Newform data - 48.8.a.g

Formats: - HTML - YAML - JSON - 2025-06-20T13:12:34.901874

• 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': 3072, 'analytic_conductor': 14.994481223237845, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, -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': [48, 1, [31, 37, 17], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[5, [-390, 1]]], 'hecke_orbit': 7, 'hecke_orbit_code': 27021597898440752, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '48.8.a.g', 'level': 48, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'minimal_twist': '3.8.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+3^{3}q^{3}+390q^{5}+2^{6}q^{7}+3^{6}q^{9}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '48.8.a', 'trace_display': [0, 27, 390, 64], 'trace_hash': 944890195423664440, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.993', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.052', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.971', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.181', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.909', 'prec': 17}], 'trace_zratio': 0, 'traces': [1, 0, 27, 0, 390, 0, 64, 0, 729, 0, 948, 0, -5098, 0, 10530, 0, 28386, 0, 8620, 0, 1728, 0, 15288, 0, 73975, 0, 19683, 0, 36510, 0, 276808, 0, 25596, 0, 24960, 0, 268526, 0, -137646, 0, -629718, 0, -685772, 0, 284310, 0, -583296, 0, -819447, 0, 766422, 0, -428058, 0, 369720, 0, 232740, 0, -1306380, 0, 300662, 0, 46656, 0, -1988220, 0, 507244, 0, 412776, 0, -5560632, 0, 1369082, 0, 1997325, 0, 60672, 0, 6913720, 0, 531441, 0, 4376748, 0, 11070540, 0, 985770, 0, -8528310, 0, -326272, 0, 7473816, 0, 3361800, 0, -8826814, 0, 691092, 0, 11986422, 0, -7209392, 0, 673920, 0, -11426076, 0, 4020950, 0, 7250202, 0, -17706318, 0, 5962320, 0, -3716442, 0, 1816704, 0, -18588467, 0, -17002386, 0, -1618500, 0, -16788296, 0, -18515844, 0, -16826772, 0, 551680, 0, 7676370, 0, 28044906, 0, 11827300, 0, -15748992, 0, -4832904, 0, 14238900, 0, -22125069, 0, 20784630, 0, -76112, 0, 20693394, 0, 107955120, 0, -32182474, 0, -11557566, 0, 978432, 0, -58343492, 0, 9982440, 0, 25836504, 0, -36758913, 0, 6283980, 0, 63520062, 0, 4734400, 0, -35272260, 0, 80955900, 0, 64503182, 0, 8117874, 0, 104725140, 0, 26909928, 0, 1259712, 0, -56827392, 0, 116376962, 0, -53681940, 0, -118816074, 0, 95010640, 0, 13695588, 0, 2336640, 0, -245590020, 0, 11144952, 0, 8171760, 0, -179246372, 0, -150137064, 0, -267451080, 0, 17715712, 0, 36965214, 0, -144711828, 0, 206536888, 0, 53927775, 0, -43395396, 0, -36193090, 0, 1638144, 0, 92234682, 0, -227485440, 0, 186670440, 0, -49846800, 0, 199374002, 0, 14348907, 0, -319584330, 0, -43944760, 0, 118172196, 0, 394677828, 0, 14493024, 0, 298904580, 0, -142885374, 0, 17185664, 0, 26615790, 0, -440240712, 0, -166942620, 0, -230264370, 0, 275404590, 0, 424669768, 0, -8809344, 0, 70128300, 0, 516158126, 0, 201793032, 0, -311042838, 0, 594308308, 0, 90768600, 0, -40301952, 0, 395426323, 0, -238323978, 0, 115514742, 0, -509488200, 0, 18659484, 0, -77938224, 0, -43889408, 0, 323633394, 0, 117258180, 0, 260599804, 0, -194653584, 0, -576794712, 0, -460074358, 0, 18195840, 0, 62556126, 0, 34611480, 0, -308504052, 0, 244687320, 0, -377124550, 0, 108565650, 0, -37330944, 0, -684235772, 0, 195755454, 0, 197825160, 0, -626312974, 0, -478070586, 0, 262413984, 0, -105151360, 0, 160982640, 0, 1253396004, 0, 265350230, 0, -100343934, 0, -569635518, 0, -2168646480, 0, 49051008, 0, -932540760, 0, -819567339, 0, -501888609, 0, 533941980, 0, 852564664, 0, -459064422, 0, -27395712, 0, 381183422, 0, -43699500, 0, -186127980, 