Embedded newform data - 147.8.e.a.67.1

Formats: - HTML - YAML - JSON - 2024-05-18T03:10:50.386794

• 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': 9408, 'analytic_conductor': 45.9205987461659, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 7, 'char_degree': 2, 'char_is_minimal': False, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 3, 'char_parity': 1, 'char_values': [147, 3, [50, 52], [3, 2]], 'cm_discs': [], 'conrey_index': 67, 'conrey_indexes': [67, 79], 'dim': 2, 'field_disc': -3, 'field_disc_factorization': [[-1, 1], [3, 1]], 'field_poly': [1, -1, 1], 'field_poly_is_cyclotomic': True, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 6, 'has_non_self_twist': 1, 'hecke_cutters': [[2, [36, 6, 1]], [5, [152100, -390, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 275012124819, 'hecke_ring_generator_nbound': 4, '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, 7, 3, 1, 3, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '147.8.e.a', 'level': 147, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 7], 'level_radical': 21, 'minimal_twist': '3.8.a.a', 'nf_label': '2.0.3.1', 'prim_orbit_index': 3, 'qexp_display': 'q-6\\zeta_{6}q^{2}+(-3^{3}+3^{3}\\zeta_{6})q^{3}+(92+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '7.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '147.8.e', 'trace_display': [-6, -27, 390, 0], 'trace_hash': 764179593625855740, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.982', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '11.747', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.062', 'prec': 17}, {'__RealLiteral__': 0, 'data': '107.000', 'prec': 24}], 'trace_zratio': 0, 'traces': [2, -6, -27, 92, 390, 324, 0, -2640, -729, 2340, 948, 2484, 10196, 0, -21060, -3856, 28386, -4374, -8620, 71760, 0, -11376, 15288, 35640, -73975, -30588, 39366, 0, 73020, 63180, -276808, -192096, 25596, -340632, 0, -134136, -268526, -51720, -137646, -514800, 1259436, 0, 1371544, -87216, 284310, 91728, 583296, 208224, 0, 887700, 766422, 469016, 428058, -118098, 739440, 0, 465480, -219060, 1306380, -968760, 300662, 3321696, 0, 1318016, 1988220, 153576, 507244, -2611512, -825552, 0, 11121264, 962280, 1369082, -1611156, -1997325, -1586080, 0, 1651752, 6913720, 1503840, -531441, -3778308, 8753496, 0, 22141080, -4114632, -985770, -1251360, -8528310, -3411720, 0, 2812992, -7473816, 3499776, 3361800, -5186592, 17653628, 0, -1382184, 6805700, 11986422, 4598532, 7209392, -13458720, 0, -5136696, -11426076, 1810836, -4020950, -2218320, 14500404, 0, -35412636, -1396440, -5962320, 3358920, -3716442, -15676560, 0, 27799200, 18588467, 1803972, -17002386, 25466336, 3237000, 0, 33576592, 20634240, -18515844, 11929320, 16826772, 4709664, 0, -6086928, 7676370, -37469520, -28044906, 2476656, 23654600, 0, -31497984, -33363792, 4832904, -2811024, 14238900, -16428984, 0, -49408784, -20784630, -11983950, -76112, 11378400, -41386788, 0, -215910240, 12663432, -32182474, 41482320, 11557566, -149834880, 0, 6377292, -58343492, 57934056, -9982440, -26260488, 51673008, 0, -73517826, -66423240, -6283980, 63091024, 63520062, 11829240, 0, -7310976, 35272260, -51169860, 80955900, -26156520, -129006364, 0, -16235748, -20180160, 104725140, -44842896, -26909928, 107326464, 0, -40341600, -56827392, -17793216, -116376962, -52960884, -107363880, 0, -237632148, 4146552, -95010640, 97647000, 13695588, -143837064, 0, 141021648, 245590020, 43256352, 11144952, -19657888, -16343520, 0, 358492744, -39381336, -150137064, -68556456, 267451080, -51963120, 0, 48251400, 36965214, 34014240, 144711828, -43501212, 413073776, 0, 107855550, 106237908, 43395396, 21412080, -36193090, 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119789280, -684235772, 402660816, -195755454, -155019024, 395650320, 0, -1252625948, 220553478, 478070586, 1018489680, 262413984, 75407760, 0, -1810438080, -160982640, 381120372, 1253396004, 90690840, -530700460, 0, 200687868, 182107008, -569635518, 211633560, 2168646480, -1569209040, 0, -971470800, -932540760, -375289200, 819567339, 387019092, -1003777218, 0, 1067883960, 48707244, -852564664, 58950528, -459064422, -1256701680, 0, -1375182144, -381183422, -161459568, -43699500, -769950720, 372255960, 0, -2967061640, -309285600, -453283992, -340964352, -761929728, -1114248960, 0, 1396523544, -499927788, 812066888, -1609017990, 322091640, 867930336, 0, -908645688, 712896444, -2696350800, -63580464, 1880157926, 1140127680, 0, 570495200, -268592322, 82173528, -1411167184, -1102750824, -414523980, 0, -509125296, -1011677040, 89947850, 1473540120, -757212462, 1326528128, 0, -133739424, 1706931720, -979305408, -319337100, 49030560, -3381085320, 0, -2266654916, -1075478232, 425222784, 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• mf_hecke_cc •

