0, 1405840, 0, 3297440, 0, 3338078, 0, 1461120, 0, 4274898, 0, 2737984, 0, 5368774, 0, -1280424, 0, -2573190, 0, -5545800, 0, -405024, 0, 4984936, 0, -2606160, 0, -5268276, 0, -973354, 0, -3715248, 0, -2816498, 0, -443568, 0, 1185440, 0, -3557360, 0, -1954958, 0, -4857360, 0, 560096, 0, 3296808, 0, -2548267, 0, 5058196, 0, -5327556, 0, 8030600, 0, 2127298, 0, 1101864, 0, -1519520, 0, -848928, 0, 289130, 0, -2060560, 0, 2668702, 0, -7586192, 0, 8477440, 0, 1419612, 0, 372768, 0, 7886440, 0, -1139312, 0, -7156444, 0, 1834702, 0, 1884064, 0, 4935828, 0, 88320, 0, -3616084, 0, 6013880, 0, -234480, 0, -4292316, 0, 3931836, 0, 1440632, 0, 767040, 0, -1345092, 0, -11038560, 0, -202008, 0, -3818844, 0, 2856180, 0, 9783438, 0, -117264, 0, -5235680, 0, 13351376, 0, 2934336, 0, -8657880, 0, -10483030, 0, -6210172, 0, -1128480, 0, -6862144, 0, -6402487, 0, -2649532, 0, -4247508, 0, -4861800, 0, 11192400, 0, 2012644, 0, 5080878, 0, -12094200, 0, 8340244, 0, -3346868, 0, -2901674, 0, 9990408, 0, -1069440, 0, 15282480, 0, 7003774, 0, 4391864, 0, -2971040, 0, 12981884, 0, 1739148, 0, -1741224, 0, 1899418, 0, 1662996, 0, -8183040, 0, -432584, 0, 8773442, 0, -10817320, 0, -1616736, 0, -1449064, 0, -5553404, 0, -5183932, 0, -17436032, 0, 12597960, 0, 8498578, 0, 2127648, 0, 5660960, 0, -11247096, 0, -3464390, 0, 2438524, 0, 10779950, 0, 999712, 0, 1575360, 0, -11311392, 0, 9813398, 0, -13151280, 0, -5347446, 0, 6827684, 0, -316480, 0, 1727856, 0, -11585299, 0, -7549120, 0, -12370548, 0, 3609704, 0, 2855120, 0, -6999808, 0, -7758418, 0, 5017720, 0, -13385342, 0, 9911148, 0, 13598240, 0, 17835928, 0, 2092624, 0, -2749440, 0, -4323234, 0, 5201608, 0, -767102, 0, -19785828, 0, 15777158, 0, 11452880, 0, 5406144, 0, 603888, 0, 17793920, 0, 2291768, 0, 6787618, 0, 4043720, 0, -14994218, 0, 1172784, 0, 22863120, 0, -11558044, 0, -20519460, 0, 13915720, 0, 5585908, 0, 220156, 0, -467232, 0, -9642792, 0, 10645428, 0, 6942520, 0, 4789326, 0, -31432344, 0, -35022720, 0, 1238544, 0, 4268918, 0, -6995920, 0, -1053952, 0, 4386128, 0, -32859200, 0, 16195952, 0, -4330176, 0, 23348760, 0, -7715982, 0, -6534264, 0, -3031307, 0, -11007224, 0, 13161710, 0, -24021880, 0, -1925968, 0, 14234764, 0, 29100640, 0, 21583544, 0, 29713220, 0, -10576148, 0, 1576800, 0, -18659376, 0, -15812240, 0, -5622224, 0, -2566810, 0, -456320, 0, -25958566, 0, -2704944, 0, 13918364, 0, -8066728, 0, 5532674, 0, 2595800, 0, 8329398, 0, 13466528, 0, -4956480, 0, 27048984, 0, -3963040, 0, -5645040, 0, 29179828, 0, 13652252, 0, 1417760, 0, -564048, 0, -8834396, 0, 17295280, 0, -8546258, 0, 28349472, 0, 11303058, 0, 605864, 0, 326784, 0, -35803480, 0, 7584842, 0, -6184732, 0, -35472320, 0, -867576, 0, -27968272, 0, 1801104, 0, -2781018, 0, -16389464, 0, 5830480, 0, -22951148, 0, -3501362, 0, 5509000, 0, 19444738, 0, -40842672, 0, 9852160, 0, -5296680, 0, -9739625, 0, -11883400, 0, 10567866, 0, -3496200, 0, 21848560, 0, -1899984, 0, -20294842, 0, 35365192, 0, -4827846, 0, 13021044, 0, 4265280, 0, 39238688, 0, -32034156, 0, -306940, 0, 5525440, 0, 7424296, 0, 7671962, 0, 1374624, 0, 13462206, 0, -6673080, 0, -917710, 0, -24548804, 0, -24976480, 0, 16146280, 0, 2270208, 0, 8996324, 0, 72033216, 0, 41411880, 0, 1759040, 0, -18799296, 0, -13999828, 0, -4410240, 0, -44748540, 0, 20336132, 0, 8102142, 0, -10772560, 0, 8353136, 0, -27353360, 0, -1687008, 0, -41856568, 0, 21199440, 0, 15276880, 0, 24276426, 0, -28326568, 0, 29984546, 0, 49407164, 0, -26729760, 0, -10992848, 0, 14240202, 0, -32883720, 0, -41454594, 0, 1635024, 0, -3054720, 0, 15407868, 0, -2335508, 0, 34473960, 0, -20632806, 0, -30277248, 0, -8139360, 0, 6654960, 0, 4180833, 0, 10314900, 0, -40024084, 0, -11872424, 0, -72934240, 0, -1532220, 0, 3127392, 0, -22475560, 0, 17432082, 0, -8927256, 0, -17694842, 0, -2232696, 0, 46612452, 0, 11358720, 0, -1690592, 0, -22250080, 0, 54992560, 0, 20945552, 0, 53266198, 0, 17760720, 0], '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], [0], [-20], [0], [-74], [0], [24], [0], [157], [0], [-124], [0], [478], [0], [1480], [0], [-1198], [0], [-3044], [0], [-480], [0], [-184], [0], [2351], [0], [1720], [0], [-3282], [0], [5728], [0], [2480], [0], [-1776], [0], [10326], [0], [-9560], [0], [-8886], [0], [9188], [0], [-11618], [0], [-23664], [0], [-16231], [0], [23960], [0], [11686], [0], [9176], [0], [60880], [0], [-16876], [0], [-18482], [0], [3768], [0], [-35372], [0], [15532], [0], [3680], [0], [31960], [0], [-4886], [0], [-47020], [0], [-2976], [0], [-44560], [0], [-72551], [0], [-67364], [0], [88652], [0], [65640], [0], [71994], [0], [11472], [0], [-114560], [0], [225256], [0], [48866], [0], [-19468], [0]], 