Embedded newform data - 450.7.d.a.251.1

Formats: - HTML - YAML - JSON - 2024-05-10T20:37:27.400693

• 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': 22050, 'analytic_conductor': 103.52433762893295, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 3, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 2, 'char_parity': -1, 'char_values': [450, 2, [101, 127], [1, 2]], 'cm_discs': [], 'conrey_index': 251, 'conrey_indexes': [251], 'dim': 2, 'field_disc': -8, 'field_disc_factorization': [[-1, 1], [2, 3]], 'field_poly': [2, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [[7, [-484, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 206275871170, 'hecke_ring_generator_nbound': 17, '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, 3, 2, -1, 2, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '450.7.d.a', 'level': 450, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5], 'level_radical': 30, 'minimal_twist': '18.7.b.a', 'nf_label': '2.0.8.1', 'prim_orbit_index': 2, 'qexp_display': 'q-4\\beta q^{2}-2^{5}q^{4}+22^{2}q^{7}+2^{7}\\beta q^{8}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '6.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '450.7.d', 'trace_display': [0, 0, 0, 968], 'trace_hash': 1350520567320344619, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.946', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '15.385', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '151.624', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.509', 'prec': 17}, 'traces': [2, 0, 0, -64, 0, 0, 968, 0, 0, 0, 0, 0, -6736, 0, 0, 2048, 0, 0, 11488, 0, 0, 15168, 0, 0, 0, 0, 0, -30976, 0, 0, -79592, 0, 0, -144, 0, 0, -105052, 0, 0, 0, 0, 0, -7600, 0, 0, 38208, 0, 0, 233214, 0, 0, 215552, 0, 0, 0, 0, 0, 332112, 0, 0, 26500, 0, 0, -65536, 0, 0, -337936, 0, 0, 0, 0, 0, -472288, 0, 0, -367616, 0, 0, -70232, 0, 0, -419088, 0, 0, 0, 0, 0, -485376, 0, 0, -3260224, 0, 0, -868800, 0, 0, 642848, 0, 0, 0, 0, 0, -3986824, 0, 0, -2701008, 0, 0, 388912, 0, 0, 991232, 0, 0, 0, 0, 0, -2826624, 0, 0, -51694, 0, 0, 2546944, 0, 0, -6114424, 0, 0, 0, 0, 0, 5560192, 0, 0, 4608, 0, 0, -2184656, 0, 0, -6012864, 0, 0, 0, 0, 0, 3361664, 0, 0, -8157416, 0, 0, 7341312, 0, 0, -12311356, 0, 0, 0, 0, 0, -1601392, 0, 0, 124224, 0, 0, 13033230, 0, 0, 243200, 0, 0, 0, 0, 0, -1463184, 0, 0, -20762384, 0, 0, -1222656, 0, 0, 34128, 0, 0, 0, 0, 0, 7863908, 0, 0, -7462848, 0, 0, -1131800, 0, 0, 7566384, 0, 0, 0, 0, 0, -6897664, 0, 0, -27033008, 0, 0, 2949120, 0, 0, -38522528, 0, 0, 0, 0, 0, 10709672, 0, 0, 9298704, 0, 0, 8692816, 0, 0, -10627584, 0, 0, 0, 0, 0, -69696, 0, 0, -6241856, 0, 0, -848000, 0, 0, -38691584, 0, 0, 0, 0, 0, -9055296, 0, 0, 2097152, 0, 0, -50845168, 0, 0, 34776960, 0, 0, 0, 0, 0, 10813952, 0, 0, 59279800, 0, 0, 50732016, 0, 0, -26442544, 0, 0, 0, 0, 0, 13486496, 0, 0, -51085824, 0, 0, 48274814, 0, 0, 15113216, 0, 0, 0, 0, 0, -25126320, 0, 0, -3678400, 0, 0, 11763712, 0, 0, 10461200, 0, 0, 0, 0, 0, -44955652, 0, 0, 2247424, 0, 0, -78710544, 0, 0, 18492672, 0, 0, 0, 0, 0, 13410816, 0, 0, -11522768, 0, 0, -54358656, 0, 0, 