0, 1483530820, 0, -453283992, 0, 761929728, 0, 23662080, 0, -499927788, 0, 1609017990, 0, 433965168, 0, -454322844, 0, 2696350800, 0, 1880157926, 0, 14895360, 0, 268592322, 0, -1411167184, 0, 207261990, 0, 254562648, 0, 89947850, 0, 757212462, 0, -83608320, 0, 1706931720, 0, 319337100, 0, -1690542660, 0, -1133327458, 0, -425222784, 0, 2099854350, 0, 19242368, 0, -130488408, 0, -2199426912, 0, -151737838, 0, 384450300, 0, 131782560, 0, -990762560, 0, -597376863, 0, 1773756228, 0, -3326040900, 0, 561185010, 0, -277010190, 0, -596972664, 0, -2055024, 0, -127246080, 0, 2947584986, 0, 558721638, 0, -2766873378, 0, -463552952, 0, 2914788240, 0, 417921804, 0, 32463616, 0, -868926798, 0, -650111856, 0, 637664500, 0, -312054282, 0, 1509728880, 0, -1368945548, 0, 26417664, 0, -3442457460, 0, -929459936, 0, -1575274284, 0, -5128027932, 0, 1036372860, 0, 269525880, 0, -355880448, 0, 410649340, 0, 697585608, 0, -5020408872, 0, 4674704580, 0, -992490651, 0, -3249259170, 0, 87621248, 0, 169667460, 0, -2811662880, 0, -552964608, 0, 1715041674, 0, -2109501558, 0, 5289111988, 0, 127828800, 0, 7857471888, 0, -3171102503, 0, -952351020, 0, 3210302364, 0, -4456169640, 0, 2185809300, 0, -776835756, 0, 3046135142, 0, 1741585914, 0, 1568170500, 0, 4855369564, 0, 219182598, 0, 314716200, 0, 442478080, 0, 2827578780, 0, 1277621406, 0, 3496065656, 0, 726568056, 0, -4712645172, 0, -6905464020, 0, 34012224, 0, 4577997210, 0, -4951192172, 0, -1534339584, 0, 1130929800, 0, 8518472066, 0, 3142177974, 0, 280111872, 0, -405798984, 0, -1449412380, 0, 562247364, 0, 2386084960, 0, -3208033998, 0, 3621104082, 0, 708514560, 0, 2565287280, 0, 7481036760, 0, -5812702678, 0, 369780876, 0, -7249502130, 0, -3840510056, 0, 63089280, 0, 2973643008, 0, 1704841742, 0, -6630930540, 0, -2808092454, 0, 2543654980, 0, 300913704, 0, -545811840, 0, -6410511875, 0, 220637520, 0, 7622379036, 0, 151146448, 0, -4839652044, 0, -6547435440, 0, 4177540806, 0, -4053700728, 0, -12362510478, 0, -2867439812, 0, -7221179160, 0, 4106397384, 0, -1238448240, 0, 478324224, 0, 6910997502, 0, -6562441080, 0, 998060778, 0, -3424439940, 0, -6764370178, 0, -3907219356, 0, 215155200, 0, 558164880, 0, 5576495976, 0, 285027576, 0, -1749591838, 0, 1456049925, 0, 8300111046, 0, -564916096, 0, -1171675692, 0, 12123151668, 0, 10937513340, 0, -977213430, 0, 2182239684, 0, -8218456532, 0, 44229888, 0, 4612647000, 0, -17875175148, 0, 2490336414, 0, 4722309342, 0, 2314694120, 0, -6142106880, 0, 767131008, 0, 2789746910, 0, 5040101880, 0, 4231840704, 0, -1884832560, 0, -1345863600, 0, -1519846560, 0, -461401088, 0, 5383098054, 0, 2700827250, 0, 8117607664, 0, 387420489, 0, -19466323992, 0, -10324065658, 0, -8628776910, 0, 480867312, 0, 13536483820, 0, -1186508520, 0, 17193592248, 0, 8106005700, 0, 3190649292, 0, -731268864, 0, -11247841832, 0, 10656301356, 0, -29683680, 0, 16306837166, 0, 391311648, 0, 6140694522, 0, 257340800, 0, 8070423660, 0, 6659925240, 0, 24506888450, 0, -3857905098, 0, -10172166858, 0, 20476871800, 0, 464012928, 0, -5428169160, 0, -5271479136, 0, 718626330, 0, -12551164860, 0, 9791348044, 0, -11886499224, 0, -1133204352, 0, -1532774876, 0, -4507450740, 0, -9757815954, 0, -16557440256, 0, -6217137990, 0, 1297889736, 0, 381588480, 0, 7435923930, 0, -2787060150, 0, 7999831348, 0, 11466083736, 0, -22753961880, 0, -5911354640, 0, -237852288, 0, -10240182138, 0, -27868227152, 0, 1893464100, 0, -23512488876, 0, -12859810810, 0, 13936269402, 0, -23260822542, 0, 10076236560, 0, 5448411864, 0, 7998323880, 0, -15916896209, 0, -8398156626, 0, -14335976070, 0, -1189661888, 0, 16046324316, 0, 4105225488, 0, 