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

  
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0.03955284044537423, None, -0.3995443646246193, -0.1978583001403396, -0.2931127312207399, -0.10635705981339767, -0.062423843303070756, -0.22780693313180686, 0.24043081953787526, -0.15509403381087064, -0.12356240793333724, -0.13577038916568546, -0.016141707680983844, -0.38502997621537804, -0.34872281499365054, -0.06982082004493186, -0.40024124723904697, -0.06331285769583274, -0.38365186268791135, 0.06132474673138487, -0.18099825342167378, -0.4725596057781812, -0.16831752300023808, -0.318425640881298, -0.030644253821280464, -0.15777135239883136, -0.44042082584638176, -0.34792667260737675, -0.19076806851171343, -0.03031783321464671, -0.49380313869266457, -0.22009927236817953, -0.1247615278694776, -0.4168098274325416, -0.47050290832564645, -0.4948791024031611, -0.2155722618512312, -0.00611623981398991, -0.328229027796798, -0.31623794141413947, -0.13100322212062854, 0.18231980706797127, -0.34337738927876355, -0.48693834382160495, -0.13595522046131556, -0.14283631493044094, 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-0.20759184801273406, -0.03100338264874172, 0.2517025582055818, -0.12143460189724264, -0.48077151886980796, -0.21244568591239307, -0.26851621960150185, -0.24986377396741866, 0.016463454071170055, -0.12805785459461655, -0.009933058771786813, -0.21985527165758306, -0.36802993594855193, 0.05835793998199044, 0.16766246213829844, -0.22369419526528928, 0.005557203492102868, -0.11169005986874884, -0.3448350435544199, 0.2667235089340205, 0.09278820115294166, -0.123070934265177, -0.4183719820071498, -0.003949639167712241, -0.42744416486302445, -0.41539922119674627, -0.4486198029515144, 0.1810911889238815], 'char_orbit_index': 5, 'conrey_index': 67, 'dual_conrey_index': 79, 'dual_embedding_index': 1, 'dual_embedding_m': 2, 'embedding_index': 1, 'embedding_m': 1, 'embedding_root_imag': 0.8660254037844386, 'embedding_root_real': 0.5, 'hecke_orbit': 1, 'hecke_orbit_code': 275012124819, 'label': '147.8.e.a.67.1', 'level': 147, 'weight': 8}
• 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

  
  {'Nk2': 9408, 'analytic_conductor': 45.9205987461659, 'char_conductor': 7, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 3, 'char_parity': 1, 'char_values': [147, 3, [50, 52], [3, 2]], 'conrey_index': 67, 'cusp_dim': 246, 'dim': 94, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 5], 'hecke_orbit_code': 275012124819, 'hecke_orbit_dims': [2, 2, 2, 2, 4, 4, 4, 4, 6, 6, 8, 8, 8, 10, 12, 12], 'label': '147.8.e', 'level': 147, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 7], 'level_radical': 21, 'mf_dim': 278, 'mf_new_dim': 94, 'num_forms': 16, 'prim_orbit_index': 3, 'relative_dim': 47, 'sturm_bound': 149, 'trace_bound': 3, 'trace_display': [28, -27, -2, 0], 'traces': [94, 28, -27, -3436, -2, 864, 0, -6876, -34263, -10266, 3242, -3456, 10134, 0, -21276, -293764, -46200, 20412, -36147, 391448, 0, -496556, -322456, -132678, -547541, 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• mf_twists_cc •

  Column	Type
  conductor	integer
  degree	integer
  order	integer
  parity	smallint
  source_conrey_index	integer
  source_dim	integer
  source_embedding_index	integer
  source_hecke_orbit_code	bigint
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_conrey_index	integer
  target_dim	integer
  target_embedding_index	integer
  target_hecke_orbit_code	bigint
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_conrey_index	integer
  weight	smallint

  
  
  • id: 3059097
