Newform data - 91.7.b.a

Formats: - HTML - YAML - JSON - 2024-06-05T14:50:29.036120

• 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': 4459, 'analytic_conductor': 20.93492160940644, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 91, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [91, 2, [66, 15], [1, 1]], 'cm_discs': [-91], 'conrey_index': 90, '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, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [0, 1]], [5, [198, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 68836917339, 'hecke_ring_generator_nbound': 1, '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, 91, 2, -1, 2, -91]], 'is_cm': True, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': True, 'is_twist_minimal': True, 'label': '91.7.b.a', 'level': 91, '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': [7, 13], 'level_radical': 91, 'minimal_twist': '91.7.b.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 2, 'qexp_display': 'q+2^{6}q^{4}-198q^{5}-7^{3}q^{7}+3^{6}q^{9}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '6.2.1.d2', 'self_twist_discs': [-91], 'self_twist_type': 1, 'space_label': '91.7.b', 'trace_display': [0, 0, -198, -343], 'trace_hash': 593778912074102850, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.994', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.963', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.818', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.509', 'prec': 17}, 'traces': [1, 0, 0, 64, -198, 0, -343, 0, 729, 0, 0, 0, 2197, 0, 0, 4096, 0, 0, 11450, -12672, 0, 0, -19710, 0, 23579, 0, 0, -21952, 47322, 0, 7810, 0, 0, 0, 67914, 46656, 0, 0, 0, 0, 124290, 0, 27610, 0, -144342, 0, 5346, 0, 117649, 0, 0, 140608, -123030, 0, 0, 0, 0, 0, -210870, 0, 0, 0, -250047, 262144, -435006, 0, 0, 0, 0, 0, 0, 0, 439234, 0, 0, 732800, 0, 0, -953678, -811008, 531441, 0, 733626, 0, 0, 0, 0, 0, -571230, 0, -753571, -1261440, 0, 0, -2267100, 0, -1449646, 0, 0, 1509056, 0, 0, 0, 0, 0, 0, 1777050, 0, 0, 0, 0, -1404928, -2711070, 0, 3902580, 3028608, 1601613, 0, 0, 0, 1771561, 0, 0, 499840, -1574892, 0, 3991570, 0, 0, 0, 0, 0, -3927350, 0, 0, 0, 0, 0, 0, 4346496, 0, 0, 0, 2985984, -9369756, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1546380, 0, 0, 0, 0, 0, 6760530, 0, 0, 7954560, 0, 0, 752274, 0, 4826809, 0, 8347050, 1767040, 0, 0, -8087597, 0, 0, 0, -6630678, -9237888, 0, 0, 0, 0, 0, 0, 0, 342144, 0, 0, -1964142, 0, 0, 0, 0, 7529536, 0, 0, 0, 0, 0, 0, -16231446, 0, -24609420, 0, -14368590, 8998912, 0, 0, -9546262, -7873920, 0, 0, -5466780, 0, -2678830, 0, 0, 0, 0, 0, 16280066, 0, 17189091, 0, 23141466, 0, -1572230, 0, 0, 0, -8340750, 0, -1058508, -13495680, 0, 0, 0, 0, 14971570, 0, 0, 0, -23294502, 0, 25155650, 0, 0, 0, 0, -16003008, 0, 0, 0, 16777216, 0, 0, 0, -27840384, 34497738, 0, -7952670, 0, 24359940, 0, 0, 0, 0, 0, -39504670, 0, 0, 0, 0, 0, 42389930, 0, 5693490, 0, 0, 0, 0, 0, 0, 0, -42631470, 0, 24137569, 0, 0, 28110976, 49440186, 0, 41752260, 0, 0, 0, -43302870, 0, -9470230, 0, 0, 46899200, 0, 0, -39521414, 0, 0, 0, 0, 0, 0, 0, 49509306, -61035392, 0, 0, 0, -51904512, 0, 0, 0, 34012224, 51803063, 0, 0, 0, -1833678, 0, 0, 46952064, 0, 0, 0, 0, 46353890, 0, 0, 0, 0, 0, -40353607, 0, 0, 0, -83267910, 0, -84979190, 0, 0, 0, -12468654, 0, 0, -36558720, 0, 0, 0, 0, 84056619, 0, 0, -48228544, -86968332, 0, 0, -80732160, 90607410, 0, 42199290, 0, -61566230, 0, 0, 0, 103966434, 0, 0, -145094400, 0, 0, -28756926, 0, 0, 0, 20127690, -92777344, -3878838, 0, 0, 0, 0, 0, 188828244, 0, -107101654, 0, 0, 96579584, 0, 0, 17158570, 0, -105225318, 0, 0, 0, 51477410, 0, 0, 0, 72328410, 0, -145257948, 0, 0, 0, 0, 0, 0, 0, 3897234, 0, 0, 0, 0, 113731200, 0, 0, 0, 0, 0, 0, 0, 0, -225679500, 0, 0, 0, 85766121, 0, 34406010, 0, 113103540, 0, 0, -89915392, 0, 0, 0, -173508480, 0, 0, 149207058, 0, 0, 0, 0, 249765120, -103823190, 0, 0, 193830912, 0, 0, 0, 102503232, 0, 0, 0, 0, 0, 0, 269979550, 0, -89688870, 0, -190710270, 0, 0, 0, 0, 113379904, 287029908, 0, 0, 0, 0, 0, -210935142, 0, 0, 0, 0, 31989760, 0, 0, 0, -100793088, 0, 0, 0, 0, 0, 0, 0, 255460480, -233945910, 0, -150657262, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 240448211, 0, -153724230, -251350400, 