4208270462, 0, 2450752200, 0, 31930660986, 0, -21800201180, 0, -1088152704, 0, -10472788512, 0, 24772824180, 0, 10676510721, 0, 6554206560, 0, -2585929912, 0, -6434747406, 0, -103584000, 0, -17778707194, 0, 3118898034, 0, -7642529838, 0, 27637547308, 0, -13756181400, 0, -32308710456, 0, -1074450944, 0, 503806068, 0, -5028011520, 0, 31572801000, 0, -2104332048, 0, 10106260080, 0, -12150854388, 0, -1185014016, 0, 25156240980, 0, -22714240076, 0, 8738101638, 0, -7509250032, 0, 4149157104, 0, 3165970860, 0, -1076913408, 0, 24937401040, 0, 7036194708, 0, 28348101936, 0, 19864210850, 0, -5255646768, 0, -8662051470, 0, -7063633140, 0, -15573457224, 0, 10494871920, 0, 28265471066, 0, -12422007666, 0, -46708171458, 0, -9627128784, 0, 491287680, 0, 46739235324, 0, -6979580036, 0, 1689015402, 0, 38242017882, 0, -22162682880, 0, 934509960, 0, 1794873984, 0, 49110054753, 0, -8329609404, 0, 45387015180, 0, 49001211184, 0, 6606557640, 0, -27292866732, 0, 756947200, 0, -10182362850, 0, 3944816706, 0, -8084837880, 0, 2931272550, 0, -474320472, 0, -46338268860, 0, -1007935488, 0, -10484082336, 0, -12219675032, 0, -18474365844, 0, 37054149600, 0, -36069016114, 0, 5285397258, 0], 'weight': 8, '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], [27], [0], [390], [0], [64], [0], [729], [0], [948], [0], [-5098], [0], [10530], [0], [28386], [0], [8620], [0], [1728], [0], [15288], [0], [73975], [0], [19683], [0], [36510], [0], [276808], [0], [25596], [0], [24960], [0], [268526], [0], [-137646], [0], [-629718], [0], [-685772], [0], [284310], [0], [-583296], [0], [-819447], [0], [766422], [0], [-428058], [0], [369720], [0], [232740], [0], [-1306380], [0], [300662], [0], [46656], [0], [-1988220], [0], [507244], [0], [412776], [0], [-5560632], [0], [1369082], [0], [1997325], [0], [60672], [0], [6913720], [0], [531441], [0], [4376748], [0], [11070540], [0], [985770], [0], [-8528310], [0], [-326272], [0], [7473816], [0], [3361800], [0], [-8826814], [0], [691092], [0]], 'ap': [[0], [27], [390], [64], [948], [-5098], [28386], [8620], [15288], [36510], [276808], [268526], [-629718], [-685772], [-583296], [-428058], [-1306380], [300662], [507244], [-5560632], [1369082], [6913720], [4376748], [-8528310], [-8826814], [11986422], [-7209392], [-11426076], [4020950], [-17706318], [-16788296], [-16826772], [28044906], [11827300], [20784630], [-76112], [-32182474], [-58343492], [25836504], [63520062], [80955900], [64503182], [-56827392], [116376962], [-118816074], [95010640], [-179246372], [206536888], [-43395396], [-36193090], [92234682], [-49846800], [199374002], [394677828], [-142885374], [-440240712], [275404590], [424669768], [516158126], [-311042838], [594308308], [115514742], [260599804], [-576794712], [-460074358], [62556126], [-684235772], [-626312974], [1253396004], [265350230], [-569635518], [-932540760], [852564664], [381183422], [1483530820], [761929728], [1609017990], [1880157926], [268592322], [89947850], [-1690542660], [-1133327458], [-2199426912], [-151737838], [-990762560], [1773756228], [-277010190], [2947584986], [-2766873378], [-463552952], [417921804], [1509728880], [-929459936], [-5128027932], [410649340], [-5020408872], [-3249259170], [-2109501558], [5289111988], [3046135142], [4855369564], [1277621406], [-4712645172], [4577997210], [-4951192172], [8518472066], [562247364], [3621104082], [7481036760], [-5812702678], [-3840510056], [1704841742], [-2808092454], [2543654980], [151146448], [-12362510478], [-2867439812], [4106397384], [6910997502], [-3424439940], [-6764370178], [-1749591838], [8300111046], [12123151668], [-8218456532], [4722309342], [2789746