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 67, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 275012124819, 'source_is_minimal': False, 'source_label': '147.8.e.a.67.1', 'source_level': 147, 'target_conrey_index': 67, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 275012124819, 'target_is_minimal': False, 'target_label': '147.8.e.a.67.1', 'target_level': 147, 'twist_class_label': '3.8.a.a.1.1', 'twist_class_level': 3, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 8}
  • id: 3059098
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 67, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 275012124819, 'source_is_minimal': False, 'source_label': '147.8.e.a.67.1', 'source_level': 147, 'target_conrey_index': 79, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 275012124819, 'target_is_minimal': False, 'target_label': '147.8.e.a.79.1', 'target_level': 147, 'twist_class_label': '3.8.a.a.1.1', 'twist_class_level': 3, 'twisting_char_label': '7.2', 'twisting_conrey_index': 2, 'weight': 8}
  • id: 3059099
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 67, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 275012124819, 'source_is_minimal': False, 'source_label': '147.8.e.a.67.1', 'source_level': 147, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 134217731, 'target_is_minimal': True, 'target_label': '3.8.a.a.1.1', 'target_level': 3, 'twist_class_label': '3.8.a.a.1.1', 'twist_class_level': 3, 'twisting_char_label': '7.3', 'twisting_conrey_index': 3, 'weight': 8}
  • id: 3059100
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 67, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 275012124819, 'source_is_minimal': False, 'source_label': '147.8.e.a.67.1', 'source_level': 147, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503599761588371, 'target_is_minimal': False, 'target_label': '147.8.a.b.1.1', 'target_level': 147, 'twist_class_label': '3.8.a.a.1.1', 'twist_class_level': 3, 'twisting_char_label': '7.4', 'twisting_conrey_index': 4, 'weight': 8}
  • id: 3059101
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 67, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 275012124819, 'source_is_minimal': False, 'source_label': '147.8.e.a.67.1', 'source_level': 147, 'target_conrey_index': 79, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503874639495315, 'target_is_minimal': False, 'target_label': '147.8.e.b.79.1', 'target_level': 147, 'twist_class_label': '3.8.a.a.1.1', 'twist_class_level': 3, 'twisting_char_label': '7.5', 'twisting_conrey_index': 5, 'weight': 8}
  • id: 3059102
    {'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 67, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 275012124819, 'source_is_minimal': False, 'source_label': '147.8.e.a.67.1', 'source_level': 147, 'target_conrey_index': 67, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503874639495315, 'target_is_minimal': False, 'target_label': '147.8.e.b.67.1', 'target_level': 147, 'twist_class_label': '3.8.a.a.1.1', 'twist_class_level': 3, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 8}
  • id: 3059103
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 67, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 275012124819, 'source_is_minimal': False, 'source_label': '147.8.e.a.67.1', 'source_level': 147, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 134218169, 'target_is_minimal': False, 'target_label': '441.8.a.a.1.1', 'target_level': 441, 'twist_class_label': '3.8.a.a.1.1', 'twist_class_level': 3, 'twisting_char_label': '21.11', 'twisting_conrey_index': 11, 'weight': 8}
  • id: 3059104
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 67, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 275012124819, 'source_is_minimal': False, 'source_label': '147.8.e.a.67.1', 'source_level': 147, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 134217737, 'target_is_minimal': False, 'target_label': '9.8.a.a.1.1', 'target_level': 9, 'twist_class_label': '3.8.a.a.1.1', 'twist_class_level': 3, 'twisting_char_label': '21.17', 'twisting_conrey_index': 17, 'weight': 8}
  • id: 3059105