273065130, 0, -351855900, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -226050550, 0, 0, 0, 541836900, 0, 327111554, 0, 0, 0, 0, 0, 60659170, 278175744, 0, 0, 0, 0, 536791860, 0, -182284263, 0, -365529582, 0, -346206278, 0, 0, 0, -464742090, 191102976, -142710766, 0, 0, -599664384, -251633718, 0, 0, 0, -317119374, 0, 265657194, 0, 89424500, 0, 0, 0, -33187086, 0, 0, 0, 0, 0, -89957502, 0, 0, 0, 0, 0, -350769078, 0, 0, 0, 0, 0, 11745162, 0, 0, 0, 0, 0, 0, 0, 91240490, -98968320, 0, 0, 195931890, 0, -56593259, 0, 0, 0, 0, 0, 0, 0, 0, 0, -790330860, 0, 258474853, 0, 0, 0, 244867842, 0, -525613286, 432673920, 0, 0, 0, 0, 0, 0, 0, 0, 188509050, 0, 0, 509091840, 320201586, 0, 370353258, 0, -170220710, 0, 0, 0, 777615300, 0, -932716620, 48145536, 0, 0, 0, 0, 271378690, 0, 0, 308915776, 0, 0, 497228578, 0, 0, 0, 0, 534211200, 0, 0, 0, 113090560, -270296910, 0, -626097670, 0, 0, 0, 0, 0, 0, 0, 0, -517606208, 621640602, 0, 0, 0, 0, 0, 0, 0, 0, 0, -695231262, 0, -153935100, 0, 0, -424363392, 0, 0, 0, -591224832, 0, 0, 0, 0, 1115805438, 0, 0, 0, 387420489, 0, 0, 0, 754031626, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 534813354, 0, -609528150, 0, 846028402, 21897216, 0, 0, 0, 0, -859104790, 0, 0, 0, -865173150, 0, 0, -125705088, 0, 0, -463281390, 0, 746346130, 0, 0, 0, 426089466, 0, 184151990, 0, 0, 0, 1423120500, 0, 0, 0, 0, 481890304, 0, 0, 1858106, 0, 0, 0, 929897010, 0, 0, 0, 0, 0, 0, 0, 0, 0, -416426670, 0, 0, 0, -1338584940, 0, 0, 0, 1006388658, 0, -477665750, -1038812544, 0, 0, 0, 0, 316134500, 0, -549353259, -1575002880, 0, 0, -1018608190, 0, 0, 0, 0, -919589760, 0, 0, 0, 575930368, 0, 0, -148950252, 0, 0, 0, 1007716050, 0, 1644548363, 0, 0, -610960768, -955708182, 0, -607645423, -503930880, 0, 0, 0, 0, 380694746, 0, -1652715900, 0, 0, 0, 0, -349873920, 0, 0, 0, 0, 0, 0, 0, -171445120, 0, 0, 0, 0, -1056791934, 0, 540187956, 0, 0, 0, 0, 0, 0, 0, 89040170, 0, 0, 0, 0, 0, -1369108510, 0, 0, 1041924224, 61211700, 0, 1312874244, 0, 0, 0, 369584820, 1100101824, 0, 0, 0, 0, 0, 0, -1470532390, 1481053824, 0, 0, 1034902962, 0, 0, 0, 0, -100622720, 0, 0, 669876482, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1503494190, 0, 1347081050, -533808000, 0, 0, 0, 0, 0, 0, 0, -67744512, 1610966250, 0, -2449755900, -863723520, 0, 0, 0, 0, 964997098, 0, 0, 0, 1033820370, 0, 388900116, 0, 0, 0, 0, 0, -826507581, 0, 1295469450, 958180480, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1490848128, 0, 0, 553085874, 0, 0, 0, 0, 1609961600, -544193100, 0, -531220142, 0, 0, 0, 0, 0, 0, 0, 0, 0], 'weight': 7, '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], [0], [64], [-198], [0], [-343], [0], [729], [0], [0], [0], [2197], [0], [0], [4096], [0], [0], [11450], [-12672], [0], [0], [-19710], [0], [23579], [0], [0], [-21952], [47322], [0], [7810], [0], [0], [0], [67914], [46656], [0], [0], [0], [0], [124290], [0], [27610], [0], [-144342], [0], [5346], [0], [117649], [0], [0], [140608], [-123030], [0], [0], [0], [0], [0], [-210870], [0], [0], [0], [-250047], [262144], [-435006], [0], [0], [0], [0], [0], [0], [0], [439234], [0], [0], [732800], [0], [0], [-953678], [-811008], [531441], [0], [733626], [0], [0], [0], [0], [0], [-571230], [0], [-753571], [-1261440], [0], [0], [-2267100], [0], [-1449646], [0], [0], [1509056]], 'ap': [[0], [0], [-198], [-343], [0], [2197], [0], [11450], [-19710], [47322], [7810], [0], [124290], [27610], [5346], [-123030], [-210870], [0], [0], [0], [439234], [-953678], [733626], [-571230], [-1449646], [0], [0], [1777050], [0], [-2711070], [3991570], [0], [0], [0], [0], [0], [0], [0], [752274], [0], [-6630678], [0], [-1964142], [0], [0], [0], [-9546262], [16280066], [23141466], [-1572230], [-8340750], [0], [14971570], [0], [0], [-7952670], [0], [-39504670], [42389930], [0], [0], [49440186], [-39521414], [0], [0], [0], [0], [46353890], [-83267910], [-84979190], [-12468654], [0], [0], [-61566230], [0], [-28756926], [-3878838], [-107101654], [0], [51477410], [0], [0], [0], [0], [0], [34406010], [0], [0], [-103823190], [0], [0], [-190710270], [0], [-210935142], [0], [0], [-233945910], [0], [0], [0], [-226050550], [0], [0], [-365529582], [-346206278], [-142710766], [265657194], [-33187086], [-89957502], [0], [0], [0], [0], [91240490], [0], [244867842], [-525613286], [0], [188509050], [370353258], [-170220710], [271378690], [0], [0], [-626097670], [621640602], [0], [0], [0], [754031626], [0], [0], [846028402], [-859104790], [-865173150], [746346130], [426089466], [1858106], [0], [1006388658], [-477665750], [0], [-1018608190], [0], [0], [1007716050], [380694746], [0], [0], [0], [0], [0], [89040170], [0], [-1470532390], [1034902962], [669876482], [-1503494190], [0], [1610966250], [0], [1033820370], [0], [0], [0], [553085874], [-531220142], [0]], 