910], [-1519846560], [8117607664], [-10324065658], [13536483820], [17193592248], [-11247841832], [16306837166], [6140694522], [24506888450], [-10172166858], [9791348044], [-9757815954], [-2787060150], [7999831348], [-10240182138], [-27868227152], [-23512488876], [-12859810810], [7998323880], [4208270462], [31930660986], [-21800201180], [-10472788512], [-17778707194], [-7642529838], [27637547308], [-32308710456], [-22714240076], [-7509250032], [24937401040], [-8662051470], [28265471066], [-46708171458], [46739235324], [38242017882], [49001211184], [-27292866732], [3944816706], [-474320472], [-12219675032], [-36069016114]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 27021597898440752, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '48.8.a.g', 'level': 48, 'maxp': 997, 'weight': 8}
• mf_newspaces •

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

  
  {'ALdims': [2, 1, 2, 2], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [3, 3, 3, 3], 'ALdims_old': [11, 11, 10, 11], 'Nk2': 3072, 'analytic_conductor': 14.994481223237845, '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': [48, 1, [31, 37, 17], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 50, 'dim': 7, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 134217776, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1], 'label': '48.8.a', 'level': 48, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 62, 'mf_new_dim': 7, 'num_forms': 7, 'plus_dim': 4, 'prim_orbit_index': 1, 'relative_dim': 7, 'sturm_bound': 64, 'trace_bound': 5, 'trace_display': [0, -27, -278, -320], 'traces': [7, 0, -27, 0, -278, 0, -320, 0, 5103, 0, -1204, 0, 6554, 0, 6750, 0, 1454, 0, -61868, 0, 0, 0, 230984, 0, 127681, 0, -19683, 0, -112110, 0, 366520, 0, -128412, 0, -733824, 0, 456962, 0, 631854, 0, 33702, 0, -1012532, 0, -202662, 0, 97920, 0, 35391, 0, -47574, 0, -1230326, 0, -2254392, 0, 775548, 0, 1303820, 0, -2876230, 0, -233280, 0, -2389988, 0, 9185428, 0, 2395224, 0, -9291464, 0, 6447830, 0, -137997, 0, -7964160, 0, -734648, 0, 3720087, 0, 2956372, 0, 3518868, 0, 2114262, 0, 17795334, 0, 1967744, 0, -4062744, 0, -4930568, 0, -9925426, 0, -877716, 0, 15170682, 0, 27992752, 0, 5660928, 0, -6709476, 0, -34210342, 0, 21514086, 0, -36895266, 0, -65542224, 0, 4777866, 0, 4695936, 0, 64608667, 0, -28492398, 0, -80615772, 0, 31189576, 0, -19243548, 0, 59276692, 0, 57817600, 0, 4920750, 0, 83521638, 0, -66959972, 0, -38195712, 0, -105323896, 0, -84743700, 0, -36550899, 0, 90882554, 0, -12482480, 0, 1059966, 0, 215340880, 0, -83477254, 0, 49314366, 0, -18390528, 0, 84855364, 0, 39132504, 0, -199886808, 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0, -2266938792, 0, -955034938, 0, -534957696, 0, -380951598, 0, 1107833064, 0, 436183380, 0, 3064697384, 0, -2129894506, 0, 1778241006, 0, -469019136, 0, -2375143940, 0, 333125298, 0, -3559979144, 0, 353303966, 0, -2315856582, 0, 645139808, 0, 2335318400, 0, -299709936, 0, 2290394844, 0, -2350753318, 0, 460621566, 0, 962308046, 0, -2464591536, 0, -674956800, 0, -718757544, 0, 616084371, 0, -2299489695, 0, 992383108, 0, 2139027016, 0, 24568758, 0, 959452032, 0, 880874930, 0, 2580479532, 0, 2359081356, 0, -2684020292, 0, -1156800744, 0, -1444646400, 0, -665868288, 0, -738135828, 0, 1550471146, 0, 1815838608, 0, -420436548, 0, 1246960304, 0, 3593172938, 0, 1567081728, 0, -3773002290, 0, 1006370768, 0, -147740598, 0, -989722968, 0, 1253237894, 0, -1482433326, 0, -6753761280, 0, -1991667720, 0, -174149676, 0, 6726073668, 0, 937949522, 0, 71383680, 0, 3823483618, 0, -592401280, 0, 2774803608, 0, -1737985184, 0, 1101297278, 0, 146080260, 0, 