'ap': [[0], [-20], [-74], [24], [-124], [478], [-1198], [-3044], [-184], [-3282], [5728], [10326], [-8886], [9188], [-23664], [11686], [-16876], [-18482], [15532], [31960], [-4886], [-44560], [-67364], [71994], [48866], [51606], [-180424], [65700], [-112706], [-23502], [94592], [-70292], [277290], [130308], [-401530], [75976], [-394322], [11724], [551928], [432894], [-559620], [604710], [409152], [540866], [-629898], [-283048], [-142756], [-889696], [-1143156], [-695786], [-347126], [1642960], [-1167438], [790612], [-129790], [-70888], [1790174], [1773616], [-275450], [594170], [-1092428], [333654], [-1059972], [1336488], [1644186], [-1723698], [-2749628], [-3414894], [-730764], [-2297490], [-1170718], [-3886536], [-933040], [-392218], [4729300], [-1897344], [-3722954], [3338078], [4274898], [-2573190], [-5268276], [-973354], [-3557360], [-1954958], [3296808], [5058196], [2127298], [289130], [2668702], [-7586192], [1419612], [1884064], [6013880], [-4292316], [-1345092], [-202008], [9783438], [-10483030], [-6210172], [5080878], [-3346868], [7003774], [12981884], [1899418], [1662996], [8773442], [-5183932], [8498578], [-11247096], [-3464390], [999712], [9813398], [-5347446], [6827684], [3609704], [-13385342], [9911148], [17835928], [-4323234], [-19785828], [15777158], [6787618], [-14994218], [-11558044], [220156], [4789326], [4268918], [16195952], [-6534264], [13161710], [14234764], [21583544], [-18659376], [-2566810], [-25958566], [5532674], [8329398], [13652252], [-8546258], [7584842], [-6184732], [-2781018], [-16389464], [-22951148], [-3501362], [-5296680], [-20294842], [-4827846], [13021044], [39238688], [13462206], [-917710], [-24548804], [16146280], [20336132], [-10772560], [-41856568], [29984546], [14240202], [-41454594], [15407868], [-20632806], [-11872424], [-1532220], [17432082], [-2232696], [-22250080], [53266198]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 100663312, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '16.6.a.a', 'level': 16, 'maxp': 997, 'weight': 6}
• mf_newspaces •

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

  
  {'AL_dims': [[[[2, -1]], 1, 1], [[[2, 1]], 1, 1]], 'ALdims': [1, 1], 'Nk2': 576, 'analytic_conductor': 2.56614111700769, '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': [16, 1, [15, 5], [1, 1]], 'conrey_index': 1, 'cusp_dim': 7, 'dim': 2, 'eis_dim': 6, 'eis_new_dim': 1, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 100663312, 'hecke_orbit_dims': [1, 1], 'label': '16.6.a', 'level': 16, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'mf_dim': 13, 'mf_new_dim': 3, 'num_forms': 2, 'plus_dim': 1, 'prim_orbit_index': 1, 'relative_dim': 2, 'sturm_bound': 12, 'trace_bound': 3, 'trace_display': [0, -8, -20, 112], 'traces': [2, 0, -8, 0, -20, 0, 112, 0, 58, 0, -664, 0, 60, 0, 2128, 0, -604, 0, -3880, 0, 576, 0, 3920, 0, 2142, 0, -2384, 0, -3876, 0, 1472, 0, -4000, 0, 2976, 0, 10028, 0, -14576, 0, 8340, 0, 21288, 0, -16964, 0, -22368, 0, -25294, 0, 31088, 0, 31180, 0, -19984, 0, 50848, 0, -9208, 0, -53220, 0, -4944, 0, -57944, 0, -6280, 0, 52928, 0, 78832, 0, 62676, 0, -49528, 0, -50496, 0, 32352, 0, -97742, 0, -135080, 0, 120728, 0, 58512, 0, 101748, 0, -25312, 0, -165632, 0, 180112, 0, -73532, 0, 33992, 0, 62892, 0, -153168, 0, 92544, 0, -56664, 0, -12804, 0, -210096, 0, -53148, 0, 235232, 0, 116428, 0, 23520, 0, -15126, 0, 384432, 0, -122760, 0, -241920, 0, -38560, 0, -171272, 0, -146624, 0, -348896, 0, -39852, 0, 278632, 0, 488832, 0, 166448, 0, 210792, 0, 215864, 0, -204916, 0, 1616, 0, -246892, 0, -653696, 0, -273444, 0, 208, 0, 356736, 0, 123064, 0, -533440, 0, 1043760, 0, -339378, 0, -395144, 0, 1140348, 0, 38032, 0, 429536, 0, -1053288, 0, 45260, 0, -47216, 0, -780216, 0, -172208, 0, -319872, 0, 1133184, 0, 547972, 0, 436576, 0, -1160340, 0, -339216, 0, -572384, 0, -131040, 0, 1587768, 0, -435184, 0, 828896, 0, 196440, 0, -76736, 0, -26512, 0, -237056, 0, 908464, 0, -820936, 0, -1669056, 0, 389798, 0, -398280, 0, -968532, 0, -510720, 0, -500972, 0, 1821120, 0, 1814144, 0, 488224, 0, -510364, 0, 1728040, 0, 711692, 0, -1105584, 0, 534688, 0, -551288, 0, -2193344, 0, -1388128, 0, 2564, 0, 221600, 0, -456468, 0, -1014160, 0, 187912, 0, -1082832, 0, 2757692, 0, 2291936, 0, -670848, 0, -178664, 0, 1947276, 0, 1320640, 0, 397556, 0, 459848, 0, -5046848, 0, 1302624, 0, -1051674, 0, -2446096, 0, -738516, 0, 1662896, 0, 2002880, 0, -1803424, 0, 1285312, 0, -896688, 0, -508184, 0, -2645864, 0, 3935552, 0, 2067216, 0, 2229044, 0, -749280, 0, -4206564, 0, 727728, 0, -2782368, 0, 3150128, 0, 1211140, 0, 3452944, 0, -453888, 0, -3127576, 0, 1650684, 0, -2327216, 0, -2775772, 0, 114288, 0, 1587968, 0, -3069472, 0, 2387072, 0, 2173896, 0, -6289060, 0, 2537632, 0, 258500, 0, 166048, 0, 1202304, 0, -5048400, 0, 5012634, 0, 4480088, 0, 4009912, 0, 156192, 0, -3100476, 0, 1995936, 0, 3113548, 0, -3305952, 0, -1320504, 0, 685448, 0, -5929984, 0, -7084800, 0, -2345856, 0, 244616, 0, -4673300, 0, 2658208, 0, 194080, 0, 7450688, 0, 2817340, 0, 578304, 0, 5039268, 0, 4516992, 0, 4008460, 0, -1119504, 0, 67316, 0, -9351504, 0, 269760, 0, 1328272, 0, -826272, 0, -288072, 0, -1211348, 0, -3843552, 0, -2940644, 0, -3500512, 0, 3894080, 0, 325024, 0, -2021916, 0, -5242272, 0, -2870848, 0, 9798160, 0, -1651030, 0, 9665800, 0, -3720840, 0, 10389968, 0, 5904004, 0, -8200176, 0, -2411840, 0, -2835264, 0, -2891564, 0, -4498336, 0, 9354172, 0, -3234976, 0, 5719552, 0, -5660328, 0, -1546688, 0, 9336976, 0, -7673312, 0, -6981720, 0, -95204, 