'char_orbit_index': 2, 'field_poly': [0, 1], 'hecke_orbit_code': 68836917339, 'hecke_ring_character_values': [[66, [-1]], [15, [-1]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '91.7.b.a', 'level': 91, 'maxp': 997, 'weight': 7}
• 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': 4459, 'analytic_conductor': 20.93492160940644, 'char_conductor': 91, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [91, 2, [66, 15], [1, 1]], 'conrey_index': 90, 'cusp_dim': 54, 'dim': 54, 'eis_dim': 4, 'eis_new_dim': 4, 'hecke_cutter_primes': [2, 5], 'hecke_orbit_code': 68836917339, 'hecke_orbit_dims': [1, 1, 52], 'label': '91.7.b', 'level': 91, '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': [7, 13], 'level_radical': 91, 'mf_dim': 58, 'mf_new_dim': 58, 'num_forms': 3, 'prim_orbit_index': 2, 'relative_dim': 54, 'sturm_bound': 65, 'trace_bound': 5, 'trace_display': [0, 0, 0, 0], 'traces': [54, 0, 0, -1668, 0, 0, 0, 0, -11322, 0, 0, 0, 0, -6490, 0, 62508, 0, 0, 0, 0, 0, -22428, 23580, 0, 137410, 0, 0, 0, -12052, -52484, 0, 0, 0, 0, 49360, 147532, 0, 0, -246528, 0, 0, 834, -187796, 0, 0, 0, 0, 0, -70170, 0, -129256, 0, 1232948, 0, 0, 604842, 0, 0, 0, 0, 0, 0, 0, -2193588, 395516, 0, 0, 0, 0, 0, 0, 0, 0, -124704, 0, 0, 790396, 332624, -943604, 0, 439590, 0, 0, 0, 0, 0, 0, 3407220, 0, 0, -1500850, -6825252, 0, 0, -4573960, 0, 0, 0, 0, -3549032, 0, 0, 0, 0, 4228452, 0, 9592068, 0, 0, 0, 0, 0, -4427292, -4371568, 0, 6132912, 0, 0, 0, -5069092, -18857850, 0, 0, 0, 0, 19352604, 4921180, 0, 0, 1072740, 0, 0, -18641408, 33839092, 0, 0, 0, 0, 0, 728970, 0, 19528284, 0, -3551532, 0, 0, 9659372, 0, 0, 0, 0, 0, 0, 0, -29339048, 20572096, 0, 0, 0, 0, 0, 0, 0, 0, 25351632, 0, 0, -38891342, -782346, -14740940, 0, -5330420, 0, 0, 0, 0, 0, 0, -5750388, 0, 0, -8555944, 12563336, 0, 0, -69227724, 0, 0, 0, 0, -47680252, 0, 0, 0, 0, 19002846, 0, 121986224, 0, 0, 0, 0, 0, 60136852, 13227256, 0, 21788292, 0, 0, 0, -32924772, -164360248, 0, 0, 0, 0, -580416, 41411012, 0, 0, 2860056, 0, 0, -111379694, 102714378, 0, 0, 0, 0, 0, -19096544, 0, 133973860, 0, -69818144, 0, 0, 156358338, 0, 0, 0, 0, 0, 0, 0, -290609636, 9915948, 0, 0, 0, 0, 0, 0, 0, 0, -36618420, 0, 0, -102588756, -28684320, -152343268, 0, 61789140, 0, 0, 0, 0, 0, 0, -9957172, 0, 0, 91412252, 352059864, 0, 0, 78984660, 0, 0, 0, 0, 30660984, 0, 0, 0, 0, 41853428, 0, 164909310, 0, 0, 0, 0, 0, 3631192, 263328648, 0, 127960596, 0, 0, 0, -71291812, -404836888, 0, 0, 0, 0, 174544484, -170765728, 0, 0, 218167000, 0, 0, -133553540, -99267164, 0, 0, 0, 0, 0, -191670984, 0, 344082220, 0, -378641592, 0, 0, 140682068, 0, 0, 0, 0, 0, 0, 0, -332217300, -469606444, 0, 0, 0, 0, 0, 0, 0, 0, 260207996, 0, 0, 60099688, -44480104, -552326964, 0, -252150200, 0, 0, 0, 0, 0, 0, 324860322, 0, 0, 421537586, 639396560, 0, 0, -178205492, 0, 0, 0, 0, -132508940, 0, 0, 0, 0, -44036234, 0, 268283352, 0, 0, 0, 0, 0, -447516792, 858526740, 0, 284603844, 0, 0, 0, 538505320, 281463192, 0, 0, 0, 0, 16566216, -614962400, 0, 0, 10079188, 0, 0, -435100116, 159994456, 0, 0, 0, 0, 0, -902420128, 0, 84874456, 0, -290195240, 0, 0, 126856138, 0, 0, 0, 0, 0, 0, 0, -1288174992, -774583024, 0, 0, 0, 0, 0, 0, 0, 0, 513740468, 0, 0, 446118746, 20205444, -496360420, 0, -1223102480, 0, 0, 0, 0, 0, 0, -566784348, 0, 0, 583547448, 1856282464, 0, 0, 242680392, 0, 0, 0, 0, -316685800, 0, 0, 0, 0, 237392076, 0, 73383224, 0, 0, 0, 0, 0, -1199966668, 2131118460, 0, 1657339244, 0, 0, 0, 3261830928, 279946496, 0, 0, 0, 0, 473215878, 279118412, 0, 0, 207565844, 0, 0, -692772920, -396168368, 0, 0, 0, 0, 0, -1576913128, 0, -683071796, 0, -1801742948, 0, 0, -713163684, 0, 0, 0, 0, 0, 0, 0, -1832005072, -1358562180, 