5247273824, 0, -570312896, 0, 25800039, 0, 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2883340800, 0, 17344089976, 0, 11690666894, 0, 8257334346, 0, -907292160, 0, -25436456376, 0, -1742301252, 0, -13728293572, 0, 16963683232, 0, -8475965874, 0, -6554003522, 0, 19454961408, 0, -8840448432, 0, 10804525608, 0, -6430588378, 0, 6696177012, 0, -20761728670, 0, -12000212120, 0, 7750183680, 0, -22332290304, 0, -12668479006, 0, -15533427348, 0, 15878731254, 0, 17761032124, 0, 1746118296, 0, 8755908480, 0, 12710777323, 0, 16875669168, 0, 8791897284, 0, -10687691984, 0, -14179857300, 0, -15616960336, 0, -2120600982, 0, -6773477256, 0, -9377614946, 0, 20187652804, 0, -12597586344, 0, 24453325624, 0, -20923000080, 0, 14127250176, 0, 11851468338, 0, -31395435144, 0, 4700468070, 0, -21491894652, 0, -21815192206, 0, -20819969892, 0, 11381280768, 0, 24820488816, 0, 11551484952, 0, 27784446728, 0, 19560580142, 0, -100599813, 0, -2920105814, 0, -10622592640, 0, -17775800244, 0, -2355724852, 0, 29888481252, 0, -13537575306, 0, 771569884, 0, -12620218412, 0, -5805872640, 0, 27185460648, 0, 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53342762346, 0, -58569340592, 0, -38633800068, 0, 12797631916, 0, 37295693354, 0, 19935734310, 0, -78190545122, 0, 33503895792, 0, -2961740376, 0, -51082014888, 0, -17614060727, 0, 18235909458, 0, -91742760426, 0, 2762461120, 0, 36267552900, 0, 1042334448, 0, -2068246030, 0, -3594384072, 0, 46527253974, 0, -32127004196, 0, 39025442304, 0, -77659662304, 0, -9185213652, 0, -17753984001, 0, 107547583648, 0, -24024471880, 0, -7235635554, 0, 66510536448, 0, 15838885034, 0, 10216993806, 0, -122257371970, 0, 12896230612, 0, -39485000232, 0, -4212577736, 0, -31326202112, 0, -639854964, 0, -71831669760, 0, 28367963160, 0, 39425797008, 0, 54617350800, 0, 16243109844, 0, 18280753920, 0, 93847203276, 0, 14067273292, 0, 11059427178, 0, 10948591088, 0, 41263677072, 0, -57702618540, 0, 88086220800, 0, 62707864624, 0, -39457346292, 0, 106937694928, 0, 37584935150, 0, 20406716208, 0, -62773250914, 0, -100095176460, 0, -43747122168, 0, -113789648240, 0, -8852217226, 0, -73867960206, 0, -143290223118, 0, 23486383056, 0, 4126816512, 0, 46702548996, 0, -79657985948, 0, 75408832278, 0, 124099717878, 0, -3014105088, 0, 65912926392, 0, -52378567296, 0, 14258606247, 0, -4891208004, 0, 174537515732, 0, 117483366352, 0, -75187271304, 0, -3776412756, 0, -20469616640, 0, 67369835106, 0, -98257302450, 0, -25839373320, 0, -24939339318, 0, -103221308328, 0, -47193867300, 0, -79147860480, 0, -12045120608, 0, 80687447704, 0, 78079176180, 0, 52984058144, 0, -22035931102, 0, 15683768694, 0], 'weight': 8, '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: 38575
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '48.8.a.g', 'source_level': 48, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '3.8.a.a', 'target_level': 3, 'twist_class_label': '3.8.a.a', 'twist_class_level': 3, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 38576
    {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '48.8.a.g', 'source_level': 48, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '9.8.a.a', 'target_level': 9, 'twist_class_label': '3.8.a.a', 'twist_class_level': 3, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 38577
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '48.8.a.g', 'source_level': 48, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '48.8.a.g', 'target_level': 48, 'twist_class_label': '3.8.a.a', 'twist_class_level': 3, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
  • id: 38578