    {'conductor': 28, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 67, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 275012124819, 'source_is_minimal': False, 'source_label': '147.8.e.a.67.1', 'source_level': 147, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 27021597898440752, 'target_is_minimal': False, 'target_label': '48.8.a.g.1.1', 'target_level': 48, 'twist_class_label': '3.8.a.a.1.1', 'twist_class_level': 3, 'twisting_char_label': '28.3', 'twisting_conrey_index': 3, 'weight': 8}
  • id: 3059106
    {'conductor': 35, 'degree': 4, 'order': 12, 'parity': 1, 'source_conrey_index': 67, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 275012124819, 'source_is_minimal': False, 'source_label': '147.8.e.a.67.1', 'source_level': 147, 'target_conrey_index': 49, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007268108435531, 'target_is_minimal': False, 'target_label': '75.8.b.c.49.1', 'target_level': 75, 'twist_class_label': '3.8.a.a.1.1', 'twist_class_level': 3, 'twisting_char_label': '35.3', 'twisting_conrey_index': 3, 'weight': 8}
  • id: 3059107
    {'conductor': 35, 'degree': 4, 'order': 12, 'parity': 1, 'source_conrey_index': 67, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 275012124819, 'source_is_minimal': False, 'source_label': '147.8.e.a.67.1', 'source_level': 147, 'target_conrey_index': 49, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 9007268108435531, 'target_is_minimal': False, 'target_label': '75.8.b.c.49.2', 'target_level': 75, 'twist_class_label': '3.8.a.a.1.1', 'twist_class_level': 3, 'twisting_char_label': '35.17', 'twisting_conrey_index': 17, 'weight': 8}
  • id: 3059108
    {'conductor': 35, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 67, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 275012124819, 'source_is_minimal': False, 'source_label': '147.8.e.a.67.1', 'source_level': 147, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 134217803, 'target_is_minimal': False, 'target_label': '75.8.a.a.1.1', 'target_level': 75, 'twist_class_label': '3.8.a.a.1.1', 'twist_class_level': 3, 'twisting_char_label': '35.24', 'twisting_conrey_index': 24, 'weight': 8}
  • id: 3059109
    {'conductor': 56, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 67, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 275012124819, 'source_is_minimal': False, 'source_label': '147.8.e.a.67.1', 'source_level': 147, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 134217920, 'target_is_minimal': False, 'target_label': '192.8.a.a.1.1', 'target_level': 192, 'twist_class_label': '3.8.a.a.1.1', 'twist_class_level': 3, 'twisting_char_label': '56.3', 'twisting_conrey_index': 3, 'weight': 8}
  • id: 3059110
    {'conductor': 56, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 67, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 275012124819, 'source_is_minimal': False, 'source_label': '147.8.e.a.67.1', 'source_level': 147, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 36028797153181888, 'target_is_minimal': False, 'target_label': '192.8.a.i.1.1', 'target_level': 192, 'twist_class_label': '3.8.a.a.1.1', 'twist_class_level': 3, 'twisting_char_label': '56.45', 'twisting_conrey_index': 45, 'weight': 8}
  • id: 3059111
    {'conductor': 63, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 67, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 275012124819, 'source_is_minimal': False, 'source_label': '147.8.e.a.67.1', 'source_level': 147, 'target_conrey_index': 55, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 137573171281, 'target_is_minimal': False, 'target_label': '81.8.c.a.55.1', 'target_level': 81, 'twist_class_label': '3.8.a.a.1.1', 'twist_class_level': 3, 'twisting_char_label': '63.31', 'twisting_conrey_index': 31, 'weight': 8}
  • id: 3059112
    {'conductor': 63, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 67, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 275012124819, 'source_is_minimal': False, 'source_label': '147.8.e.a.67.1', 'source_level': 147, 'target_conrey_index': 28, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007336827912273, 'target_is_minimal': False, 'target_label': '81.8.c.c.28.1', 'target_level': 81, 'twist_class_label': '3.8.a.a.1.1', 'twist_class_level': 3, 'twisting_char_label': '63.38', 'twisting_conrey_index': 38, 'weight': 8}