0, 0, 0, 0, 0, 0, 0, 0, 1025639890, 0, 0, 2187693916, 45059956, 745748464, 0, -1719889436, 0, 0, 0, 0, 0, 0, 146036632, 0, 0, 828015116, 892671660, 0, 0, 15255492, 0, 0, 0, 0, -757670520, 0, 0, 0, 0, -902586086, 0, -883687704, 0, 0, 0, 0, 0, -2306659164, -532659340, 0, 806299852, 0, 0, 0, 2907703140, 1327983516, 0, 0, 0, 0, 923859544, 434521972, 0, 0, 1133360740, 0, 0, -3185802286, 399968696, 0, 0, 0, 0, 0, -960628188, 0, 641010832, 0, -1161593972, 0, 0, 1304965654, 0, 0, 0, 0, 0, 0, 0, -4387424040, 235226300, 0, 0, 0, 0, 0, 0, 0, 0, 3397238264, 0, 0, 2180630908, -4967582304, 1026254782, 0, -3669578464, 0, 0, 0, 0, 0, 0, -1513984308, 0, 0, 1116167364, 5642753544, 0, 0, -652615084, 0, 0, 0, 0, -1877353224, 0, 0, 0, 0, -2549502840, 0, 1899325940, 0, 0, 0, 0, 0, -4078110764, -2087608912, 0, 4904028148, 0, 0, 0, 6389321392, 51870184, 0, 0, 0, 0, 1927737314, 3314599084, 0, 0, 5187203016, 0, 0, -1404526028, -3042836924, 0, 0, 0, 0, 0, 531771192, 0, -2401866476, 0, -5832423496, 0, 0, 1117127028, 0, 0, 0, 0, 0, 0, 0, -4497040756, 126149524, 0, 0, 0, 0, 0, 0, 0, 0, 3026984788, 0, 0, 5759813098, -4540080576, 4353016780, 0, -4072755768, 0, 0, 0, 0, 0, 0, -692075412, 0, 0, 1108516892, 2161788342, 0, 0, 849873124, 0, 0, 0, 0, -1447602544, 0, 0, 0, 0, -9057611184, 0, 5351882316, 0, 0, 0, 0, 0, -2791032636, -4259056868, 0, 1447769384, 0, 0, 0, 5438229348, -744985688, 0, 0, 0, 0, 1748587620, 11186616384, 0, 0, 2776684172, 0, 0, -7614743708, -1829525784, 0, 0, 0, 0, 0, 1407009020, 0, -2460707352, 0, -2488577640, 0, 0, 4172944302, 0, 0, 0, 0, 0, 0, 0, -12659185912, 1398742464, 0, 0, 0, 0, 0, 0, 0, 0, 6278936376, 0, 0, 6921336208, -9842636732, 9289394664, 0, -5920492604, 0, 0, 0, 0, 0, 0, -4089607308, 0, 0, -1981905270, 10705786000, 0, 0, -1537483908, 0, 0, 0, 0, -4113663568, 0, 0, 0, 0, -1525113388, 0, 2005187944, 0, 0, 0, 0, 0, -2238905030, -12532336568, 0, 769615572, 0, 0, 0, 14048803872, -639983016, 0, 0, 0, 0, 99830992, 10067232872, 0, 0, 13252261844, 0, 0, -8372440168, -4322300364, 0, 0, 0, 0, 0, -593510760, 0, -1521726344, 0, -14450009468, 0, 0, -358933572, 0, 0, 0, 0, 0, 0, 0, -9105140916, -417608088, 0, 0, 0, 0, 0, 0, 0, 0, 8195650888, 0, 0, 12448894402, -3517118008, 8843454600, 0, -11455384692, 0, 0, 0, 0, 0, 0, -4991641908, 0, 0, 2055342570, -460368796, 0, 0, -2854110344, 0, 0, 0, 0, -5851564164, 0, 0, 0, 0, -14415885640, 0, 5149133264, 0, 0, 0, 0, 0, -6932805672, 512430992, 0, 4722627696, 0, 0, 0, 15253044184, 4291588900, 0, 0, 0, 0, 3220227596, 10041232320, 0, 0, 4324330156, 0, 0, -7906793790, 1535807308, 0, 0, 0, 0, 0, -226880736, 0, -3221180502, 0, -1485291692, 0, 0, 1834326236, 0, 0, 0, 0, 0, 0, 0, -13837309616, 1559197456, 0, 0, 0, 0, 0, 0, 0, 0, 23851774932, 0, 0, 13270007532, -12038273052, 3304664128, 0, -10023773348, 0, 0, 0, 0, 0, 0, 5681596828, 0, 0], 'weight': 7, '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: 80810
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 2, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '91.7.b.a', 'source_level': 91, 'target_char_orbit': 2, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '91.7.b.a', 'target_level': 91, 'twist_class_label': '91.7.b.a', 'twist_class_level': 91, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 7}
  • id: 80811
    {'conductor': 91, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': -91, 'source_char_orbit': 2, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '91.7.b.a', 'source_level': 91, 'target_char_orbit': 2, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '91.7.b.a', 'target_level': 91, 'twist_class_label': '91.7.b.a', 'twist_class_level': 91, 'twisting_char_label': '91.b', 'twisting_char_orbit': 2, 'weight': 7}
  • id: 80812
    {'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '91.7.b.a', 'source_level': 91, 'target_char_orbit': 2, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '91.7.b.b', 'target_level': 91, 'twist_class_label': '91.7.b.a', 'twist_class_level': 91, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 7}
  • id: 80813