    {'conductor': 20, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '48.8.a.g', 'source_level': 48, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '75.8.a.a', 'target_level': 75, 'twist_class_label': '3.8.a.a', 'twist_class_level': 3, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 8}
  • id: 38579
    {'conductor': 20, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '48.8.a.g', 'source_level': 48, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '75.8.b.c', 'target_level': 75, 'twist_class_label': '3.8.a.a', 'twist_class_level': 3, 'twisting_char_label': '20.e', 'twisting_char_orbit': 5, 'weight': 8}
  • id: 38580
    {'conductor': 36, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '48.8.a.g', 'source_level': 48, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '81.8.c.a', 'target_level': 81, 'twist_class_label': '3.8.a.a', 'twist_class_level': 3, 'twisting_char_label': '36.f', 'twisting_char_orbit': 6, 'weight': 8}
  • id: 38581
    {'conductor': 36, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '48.8.a.g', 'source_level': 48, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '81.8.c.c', 'target_level': 81, 'twist_class_label': '3.8.a.a', 'twist_class_level': 3, 'twisting_char_label': '36.h', 'twisting_char_orbit': 8, 'weight': 8}
  • id: 38582
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '48.8.a.g', 'source_level': 48, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '144.8.a.b', 'target_level': 144, 'twist_class_label': '3.8.a.a', 'twist_class_level': 3, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 38583
    {'conductor': 28, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '48.8.a.g', 'source_level': 48, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '147.8.a.b', 'target_level': 147, 'twist_class_label': '3.8.a.a', 'twist_class_level': 3, 'twisting_char_label': '28.d', 'twisting_char_orbit': 4, 'weight': 8}
  • id: 38584
    {'conductor': 28, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '48.8.a.g', 'source_level': 48, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '147.8.e.a', 'target_level': 147, 'twist_class_label': '3.8.a.a', 'twist_class_level': 3, 'twisting_char_label': '28.f', 'twisting_char_orbit': 6, 'weight': 8}
  • id: 38585
    {'conductor': 28, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '48.8.a.g', 'source_level': 48, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '147.8.e.b', 'target_level': 147, 'twist_class_label': '3.8.a.a', 'twist_class_level': 3, 'twisting_char_label': '28.g', 'twisting_char_orbit': 7, 'weight': 8}
  • id: 38586
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '48.8.a.g', 'source_level': 48, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '192.8.a.a', 'target_level': 192, 'twist_class_label': '3.8.a.a', 'twist_class_level': 3, 'twisting_char_label': '8.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 38587
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '48.8.a.g', 'source_level': 48, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '192.8.a.i', 'target_level': 192, 'twist_class_label': '3.8.a.a', 'twist_class_level': 3, 'twisting_char_label': '8.d', 'twisting_char_orbit': 4, 'weight': 8}
  • id: 38588
    {'conductor': 60, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '48.8.a.g', 'source_level': 48, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '225.8.a.i', 'target_level': 225, 'twist_class_label': '3.8.a.a', 'twist_class_level': 3, 'twisting_char_label': '60.h', 'twisting_char_orbit': 8, 'weight': 8}
  • id: 38589