0, -1337792, 0, 5060392, 0, 4422144, 0, -10225576, 0, 3716784, 0, 1101600, 0, -7113816, 0, 3579000, 0, 4327472, 0, 4891776, 0, 2791192, 0, -5136576, 0, -8534640, 0, -3209400, 0, 497352, 0, 14124444, 0, 5828192, 0, -1804736, 0, 14823200, 0, 2234496, 0, -168432, 0, -17224876, 0, 1511784, 0, -1349184, 0, -9390208, 0, 4003986, 0, -3408664, 0, -11447976, 0, -11469456, 0, 5268384, 0, 6906664, 0, 4398812, 0, -18807600, 0, 13734952, 0, -5504584, 0, 537388, 0, 10486992, 0, 5698816, 0, 15089376, 0, 4327804, 0, -665936, 0, -6820160, 0, 16535192, 0, 138264, 0, -3958032, 0, -11023052, 0, 7746568, 0, 505344, 0, -1290320, 0, -7050620, 0, -10732048, 0, -7575744, 0, -11975824, 0, -3318776, 0, -9786136, 0, -13878016, 0, 6232656, 0, 17109796, 0, 4950336, 0, 4986944, 0, -3264816, 0, 6709620, 0, 4597912, 0, 17829596, 0, 10958144, 0, 948096, 0, -11853120, 0, 14009260, 0, -1988832, 0, 3778068, 0, 370344, 0, -17159296, 0, 4346208, 0, -20654118, 0, -2131840, 0, -12547560, 0, 17661072, 0, 6925472, 0, -25171456, 0, -3970084, 0, 377392, 0, -4913660, 0, 9422584, 0, 21439040, 0, 15354736, 0, -2048096, 0, -7243776, 0, -9614532, 0, -251312, 0, -7455740, 0, -24510504, 0, 9602956, 0, 8473376, 0, 1433472, 0, -1833888, 0, 8441600, 0, 21050288, 0, -2621628, 0, 4901456, 0, 14380, 0, -9598240, 0, 31801632, 0, 1412648, 0, -37645128, 0, 10642768, 0, -2562584, 0, -22435432, 0, 4237248, 0, -1633296, 0, 20877672, 0, 5096368, 0, 23806236, 0, -31183216, 0, -34182912, 0, 2231712, 0, 19400044, 0, -14610208, 0, -18520576, 0, 16575008, 0, -46716032, 0, 31228256, 0, -1931648, 0, 31233648, 0, -7591836, 0, 878032, 0, 11429866, 0, -3819824, 0, 10382428, 0, -29894704, 0, 9852512, 0, 26339384, 0, 33294016, 0, 17114288, 0, 40330376, 0, -3872264, 0, -9191232, 0, -47505632, 0, -31915040, 0, -9637664, 0, 7041868, 0, -27050240, 0, -21412684, 0, 6086432, 0, 10742840, 0, -11271952, 0, -16059644, 0, 4184048, 0, -6510612, 0, 14356032, 0, -5271168, 0, 12648048, 0, -29273920, 0, -3207264, 0, 35707240, 0, 38530776, 0, -9901504, 0, -3172896, 0, 5686088, 0, 29927392, 0, 23061724, 0, 29119296, 0, 8357412, 0, -35877616, 0, 19828992, 0, -24193264, 0, 4484756, 0, -8056536, 0, -29252480, 0, 5144784, 0, -38083872, 0, 5442720, 0, -22799412, 0, -31701232, 0, 7184800, 0, -32544248, 0, 21719580, 0, 32181712, 0, 14061316, 0, -14283744, 0, 27318784, 0, 12465648, 0, -29897938, 0, -14242768, 0, -46860, 0, 7992112, 0, 40475872, 0, -3122976, 0, -20781812, 0, 39834448, 0, -6754188, 0, -9332792, 0, 22455936, 0, 20654912, 0, 6168360, 0, -13111192, 0, -36007040, 0, 16541712, 0, 19789364, 0, -14468544, 0, -15642628, 0, -19539120, 0, -4064668, 0, -40548328, 0, -20007616, 0, 50733712, 0, -27342848, 0, 22599464, 0, 70949760, 0, 14753808, 0, -18826624, 0, -16271232, 0, -2420392, 0, 8367360, 0, -74958840, 0, 2896488, 0, 6984828, 0, -8176672, 0, 44919776, 0, -49863584, 0, -10573248, 0, -24215472, 0, 2168736, 0, -4315616, 0, 24338708, 0, -31024912, 0, 69663044, 0, 56983832, 0, -17961024, 0, -28313888, 0, 53581460, 0, -25865424, 0, 4796028, 0, 72330528, 0, -22556928, 0, 53310360, 0, -30576424, 0, 4679568, 0, -47279052, 0, 8820480, 0, -4290240, 0, -21253536, 0, -6334782, 0, 22428936, 0, -39640360, 0, -52851472, 0, -78893248, 0, 25671144, 0, 16179904, 0, -21427216, 0, 42787620, 0, -24994416, 0, -27585140, 0, -14146608, 0, 17968584, 0, 12727296, 0, 47967808, 0, -51443136, 0, 50457184, 0, 17912480, 0, 35966124, 0, 18983712, 0], '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: 11463
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '16.6.a.a', 'source_level': 16, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '8.6.a.a', 'target_level': 8, 'twist_class_label': '8.6.a.a', 'twist_class_level': 8, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 11464
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '16.6.a.a', 'source_level': 16, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '16.6.a.a', 'target_level': 16, 'twist_class_label': '8.6.a.a', 'twist_class_level': 8, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
  • id: 11465
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '16.6.a.a', 'source_level': 16, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '64.6.a.a', 'target_level': 64, 'twist_class_label': '8.6.a.a', 'twist_class_level': 8, 'twisting_char_label': '8.d', 'twisting_char_orbit': 4, 'weight': 6}
  • id: 11466
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '16.6.a.a', 'source_level': 16, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '64.6.a.g', 'target_level': 64, 'twist_class_label': '8.6.a.a', 'twist_class_level': 8, 'twisting_char_label': '8.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 11467
    {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '16.6.a.a', 'source_level': 16, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '72.6.a.f', 'target_level': 72, 'twist_class_label': '8.6.a.a', 'twist_class_level': 8, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 11468