  • id: 3059113
    {'conductor': 63, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 67, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 275012124819, 'source_is_minimal': False, 'source_label': '147.8.e.a.67.1', 'source_level': 147, 'target_conrey_index': 28, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 137573171281, 'target_is_minimal': False, 'target_label': '81.8.c.a.28.1', 'target_level': 81, 'twist_class_label': '3.8.a.a.1.1', 'twist_class_level': 3, 'twisting_char_label': '63.52', 'twisting_conrey_index': 52, 'weight': 8}
  • id: 3059114
    {'conductor': 63, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 67, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 275012124819, 'source_is_minimal': False, 'source_label': '147.8.e.a.67.1', 'source_level': 147, 'target_conrey_index': 55, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007336827912273, 'target_is_minimal': False, 'target_label': '81.8.c.c.55.1', 'target_level': 81, 'twist_class_label': '3.8.a.a.1.1', 'twist_class_level': 3, 'twisting_char_label': '63.59', 'twisting_conrey_index': 59, 'weight': 8}
  • id: 3059115
    {'conductor': 77, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 67, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 275012124819, 'source_is_minimal': False, 'source_label': '147.8.e.a.67.1', 'source_level': 147, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503599761588587, 'target_is_minimal': False, 'target_label': '363.8.a.b.1.1', 'target_level': 363, 'twist_class_label': '3.8.a.a.1.1', 'twist_class_level': 3, 'twisting_char_label': '77.10', 'twisting_conrey_index': 10, 'weight': 8}
  • id: 3059116
    {'conductor': 84, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 67, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 275012124819, 'source_is_minimal': False, 'source_label': '147.8.e.a.67.1', 'source_level': 147, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503599761588368, 'target_is_minimal': False, 'target_label': '144.8.a.b.1.1', 'target_level': 144, 'twist_class_label': '3.8.a.a.1.1', 'twist_class_level': 3, 'twisting_char_label': '84.59', 'twisting_conrey_index': 59, 'weight': 8}
  • id: 3059117
    {'conductor': 91, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 67, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 275012124819, 'source_is_minimal': False, 'source_label': '147.8.e.a.67.1', 'source_level': 147, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 134218235, 'target_is_minimal': False, 'target_label': '507.8.a.a.1.1', 'target_level': 507, 'twist_class_label': '3.8.a.a.1.1', 'twist_class_level': 3, 'twisting_char_label': '91.38', 'twisting_conrey_index': 38, 'weight': 8}
  • id: 3059118
    {'conductor': 105, 'degree': 4, 'order': 12, 'parity': -1, 'source_conrey_index': 67, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 275012124819, 'source_is_minimal': False, 'source_label': '147.8.e.a.67.1', 'source_level': 147, 'target_conrey_index': 199, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22518066990547169, 'target_is_minimal': False, 'target_label': '225.8.b.f.199.1', 'target_level': 225, 'twist_class_label': '3.8.a.a.1.1', 'twist_class_level': 3, 'twisting_char_label': '105.17', 'twisting_conrey_index': 17, 'weight': 8}
  • id: 3059119
    {'conductor': 105, 'degree': 4, 'order': 12, 'parity': -1, 'source_conrey_index': 67, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 275012124819, 'source_is_minimal': False, 'source_label': '147.8.e.a.67.1', 'source_level': 147, 'target_conrey_index': 199, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 22518066990547169, 'target_is_minimal': False, 'target_label': '225.8.b.f.199.2', 'target_level': 225, 'twist_class_label': '3.8.a.a.1.1', 'twist_class_level': 3, 'twisting_char_label': '105.38', 'twisting_conrey_index': 38, 'weight': 8}
  • id: 3059120
    {'conductor': 105, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 67, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 275012124819, 'source_is_minimal': False, 'source_label': '147.8.e.a.67.1', 'source_level': 147, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 36028797153181921, 'target_is_minimal': False, 'target_label': '225.8.a.i.1.1', 'target_level': 225, 'twist_class_label': '3.8.a.a.1.1', 'twist_class_level': 3, 'twisting_char_label': '105.59', 'twisting_conrey_index': 59, 'weight': 8}