    {'conductor': 60, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '48.8.a.g', 'source_level': 48, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '225.8.b.f', 'target_level': 225, 'twist_class_label': '3.8.a.a', 'twist_class_level': 3, 'twisting_char_label': '60.l', 'twisting_char_orbit': 12, 'weight': 8}
  • id: 38590
    {'conductor': 44, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '48.8.a.g', 'source_level': 48, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '363.8.a.b', 'target_level': 363, 'twist_class_label': '3.8.a.a', 'twist_class_level': 3, 'twisting_char_label': '44.c', 'twisting_char_orbit': 3, 'weight': 8}
  • id: 38591
    {'conductor': 84, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '48.8.a.g', 'source_level': 48, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '441.8.a.a', 'target_level': 441, 'twist_class_label': '3.8.a.a', 'twist_class_level': 3, 'twisting_char_label': '84.h', 'twisting_char_orbit': 8, 'weight': 8}
  • id: 38592
    {'conductor': 52, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '48.8.a.g', 'source_level': 48, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '507.8.a.a', 'target_level': 507, 'twist_class_label': '3.8.a.a', 'twist_class_level': 3, 'twisting_char_label': '52.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 38593
    {'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '48.8.a.g', 'source_level': 48, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 23, 'target_is_minimal': False, 'target_label': '576.8.a.w', 'target_level': 576, 'twist_class_label': '3.8.a.a', 'twist_class_level': 3, 'twisting_char_label': '24.f', 'twisting_char_orbit': 6, 'weight': 8}
  • id: 38594
    {'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '48.8.a.g', 'source_level': 48, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 24, 'target_is_minimal': False, 'target_label': '576.8.a.x', 'target_level': 576, 'twist_class_label': '3.8.a.a', 'twist_class_level': 3, 'twisting_char_label': '24.h', 'twisting_char_orbit': 8, 'weight': 8}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 157950
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 27021597898440752, 'p': 2}
  • id: 157951
    {'charpoly_factorization': [[[-27, 1], 1]], 'hecke_orbit_code': 27021597898440752, 'p': 3}
  • id: 157952
    {'charpoly_factorization': [[[-390, 1], 1]], 'hecke_orbit_code': 27021597898440752, 'p': 5}
  • id: 157953
    {'charpoly_factorization': [[[-64, 1], 1]], 'hecke_orbit_code': 27021597898440752, 'p': 7}
  • id: 157954
    {'charpoly_factorization': [[[-948, 1], 1]], 'hecke_orbit_code': 27021597898440752, 'p': 11}
  • id: 157955
    {'charpoly_factorization': [[[5098, 1], 1]], 'hecke_orbit_code': 27021597898440752, 'p': 13}
  • id: 157956
    {'charpoly_factorization': [[[-28386, 1], 1]], 'hecke_orbit_code': 27021597898440752, 'p': 17}
  • id: 157957
    {'charpoly_factorization': [[[-8620, 1], 1]], 'hecke_orbit_code': 27021597898440752, 'p': 19}
  • id: 157958
    {'charpoly_factorization': [[[-15288, 1], 1]], 'hecke_orbit_code': 27021597898440752, 'p': 23}
  • id: 157959
    {'charpoly_factorization': [[[-36510, 1], 1]], 'hecke_orbit_code': 27021597898440752, 'p': 29}
  • id: 157960
    {'charpoly_factorization': [[[-276808, 1], 1]], 'hecke_orbit_code': 27021597898440752, 'p': 31}
  • id: 157961
    {'charpoly_factorization': [[[-268526, 1], 1]], 'hecke_orbit_code': 27021597898440752, 'p': 37}
  • id: 157962
    {'charpoly_factorization': [[[629718, 1], 1]], 'hecke_orbit_code': 27021597898440752, 'p': 41}
  • id: 157963
    {'charpoly_factorization': [[[685772, 1], 1]], 'hecke_orbit_code': 27021597898440752, 'p': 43}
  • id: 157964