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '16.6.a.a', 'source_level': 16, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 11, 'target_is_minimal': False, 'target_label': '144.6.a.k', 'target_level': 144, 'twist_class_label': '8.6.a.a', 'twist_class_level': 8, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 11469
    {'conductor': 20, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '16.6.a.a', 'source_level': 16, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '200.6.a.a', 'target_level': 200, 'twist_class_label': '8.6.a.a', 'twist_class_level': 8, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 6}
  • id: 11470
    {'conductor': 20, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '16.6.a.a', 'source_level': 16, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '200.6.c.a', 'target_level': 200, 'twist_class_label': '8.6.a.a', 'twist_class_level': 8, 'twisting_char_label': '20.e', 'twisting_char_orbit': 5, 'weight': 6}
  • id: 11471
    {'conductor': 16, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '16.6.a.a', 'source_level': 16, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '256.6.b.d', 'target_level': 256, 'twist_class_label': '8.6.a.a', 'twist_class_level': 8, 'twisting_char_label': '16.e', 'twisting_char_orbit': 5, 'weight': 6}
  • id: 11472
    {'conductor': 16, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '16.6.a.a', 'source_level': 16, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '256.6.b.f', 'target_level': 256, 'twist_class_label': '8.6.a.a', 'twist_class_level': 8, 'twisting_char_label': '16.f', 'twisting_char_orbit': 6, 'weight': 6}
  • id: 11473
    {'conductor': 28, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '16.6.a.a', 'source_level': 16, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '392.6.a.b', 'target_level': 392, 'twist_class_label': '8.6.a.a', 'twist_class_level': 8, 'twisting_char_label': '28.d', 'twisting_char_orbit': 4, 'weight': 6}
  • id: 11474
    {'conductor': 28, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '16.6.a.a', 'source_level': 16, 'target_char_orbit': 9, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '392.6.i.b', 'target_level': 392, 'twist_class_label': '8.6.a.a', 'twist_class_level': 8, 'twisting_char_label': '28.g', 'twisting_char_orbit': 7, 'weight': 6}
  • id: 11475
    {'conductor': 28, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '16.6.a.a', 'source_level': 16, 'target_char_orbit': 9, 'target_dim': 2, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '392.6.i.e', 'target_level': 392, 'twist_class_label': '8.6.a.a', 'twist_class_level': 8, 'twisting_char_label': '28.f', 'twisting_char_orbit': 6, 'weight': 6}
  • id: 11476
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '16.6.a.a', 'source_level': 16, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 12, 'target_is_minimal': False, 'target_label': '400.6.a.l', 'target_level': 400, 'twist_class_label': '8.6.a.a', 'twist_class_level': 8, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 11477
    {'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '16.6.a.a', 'source_level': 16, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '400.6.c.d', 'target_level': 400, 'twist_class_label': '8.6.a.a', 'twist_class_level': 8, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 6}
  • id: 11478
    {'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '16.6.a.a', 'source_level': 16, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '576.6.a.g', 'target_level': 576, 'twist_class_label': '8.6.a.a', 'twist_class_level': 8, 'twisting_char_label': '24.f', 'twisting_char_orbit': 6, 'weight': 6}
  • id: 11479
    {'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '16.6.a.a', 'source_level': 16, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '576.6.a.h', 'target_level': 576, 'twist_class_label': '8.6.a.a', 'twist_class_level': 8, 'twisting_char_label': '24.h', 'twisting_char_orbit': 8, 'weight': 6}
  • id: 11480
    {'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '16.6.a.a', 'source_level': 16, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 12, 'target_is_minimal': False, 'target_label': '784.6.a.l', 'target_level': 784, 'twist_class_label': '8.6.a.a', 'twist_class_level': 8, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 11481
    {'conductor': 44, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '16.6.a.a', 'source_level': 16, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '968.6.a.a', 'target_level': 968, 'twist_class_label': '8.6.a.a', 'twist_class_level': 8, 'twisting_char_label': '44.c', 'twisting_char_orbit': 3, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 65025
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 100663312, 'p': 2}
  • id: 65026
    {'charpoly_factorization': [[[20, 1], 1]], 'hecke_orbit_code': 100663312, 'p': 3}
  • id: 65027
    {'charpoly_factorization': [[[74, 1], 1]], 'hecke_orbit_code': 100663312, 'p': 5}
  • id: 65028
    {'charpoly_factorization': [[[-24, 1], 1]], 'hecke_orbit_code': 100663312, 'p': 7}
  • id: 65029
    {'charpoly_factorization': [[[124, 1], 1]], 'hecke_orbit_code': 100663312, 'p': 11}