  • id: 3059121
    {'conductor': 168, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 67, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 275012124819, 'source_is_minimal': False, 'source_label': '147.8.e.a.67.1', 'source_level': 147, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 103582791563739712, 'target_is_minimal': False, 'target_label': '576.8.a.x.1.1', 'target_level': 576, 'twist_class_label': '3.8.a.a.1.1', 'twist_class_level': 3, 'twisting_char_label': '168.59', 'twisting_conrey_index': 59, 'weight': 8}
  • id: 3059122
    {'conductor': 168, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 67, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 275012124819, 'source_is_minimal': False, 'source_label': '147.8.e.a.67.1', 'source_level': 147, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 99079191936369216, 'target_is_minimal': False, 'target_label': '576.8.a.w.1.1', 'target_level': 576, 'twist_class_label': '3.8.a.a.1.1', 'twist_class_level': 3, 'twisting_char_label': '168.101', 'twisting_conrey_index': 101, 'weight': 8}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 393925
    {'charpoly_factorization': [[[36, 6, 1], 1]], 'hecke_orbit_code': 275012124819, 'p': 2}
  • id: 393926
    {'charpoly_factorization': [[[729, 27, 1], 1]], 'hecke_orbit_code': 275012124819, 'p': 3}
  • id: 393927
    {'charpoly_factorization': [[[152100, -390, 1], 1]], 'hecke_orbit_code': 275012124819, 'p': 5}
  • id: 393928
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 275012124819, 'p': 7}
  • id: 393929
    {'charpoly_factorization': [[[898704, -948, 1], 1]], 'hecke_orbit_code': 275012124819, 'p': 11}
  • id: 393930
    {'charpoly_factorization': [[[-5098, 1], 2]], 'hecke_orbit_code': 275012124819, 'p': 13}
  • id: 393931
    {'charpoly_factorization': [[[805764996, -28386, 1], 1]], 'hecke_orbit_code': 275012124819, 'p': 17}
  • id: 393932
    {'charpoly_factorization': [[[74304400, 8620, 1], 1]], 'hecke_orbit_code': 275012124819, 'p': 19}
  • id: 393933
    {'charpoly_factorization': [[[233722944, -15288, 1], 1]], 'hecke_orbit_code': 275012124819, 'p': 23}
  • id: 393934
    {'charpoly_factorization': [[[-36510, 1], 2]], 'hecke_orbit_code': 275012124819, 'p': 29}
  • id: 393935
    {'charpoly_factorization': [[[76622668864, 276808, 1], 1]], 'hecke_orbit_code': 275012124819, 'p': 31}
  • id: 393936
    {'charpoly_factorization': [[[72106212676, 268526, 1], 1]], 'hecke_orbit_code': 275012124819, 'p': 37}
  • id: 393937
    {'charpoly_factorization': [[[-629718, 1], 2]], 'hecke_orbit_code': 275012124819, 'p': 41}
  • id: 393938
    {'charpoly_factorization': [[[-685772, 1], 2]], 'hecke_orbit_code': 275012124819, 'p': 43}
  • id: 393939
    {'charpoly_factorization': [[[340234223616, -583296, 1], 1]], 'hecke_orbit_code': 275012124819, 'p': 47}
  • id: 393940
    {'charpoly_factorization': [[[183233651364, -428058, 1], 1]], 'hecke_orbit_code': 275012124819, 'p': 53}
  • id: 393941
    {'charpoly_factorization': [[[1706628704400, -1306380, 1], 1]], 'hecke_orbit_code': 275012124819, 'p': 59}
  • id: 393942
    {'charpoly_factorization': [[[90397638244, -300662, 1], 1]], 'hecke_orbit_code': 275012124819, 'p': 61}
  • id: 393943
    {'charpoly_factorization': [[[257296475536, -507244, 1], 1]], 'hecke_orbit_code': 275012124819, 'p': 67}
  • id: 393944
    {'charpoly_factorization': [[[-5560632, 1], 2]], 'hecke_orbit_code': 275012124819, 'p': 71}
  • id: 393945
    {'charpoly_factorization': [[[1874385522724, -1369082, 1], 1]], 'hecke_orbit_code': 275012124819, 'p': 73}
  • id: 393946
    {'charpoly_factorization': [[[47799524238400, -6913720, 1], 1]], 'hecke_orbit_code': 275012124819, 'p': 79}
  • id: 393947
    {'charpoly_factorization': [[[-4376748, 1], 2]], 'hecke_orbit_code': 275012124819, 'p': 83}
  • id: 393948
    {'charpoly_factorization': [[[72732071456100, 8528310, 1], 1]], 'hecke_orbit_code': 275012124819, 'p': 89}
  • id: 393949