    {'conductor': 13, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '91.7.b.a', 'source_level': 91, 'target_char_orbit': 2, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '91.7.b.b', 'target_level': 91, 'twist_class_label': '91.7.b.a', 'twist_class_level': 91, 'twisting_char_label': '13.b', 'twisting_char_orbit': 2, 'weight': 7}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 277825
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68836917339, 'p': 2}
  • id: 277826
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68836917339, 'p': 3}
  • id: 277827
    {'charpoly_factorization': [[[198, 1], 1]], 'hecke_orbit_code': 68836917339, 'p': 5}
  • id: 277828
    {'charpoly_factorization': [[[343, 1], 1]], 'hecke_orbit_code': 68836917339, 'p': 7}
  • id: 277829
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68836917339, 'p': 11}
  • id: 277830
    {'charpoly_factorization': [[[-2197, 1], 1]], 'hecke_orbit_code': 68836917339, 'p': 13}
  • id: 277831
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68836917339, 'p': 17}
  • id: 277832
    {'charpoly_factorization': [[[-11450, 1], 1]], 'hecke_orbit_code': 68836917339, 'p': 19}
  • id: 277833
    {'charpoly_factorization': [[[19710, 1], 1]], 'hecke_orbit_code': 68836917339, 'p': 23}
  • id: 277834
    {'charpoly_factorization': [[[-47322, 1], 1]], 'hecke_orbit_code': 68836917339, 'p': 29}
  • id: 277835
    {'charpoly_factorization': [[[-7810, 1], 1]], 'hecke_orbit_code': 68836917339, 'p': 31}
  • id: 277836
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68836917339, 'p': 37}
  • id: 277837
    {'charpoly_factorization': [[[-124290, 1], 1]], 'hecke_orbit_code': 68836917339, 'p': 41}
  • id: 277838
    {'charpoly_factorization': [[[-27610, 1], 1]], 'hecke_orbit_code': 68836917339, 'p': 43}
  • id: 277839
    {'charpoly_factorization': [[[-5346, 1], 1]], 'hecke_orbit_code': 68836917339, 'p': 47}
  • id: 277840
    {'charpoly_factorization': [[[123030, 1], 1]], 'hecke_orbit_code': 68836917339, 'p': 53}
  • id: 277841
    {'charpoly_factorization': [[[210870, 1], 1]], 'hecke_orbit_code': 68836917339, 'p': 59}
  • id: 277842
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68836917339, 'p': 61}
  • id: 277843
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68836917339, 'p': 67}
  • id: 277844
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68836917339, 'p': 71}
  • id: 277845
    {'charpoly_factorization': [[[-439234, 1], 1]], 'hecke_orbit_code': 68836917339, 'p': 73}
  • id: 277846
    {'charpoly_factorization': [[[953678, 1], 1]], 'hecke_orbit_code': 68836917339, 'p': 79}
  • id: 277847
    {'charpoly_factorization': [[[-733626, 1], 1]], 'hecke_orbit_code': 68836917339, 'p': 83}
  • id: 277848
    {'charpoly_factorization': [[[571230, 1], 1]], 'hecke_orbit_code': 68836917339, 'p': 89}
  • id: 277849
    {'charpoly_factorization': [[[1449646, 1], 1]], 'hecke_orbit_code': 68836917339, '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': 1, 'label': '91.7.b.a', 'level': 91, 'portrait': 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', 'weight': 7}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 4991041
    {'hecke_orbit_code': 68836917339, 'n': 1, 'trace_an': 1}
  • id: 4991042
    {'hecke_orbit_code': 68836917339, 'n': 2, 'trace_an': 0}
  • id: 4991043
    {'hecke_orbit_code': 68836917339, 'n': 3, 'trace_an': 0}
  • id: 4991044
    {'hecke_orbit_code': 68836917339, 'n': 4, 'trace_an': 64}
  • id: 4991045
    {'hecke_orbit_code': 68836917339, 'n': 5, 'trace_an': -198}
  • id: 4991046
    {'hecke_orbit_code': 68836917339, 'n': 6, 'trace_an': 0}
  • id: 4991047
    {'hecke_orbit_code': 68836917339, 'n': 7, 'trace_an': -343}
  • id: 4991048
    {'hecke_orbit_code': 68836917339, 'n': 8, 'trace_an': 0}
  • id: 4991049
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  • id: 4991050
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  • id: 4991053
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  • id: 4991054
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  • id: 4991056
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  • id: 4991057
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  • id: 4991058
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  • id: 4991059
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  • id: 4991060
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  • id: 4991061