  • id: 65030
    {'charpoly_factorization': [[[-478, 1], 1]], 'hecke_orbit_code': 100663312, 'p': 13}
  • id: 65031
    {'charpoly_factorization': [[[1198, 1], 1]], 'hecke_orbit_code': 100663312, 'p': 17}
  • id: 65032
    {'charpoly_factorization': [[[3044, 1], 1]], 'hecke_orbit_code': 100663312, 'p': 19}
  • id: 65033
    {'charpoly_factorization': [[[184, 1], 1]], 'hecke_orbit_code': 100663312, 'p': 23}
  • id: 65034
    {'charpoly_factorization': [[[3282, 1], 1]], 'hecke_orbit_code': 100663312, 'p': 29}
  • id: 65035
    {'charpoly_factorization': [[[-5728, 1], 1]], 'hecke_orbit_code': 100663312, 'p': 31}
  • id: 65036
    {'charpoly_factorization': [[[-10326, 1], 1]], 'hecke_orbit_code': 100663312, 'p': 37}
  • id: 65037
    {'charpoly_factorization': [[[8886, 1], 1]], 'hecke_orbit_code': 100663312, 'p': 41}
  • id: 65038
    {'charpoly_factorization': [[[-9188, 1], 1]], 'hecke_orbit_code': 100663312, 'p': 43}
  • id: 65039
    {'charpoly_factorization': [[[23664, 1], 1]], 'hecke_orbit_code': 100663312, 'p': 47}
  • id: 65040
    {'charpoly_factorization': [[[-11686, 1], 1]], 'hecke_orbit_code': 100663312, 'p': 53}
  • id: 65041
    {'charpoly_factorization': [[[16876, 1], 1]], 'hecke_orbit_code': 100663312, 'p': 59}
  • id: 65042
    {'charpoly_factorization': [[[18482, 1], 1]], 'hecke_orbit_code': 100663312, 'p': 61}
  • id: 65043
    {'charpoly_factorization': [[[-15532, 1], 1]], 'hecke_orbit_code': 100663312, 'p': 67}
  • id: 65044
    {'charpoly_factorization': [[[-31960, 1], 1]], 'hecke_orbit_code': 100663312, 'p': 71}
  • id: 65045
    {'charpoly_factorization': [[[4886, 1], 1]], 'hecke_orbit_code': 100663312, 'p': 73}
  • id: 65046
    {'charpoly_factorization': [[[44560, 1], 1]], 'hecke_orbit_code': 100663312, 'p': 79}
  • id: 65047
    {'charpoly_factorization': [[[67364, 1], 1]], 'hecke_orbit_code': 100663312, 'p': 83}
  • id: 65048
    {'charpoly_factorization': [[[-71994, 1], 1]], 'hecke_orbit_code': 100663312, 'p': 89}
  • id: 65049
    {'charpoly_factorization': [[[-48866, 1], 1]], 'hecke_orbit_code': 100663312, 'p': 97}
• mf_newform_portraits •

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

  
  {'char_orbit_index': 1, 'hecke_orbit': 1, 'label': '16.6.a.a', 'level': 16, 'portrait': 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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 12490000
    {'hecke_orbit_code': 100663312, 'n': 1, 'trace_an': 1}
  • id: 12490001
    {'hecke_orbit_code': 100663312, 'n': 2, 'trace_an': 0}
  • id: 12490002
    {'hecke_orbit_code': 100663312, 'n': 3, 'trace_an': -20}
  • id: 12490003
    {'hecke_orbit_code': 100663312, 'n': 4, 'trace_an': 0}
  • id: 12490004
    {'hecke_orbit_code': 100663312, 'n': 5, 'trace_an': -74}
  • id: 12490005
    {'hecke_orbit_code': 100663312, 'n': 6, 'trace_an': 0}
  • id: 12490006
    {'hecke_orbit_code': 100663312, 'n': 7, 'trace_an': 24}
  • id: 12490007
    {'hecke_orbit_code': 100663312, 'n': 8, 'trace_an': 0}
  • id: 12490008
    {'hecke_orbit_code': 100663312, 'n': 9, 'trace_an': 157}
  • id: 12490009
    {'hecke_orbit_code': 100663312, 'n': 10, 'trace_an': 0}
  • id: 12490010
    {'hecke_orbit_code': 100663312, 'n': 11, 'trace_an': -124}
  • id: 12490011
    {'hecke_orbit_code': 100663312, 'n': 12, 'trace_an': 0}
  • id: 12490012
    {'hecke_orbit_code': 100663312, 'n': 13, 'trace_an': 478}
  • id: 12490013
    {'hecke_orbit_code': 100663312, 'n': 14, 'trace_an': 0}
  • id: 12490014
    {'hecke_orbit_code': 100663312, 'n': 15, 'trace_an': 1480}
  • id: 12490015
    {'hecke_orbit_code': 100663312, 'n': 16, 'trace_an': 0}
  • id: 12490016
    {'hecke_orbit_code': 100663312, 'n': 17, 'trace_an': -1198}
  • id: 12490017
    {'hecke_orbit_code': 100663312, 'n': 18, 'trace_an': 0}
  • id: 12490018
    {'hecke_orbit_code': 100663312, 'n': 19, 'trace_an': -3044}
  • id: 12490019
    {'hecke_orbit_code': 100663312, 'n': 20, 'trace_an': 0}
  • id: 12490020
    {'hecke_orbit_code': 100663312, 'n': 21, 'trace_an': -480}
  • id: 12490021
    {'hecke_orbit_code': 100663312, 'n': 22, 'trace_an': 0}
  • id: 12490022
    {'hecke_orbit_code': 100663312, 'n': 23, 'trace_an': -184}
  • id: 12490023
    {'hecke_orbit_code': 100663312, 'n': 24, 'trace_an': 0}
  • id: 12490024
    {'hecke_orbit_code': 100663312, 'n': 25, 'trace_an': 2351}
  • id: 12490025
    {'hecke_orbit_code': 100663312, 'n': 26, 'trace_an': 0}
  • id: 12490026
    {'hecke_orbit_code': 100663312, 'n': 27, 'trace_an': 1720}
  • id: 12490027
    {'hecke_orbit_code': 100663312, 'n': 28, 'trace_an': 0}
  • id: 12490028
    {'hecke_orbit_code': 100663312, 'n': 29, 'trace_an': -3282}
  • id: 12490029
    {'hecke_orbit_code': 100663312, 'n': 30, 'trace_an': 0}
  • id: 12490030
    {'hecke_orbit_code': 100663312, 'n': 31, 'trace_an': 5728}
  • id: 12490031
    {'hecke_orbit_code': 100663312, 'n': 32, 'trace_an': 0}
  • id: 12490032
    {'hecke_orbit_code': 100663312, 'n': 33, 'trace_an': 2480}
  • id: 12490033
    {'hecke_orbit_code': 100663312, 'n': 34, 'trace_an': 0}
  • id: 12490034
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  • id: 12490035