    {'charpoly_factorization': [[[-8826814, 1], 2]], 'hecke_orbit_code': 275012124819, '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': 5, 'hecke_orbit': 1, 'label': '147.8.e.a', 'level': 147, 'portrait': 'data:image/png;base64,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', 'weight': 8}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 30693000
    {'hecke_orbit_code': 275012124819, 'n': 1, 'trace_an': 2}
  • id: 30693001
    {'hecke_orbit_code': 275012124819, 'n': 2, 'trace_an': -6}
  • id: 30693002
    {'hecke_orbit_code': 275012124819, 'n': 3, 'trace_an': -27}
  • id: 30693003
    {'hecke_orbit_code': 275012124819, 'n': 4, 'trace_an': 92}
  • id: 30693004
    {'hecke_orbit_code': 275012124819, 'n': 5, 'trace_an': 390}
  • id: 30693005
    {'hecke_orbit_code': 275012124819, 'n': 6, 'trace_an': 324}
  • id: 30693006
    {'hecke_orbit_code': 275012124819, 'n': 7, 'trace_an': 0}
  • id: 30693007
    {'hecke_orbit_code': 275012124819, 'n': 8, 'trace_an': -2640}
  • id: 30693008
    {'hecke_orbit_code': 275012124819, 'n': 9, 'trace_an': -729}
  • id: 30693009
    {'hecke_orbit_code': 275012124819, 'n': 10, 'trace_an': 2340}
  • id: 30693010
    {'hecke_orbit_code': 275012124819, 'n': 11, 'trace_an': 948}
  • id: 30693011
    {'hecke_orbit_code': 275012124819, 'n': 12, 'trace_an': 2484}
  • id: 30693012
    {'hecke_orbit_code': 275012124819, 'n': 13, 'trace_an': 10196}
  • id: 30693013
    {'hecke_orbit_code': 275012124819, 'n': 14, 'trace_an': 0}
  • id: 30693014
    {'hecke_orbit_code': 275012124819, 'n': 15, 'trace_an': -21060}
  • id: 30693015
    {'hecke_orbit_code': 275012124819, 'n': 16, 'trace_an': -3856}
  • id: 30693016
    {'hecke_orbit_code': 275012124819, 'n': 17, 'trace_an': 28386}
  • id: 30693017
    {'hecke_orbit_code': 275012124819, 'n': 18, 'trace_an': -4374}
  • id: 30693018
    {'hecke_orbit_code': 275012124819, 'n': 19, 'trace_an': -8620}
  • id: 30693019
    {'hecke_orbit_code': 275012124819, 'n': 20, 'trace_an': 71760}
  • id: 30693020
    {'hecke_orbit_code': 275012124819, 'n': 21, 'trace_an': 0}
  • id: 30693021
    {'hecke_orbit_code': 275012124819, 'n': 22, 'trace_an': -11376}
  • id: 30693022
    {'hecke_orbit_code': 275012124819, 'n': 23, 'trace_an': 15288}
  • id: 30693023
    {'hecke_orbit_code': 275012124819, 'n': 24, 'trace_an': 35640}
  • id: 30693024
    {'hecke_orbit_code': 275012124819, 'n': 25, 'trace_an': -73975}
  • id: 30693025
    {'hecke_orbit_code': 275012124819, 'n': 26, 'trace_an': -30588}
  • id: 30693026
    {'hecke_orbit_code': 275012124819, 'n': 27, 'trace_an': 39366}
  • id: 30693027
    {'hecke_orbit_code': 275012124819, 'n': 28, 'trace_an': 0}
  • id: 30693028
    {'hecke_orbit_code': 275012124819, 'n': 29, 'trace_an': 73020}
  • id: 30693029
    {'hecke_orbit_code': 275012124819, 'n': 30, 'trace_an': 63180}
  • id: 30693030
    {'hecke_orbit_code': 275012124819, 'n': 31, 'trace_an': -276808}
  • id: 30693031
    {'hecke_orbit_code': 275012124819, 'n': 32, 'trace_an': -192096}
  • id: 30693032
    {'hecke_orbit_code': 275012124819, 'n': 33, 'trace_an': 25596}
  • id: 30693033
    {'hecke_orbit_code': 275012124819, 'n': 34, 'trace_an': -340632}
  • id: 30693034
    {'hecke_orbit_code': 275012124819, 'n': 35, 'trace_an': 0}
  • id: 30693035
    {'hecke_orbit_code': 275012124819, 'n': 36, 'trace_an': -134136}
  • id: 30693036
    {'hecke_orbit_code': 275012124819, 'n': 37, 'trace_an': -268526}
  • id: 30693037
    {'hecke_orbit_code': 275012124819, 'n': 38, 'trace_an': -51720}
  • id: 30693038
    {'hecke_orbit_code': 275012124819, 'n': 39, 'trace_an': -137646}
  • id: 30693039
    {'hecke_orbit_code': 275012124819, 'n': 40, 'trace_an': -514800}
  • id: 30693040
    {'hecke_orbit_code': 275012124819, 'n': 41, 'trace_an': 1259436}
  • id: 30693041
    {'hecke_orbit_code': 275012124819, 'n': 42, 'trace_an': 0}
  • id: 30693042
    {'hecke_orbit_code': 275012124819, 'n': 43, 'trace_an': 1371544}
  • id: 30693043
    {'hecke_orbit_code': 275012124819, 'n': 44, 'trace_an': -87216}
  • id: 30693044
    {'hecke_orbit_code': 275012124819, 'n': 45, 'trace_an': 284310}
  • id: 30693045
    {'hecke_orbit_code': 275012124819, 'n': 46, 'trace_an': 91728}
  • id: 30693046
    {'hecke_orbit_code': 275012124819, 'n': 47, 'trace_an': 583296}