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  • id: 4991062
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  • id: 4991063
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  • id: 4991064
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  • id: 4991065
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  • id: 4991066
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  • id: 4991067
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  • id: 4991068
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  • id: 4991069
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  • id: 4991070
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  • id: 4991071
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  • id: 4991072
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  • id: 4991073
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  • id: 4991074
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  • id: 4991075
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  • id: 4991076
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  • id: 4991077
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  • id: 4991079
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  • id: 4991080
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  • id: 4991081
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  • id: 4991082
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  • id: 4991083
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  • id: 4991084
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  • id: 4991085
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  • id: 4991086
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  • id: 4991088
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  • id: 4991089
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  • id: 4991090
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  • id: 4991091
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  • id: 4991092
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  • id: 4991093
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  • id: 4991094
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  • id: 4991095
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  • id: 4991096
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  • id: 4991098
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  • id: 4991099
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  • id: 4991100
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  • id: 4991101
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  • id: 4991102
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  • id: 4991103
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  • id: 4991104
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  • id: 4991105
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  • id: 4991106
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  • id: 4991108
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  • id: 4991109
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  • id: 4991110
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  • id: 4991111
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  • id: 4991112
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  • id: 4991113
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  • id: 4991114
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  • id: 4991115
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  • id: 4991116
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  • id: 4991117
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  • id: 4991118
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  • id: 4991119
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  • id: 4991120
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  • id: 4991121
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  • id: 4991122
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  • id: 4991123
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  • id: 4991124
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  • id: 4991125
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  • id: 4991126