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  • id: 12490036
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  • id: 12490037
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  • id: 12490038
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  • id: 12490039
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  • id: 12490040
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  • id: 12490041
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  • id: 12490042
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  • id: 12490043
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  • id: 12490044
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  • id: 12490045
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  • id: 12490046
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  • id: 12490047
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  • id: 12490048
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  • id: 12490049
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  • id: 12490050
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  • id: 12490051
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  • id: 12490052
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  • id: 12490053
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  • id: 12490054
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  • id: 12490055
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  • id: 12490056
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  • id: 12490057
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  • id: 12490058
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  • id: 12490059
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  • id: 12490060
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  • id: 12490061
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  • id: 12490062
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  • id: 12490063
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  • id: 12490064
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  • id: 12490065
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  • id: 12490066
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  • id: 12490067
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  • id: 12490068
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  • id: 12490069
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  • id: 12490070
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  • id: 12490071
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  • id: 12490072
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  • id: 12490073
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  • id: 12490074
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  • id: 12490075
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  • id: 12490076
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  • id: 12490077
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  • id: 12490078
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  • id: 12490079
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  • id: 12490080
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  • id: 12490081
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  • id: 12490082
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  • id: 12490083
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  • id: 12490084
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  • id: 12490085
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  • id: 12490086
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  • id: 12490087
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  • id: 12490088
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  • id: 12490089
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  • id: 12490090
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  • id: 12490091
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  • id: 12490092
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  • id: 12490093
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  • id: 12490094
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  • id: 12490095
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  • id: 12490096
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  • id: 12490097
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  • id: 12490098
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  • id: 12490099
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  • id: 12490100
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  • id: 12490101
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  • id: 12490102
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  • id: 12490103
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  • id: 12490104
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  • id: 12490105
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  • id: 12490106
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  • id: 12490107