    {'charpoly_factorization': [[[583296, 1], 1]], 'hecke_orbit_code': 27021597898440752, 'p': 47}
  • id: 157965
    {'charpoly_factorization': [[[428058, 1], 1]], 'hecke_orbit_code': 27021597898440752, 'p': 53}
  • id: 157966
    {'charpoly_factorization': [[[1306380, 1], 1]], 'hecke_orbit_code': 27021597898440752, 'p': 59}
  • id: 157967
    {'charpoly_factorization': [[[-300662, 1], 1]], 'hecke_orbit_code': 27021597898440752, 'p': 61}
  • id: 157968
    {'charpoly_factorization': [[[-507244, 1], 1]], 'hecke_orbit_code': 27021597898440752, 'p': 67}
  • id: 157969
    {'charpoly_factorization': [[[5560632, 1], 1]], 'hecke_orbit_code': 27021597898440752, 'p': 71}
  • id: 157970
    {'charpoly_factorization': [[[-1369082, 1], 1]], 'hecke_orbit_code': 27021597898440752, 'p': 73}
  • id: 157971
    {'charpoly_factorization': [[[-6913720, 1], 1]], 'hecke_orbit_code': 27021597898440752, 'p': 79}
  • id: 157972
    {'charpoly_factorization': [[[-4376748, 1], 1]], 'hecke_orbit_code': 27021597898440752, 'p': 83}
  • id: 157973
    {'charpoly_factorization': [[[8528310, 1], 1]], 'hecke_orbit_code': 27021597898440752, 'p': 89}
  • id: 157974
    {'charpoly_factorization': [[[8826814, 1], 1]], 'hecke_orbit_code': 27021597898440752, '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': 7, 'label': '48.8.a.g', 'level': 48, 'portrait': 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', 'weight': 8}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 46893025
    {'hecke_orbit_code': 27021597898440752, 'n': 1, 'trace_an': 1}
  • id: 46893026
    {'hecke_orbit_code': 27021597898440752, 'n': 2, 'trace_an': 0}
  • id: 46893027
    {'hecke_orbit_code': 27021597898440752, 'n': 3, 'trace_an': 27}
  • id: 46893028
    {'hecke_orbit_code': 27021597898440752, 'n': 4, 'trace_an': 0}
  • id: 46893029
    {'hecke_orbit_code': 27021597898440752, 'n': 5, 'trace_an': 390}
  • id: 46893030
    {'hecke_orbit_code': 27021597898440752, 'n': 6, 'trace_an': 0}
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  • id: 46893228
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  • id: 46893229
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  • id: 46893237
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  • id: 46893242
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  • id: 46893244
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  • id: 46893245
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  • id: 46893259
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  • id: 46893260
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  • id: 46893261
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  • id: 46893262
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  • id: 46893263
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  • id: 46893264
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  • id: 46893265
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  • id: 46893267
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  • id: 46893269
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  • id: 46893270
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  • id: 46893271
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  • id: 46893272
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  • id: 46893278
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  • id: 46893279
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  • id: 46893280
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  • id: 46893281
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  • id: 46893282
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