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  • id: 4991128
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  • id: 4991129
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  • id: 4991130
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  • id: 4991131
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  • id: 4991132
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  • id: 4991133
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  • id: 4991134
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  • id: 4991135
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  • id: 4991136
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  • id: 4991137
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  • id: 4991138
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  • id: 4991139
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  • id: 4991140
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  • id: 4991141
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  • id: 4991142
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  • id: 4991143
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  • id: 4991144
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  • id: 4991145
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  • id: 4991146
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  • id: 4991147
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  • id: 4991148
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  • id: 4991149
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  • id: 4991150
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  • id: 4991151
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  • id: 4991152
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  • id: 4991153
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  • id: 4991154
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  • id: 4991155
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  • id: 4991156
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  • id: 4991157
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  • id: 4991158
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  • id: 4991159
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  • id: 4991160
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  • id: 4991161
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  • id: 4991162
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  • id: 4991163
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  • id: 4991164
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  • id: 4991165
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  • id: 4991166
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  • id: 4991167
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  • id: 4991168
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  • id: 4991169
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  • id: 4991170
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  • id: 4991171
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  • id: 4991172
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  • id: 4991173
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  • id: 4991174
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  • id: 4991176
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  • id: 4991177
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  • id: 4991178
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  • id: 4991179
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  • id: 4991180
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  • id: 4991181
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  • id: 4991182
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  • id: 4991183
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  • id: 4991184
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  • id: 4991185
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  • id: 4991186
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  • id: 4991187
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  • id: 4991188
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  • id: 4991189