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  • id: 12490108
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  • id: 12490109
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  • id: 12490110
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  • id: 12490111
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  • id: 12490112
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  • id: 12490113
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  • id: 12490114
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  • id: 12490115
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  • id: 12490116
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  • id: 12490117
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  • id: 12490118
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  • id: 12490119
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  • id: 12490120
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  • id: 12490121
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  • id: 12490122
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  • id: 12490123
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  • id: 12490124
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  • id: 12490125
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  • id: 12490126
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  • id: 12490127
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  • id: 12490128
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  • id: 12490129
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  • id: 12490130
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  • id: 12490131
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  • id: 12490132
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  • id: 12490133
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  • id: 12490134
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  • id: 12490135
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  • id: 12490136
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  • id: 12490137
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  • id: 12490138
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  • id: 12490139
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  • id: 12490140
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  • id: 12490141
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  • id: 12490142
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  • id: 12490143
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  • id: 12490144
    {'hecke_orbit_code': 100663312, 'n': 145, 'trace_an': 242868}
  • id: 12490145
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  • id: 12490146
    {'hecke_orbit_code': 100663312, 'n': 147, 'trace_an': 324620}
  • id: 12490147
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  • id: 12490148
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  • id: 12490149
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  • id: 12490150
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  • id: 12490151
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  • id: 12490152
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  • id: 12490153
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  • id: 12490154
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  • id: 12490155
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  • id: 12490156
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  • id: 12490157
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  • id: 12490158
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  • id: 12490159
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  • id: 12490160
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  • id: 12490161
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  • id: 12490162
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  • id: 12490163
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  • id: 12490164
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  • id: 12490165
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  • id: 12490166
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  • id: 12490167
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  • id: 12490168
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  • id: 12490169
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  • id: 12490170
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  • id: 12490171
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  • id: 12490172
    {'hecke_orbit_code': 100663312, 'n': 173, 'trace_an': 432894}
  • id: 12490173
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  • id: 12490174
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  • id: 12490175
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  • id: 12490176
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  • id: 12490177
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  • id: 12490178