  • id: 30693047
    {'hecke_orbit_code': 275012124819, 'n': 48, 'trace_an': 208224}
  • id: 30693048
    {'hecke_orbit_code': 275012124819, 'n': 49, 'trace_an': 0}
  • id: 30693049
    {'hecke_orbit_code': 275012124819, 'n': 50, 'trace_an': 887700}
  • id: 30693050
    {'hecke_orbit_code': 275012124819, 'n': 51, 'trace_an': 766422}
  • id: 30693051
    {'hecke_orbit_code': 275012124819, 'n': 52, 'trace_an': 469016}
  • id: 30693052
    {'hecke_orbit_code': 275012124819, 'n': 53, 'trace_an': 428058}
  • id: 30693053
    {'hecke_orbit_code': 275012124819, 'n': 54, 'trace_an': -118098}
  • id: 30693054
    {'hecke_orbit_code': 275012124819, 'n': 55, 'trace_an': 739440}
  • id: 30693055
    {'hecke_orbit_code': 275012124819, 'n': 56, 'trace_an': 0}
  • id: 30693056
    {'hecke_orbit_code': 275012124819, 'n': 57, 'trace_an': 465480}
  • id: 30693057
    {'hecke_orbit_code': 275012124819, 'n': 58, 'trace_an': -219060}
  • id: 30693058
    {'hecke_orbit_code': 275012124819, 'n': 59, 'trace_an': 1306380}
  • id: 30693059
    {'hecke_orbit_code': 275012124819, 'n': 60, 'trace_an': -968760}
  • id: 30693060
    {'hecke_orbit_code': 275012124819, 'n': 61, 'trace_an': 300662}
  • id: 30693061
    {'hecke_orbit_code': 275012124819, 'n': 62, 'trace_an': 3321696}
  • id: 30693062
    {'hecke_orbit_code': 275012124819, 'n': 63, 'trace_an': 0}
  • id: 30693063
    {'hecke_orbit_code': 275012124819, 'n': 64, 'trace_an': 1318016}
  • id: 30693064
    {'hecke_orbit_code': 275012124819, 'n': 65, 'trace_an': 1988220}
  • id: 30693065
    {'hecke_orbit_code': 275012124819, 'n': 66, 'trace_an': 153576}
  • id: 30693066
    {'hecke_orbit_code': 275012124819, 'n': 67, 'trace_an': 507244}
  • id: 30693067
    {'hecke_orbit_code': 275012124819, 'n': 68, 'trace_an': -2611512}
  • id: 30693068
    {'hecke_orbit_code': 275012124819, 'n': 69, 'trace_an': -825552}
  • id: 30693069
    {'hecke_orbit_code': 275012124819, 'n': 70, 'trace_an': 0}
  • id: 30693070
    {'hecke_orbit_code': 275012124819, 'n': 71, 'trace_an': 11121264}
  • id: 30693071
    {'hecke_orbit_code': 275012124819, 'n': 72, 'trace_an': 962280}
  • id: 30693072
    {'hecke_orbit_code': 275012124819, 'n': 73, 'trace_an': 1369082}
  • id: 30693073
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  • id: 30693148
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  • id: 30693167
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  • id: 30693170
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  • id: 30693171
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  • id: 30693172
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  • id: 30693173
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  • id: 30693178
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  • id: 30693179
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  • id: 30693180
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  • id: 30693181
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  • id: 30693182
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  • id: 30693184
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  • id: 30693186
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  • id: 30693187
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  • id: 30693188
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  • id: 30693191
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  • id: 30693192
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  • id: 30693193
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  • id: 30693194
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  • id: 30693202
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  • id: 30693203
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  • id: 30693204
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  • id: 30693205
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  • id: 30693206
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  • id: 30693207
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  • id: 30693208
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  • id: 30693212
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