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  • id: 4991190
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  • id: 4991191
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  • id: 4991192
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  • id: 4991193
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  • id: 4991194
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  • id: 4991195
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  • id: 4991196
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  • id: 4991197
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  • id: 4991198
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  • id: 4991199
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  • id: 4991200
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  • id: 4991201
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  • id: 4991202
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  • id: 4991203
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  • id: 4991204
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  • id: 4991205
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  • id: 4991206
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  • id: 4991207
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  • id: 4991208
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  • id: 4991209
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  • id: 4991210
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  • id: 4991211
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  • id: 4991212
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  • id: 4991213
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  • id: 4991214
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  • id: 4991215
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  • id: 4991216
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  • id: 4991217
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  • id: 4991218
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  • id: 4991219
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  • id: 4991220
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  • id: 4991221
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  • id: 4991222
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  • id: 4991223
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  • id: 4991224
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  • id: 4991225
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  • id: 4991226
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  • id: 4991227
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  • id: 4991228
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  • id: 4991232
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  • id: 4991234
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  • id: 4991238
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  • id: 4991239
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  • id: 4991240
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  • id: 4991242
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  • id: 4991257
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  • id: 4991262
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  • id: 4991271
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  • id: 4991280
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  • id: 4991281
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  • id: 4991283
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  • id: 4991284
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  • id: 4991285
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  • id: 4991286
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  • id: 4991287
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  • id: 4991289
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  • id: 4991290
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  • id: 4991291
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  • id: 4991292
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  • id: 4991298
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