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  • id: 12490179
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  • id: 12490180
    {'hecke_orbit_code': 100663312, 'n': 181, 'trace_an': 604710}
  • id: 12490181
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  • id: 12490182
    {'hecke_orbit_code': 100663312, 'n': 183, 'trace_an': 369640}
  • id: 12490183
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  • id: 12490184
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  • id: 12490185
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  • id: 12490186
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  • id: 12490187
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  • id: 12490188
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  • id: 12490189
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  • id: 12490190
    {'hecke_orbit_code': 100663312, 'n': 191, 'trace_an': 409152}
  • id: 12490191
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  • id: 12490192
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  • id: 12490193
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  • id: 12490194
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  • id: 12490195
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  • id: 12490196
    {'hecke_orbit_code': 100663312, 'n': 197, 'trace_an': -629898}
  • id: 12490197
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  • id: 12490198
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  • id: 12490199
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  • id: 12490200
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  • id: 12490201
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  • id: 12490202
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  • id: 12490203
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  • id: 12490204
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  • id: 12490205
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  • id: 12490206
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  • id: 12490207
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  • id: 12490208
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  • id: 12490209
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  • id: 12490210
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  • id: 12490211
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  • id: 12490212
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  • id: 12490213
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  • id: 12490214
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  • id: 12490215
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  • id: 12490216
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  • id: 12490217
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  • id: 12490218
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  • id: 12490219
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  • id: 12490220
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  • id: 12490221
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  • id: 12490222
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  • id: 12490223
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  • id: 12490224
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  • id: 12490225
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  • id: 12490226
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  • id: 12490227
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  • id: 12490228
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  • id: 12490229
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  • id: 12490230
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  • id: 12490231
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  • id: 12490232
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  • id: 12490233
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  • id: 12490234
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  • id: 12490235
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  • id: 12490236
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  • id: 12490237
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  • id: 12490238
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  • id: 12490239
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  • id: 12490240
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  • id: 12490241
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  • id: 12490242
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  • id: 12490243
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  • id: 12490494
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  • id: 12490527
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  • id: 12490532
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  • id: 12490533
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  • id: 12490535
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  • id: 12490540
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