80210336, 0, 0, 0, 0, 0, -1008656, 0, 0, 40389072, 0, 0, -84127676, 0, 0, 15532032, 0, 0, 0, 0, 0, -84139776, 0, 0, -28104690, 0, 0, 104327168, 0, 0, 53170952, 0, 0, 0, 0, 0, -35765860, 0, 0, 27801600, 0, 0, 144195520, 0, 0, 147010944, 0, 0, 0, 0, 0, -20571136, 0, 0, 85968, 0, 0, -60864048, 0, 0, -31382212, 0, 0, 0, 0, 0, 268065856, 0, 0, 160742208, 0, 0, -231023264, 0, 0, 127578368, 0, 0, 0, 0, 0, 87124992, 0, 0, 278477680, 0, 0, 86432256, 0, 0, 12826000, 0, 0, 0, 0, 0, 80126276, 0, 0, -12445184, 0, 0, -277183688, 0, 0, 484992, 0, 0, 0, 0, 0, -31719424, 0, 0, 99323856, 0, 0, 153938112, 0, 0, -71332960, 0, 0, 0, 0, 0, -229956232, 0, 0, 228913776, 0, 0, -163561024, 0, 0, 90451968, 0, 0, 0, 0, 0, -230739456, 0, 0, 353815136, 0, 0, 1654208, 0, 0, 150337688, 0, 0, 0, 0, 0, 747252, 0, 0, -81502208, 0, 0, 183091648, 0, 0, 57645504, 0, 0, 0, 0, 0, 195661568, 0, 0, -228587392, 0, 0, -163340304, 0, 0, 205905600, 0, 0, 0, 0, 0, 75538112, 0, 0, -353629056, 0, 0, 273261602, 0, 0, -177926144, 0, 0, 0, 0, 0, 2843568, 0, 0, 50959984, 0, 0, -147456, 0, 0, -410431792, 0, 0, 0, 0, 0, -33992288, 0, 0, 69908992, 0, 0, 25596800, 0, 0, -69280656, 0, 0, 0, 0, 0, 192411648, 0, 0, 483003616, 0, 0, -202838592, 0, 0, 98795804, 0, 0, 0, 0, 0, 640138896, 0, 0, 113407536, 0, 0, -457176448, 0, 0, -107573248, 0, 0, 0, 0, 0, -128684544, 0, 0, -862180484, 0, 0, 261037312, 0, 0, -33398104, 0, 0, 0, 0, 0, 384641564, 0, 0, -234921984, 0, 0, 509746432, 0, 0, 353238144, 0, 0, 0, 0, 0, 393963392, 0, 0, 184720360, 0, 0, 312497232, 0, 0, -785464752, 0, 0, 0, 0, 0, -751892656, 0, 0, -827136, 0, 0, 669909888, 0, 0, 51244544, 0, 0, 0, 0, 0, -420499200, 0, 0, -945089636, 0, 0, -3975168, 0, 0, -198270864, 0, 0, 0, 0, 0, -1097666500, 0, 0, -417063360, 0, 0, 311138432, 0, 0, -603625728, 0, 0, 0, 0, 0, -7782400, 0, 0, -745624400, 0, 0, -767213376, 0, 0, -942948, 0, 0, 0, 0, 0, -603418688, 0, 0, 199093776, 0, 0, -493020464, 0, 0, 46821888, 0, 0, 0, 0, 0, -158301504, 0, 0, -1929622816, 0, 0, 664396288, 0, 0, -782741704, 0, 0, 0, 0, 0, -69815632, 0, 0, 39124992, 0, 0, -605998688, 0, 0, -1307287872, 0, 0, 0, 0, 0, -1092096, 0, 0, -164654024, 0, 0, -1118553216, 0, 0, 1207157360, 0, 0, 0, 0, 0, 188233408, 0, 0, -98276352, 0, 0, 1631591140, 0, 0, -251645056, 0, 0, 0, 0, 0, -559362480, 0, 0, 1425048768, 0, 0, 238811136, 0, 0, 804924320, 0, 0, 0, 0, 0, -89252000, 0, 0, 36217600, 0, 0, -1954800, 0, 0, -536851056, 0, 0, 0, 0, 0, -242124288, 0, 0, 451042240, 0, 0, -796714368, 0, 0, -43654400, 0, 0, 0, 0, 0, 1414671656, 0, 0, -1368086016, 0, 0, 1007652784, 0, 0, 220725248, 0, 0, 0, 0, 0, 1659643584, 0, 0, -533765554, 0, 0, 865056256, 0, 0, -25019896, 0, 0, 0, 0, 0, 37597028, 0, 0, -94371840, 0, 0, 1103863216, 0, 0, -1135801152, 0, 0, 0, 0, 0, 1232720896, 0, 0, 1138168448, 0, 0, 219466752, 0, 0, 1170774140, 0, 0, 0, 0, 0, -440169808, 0, 0, 1260829248, 0, 0, -2959381216, 0, 0, -342709504, 0, 0, 0, 0, 0, -691455888, 0, 0, -6077268, 0, 0, -297558528, 0, 0, -1463228464, 0, 0, 0, 0, 0, -29441088, 0, 0, -278170112, 0, 0, -431973320, 0, 0, 1719488208, 0, 0, 0, 0, 0, 340082688, 0, 0, 1339581216, 0, 0, -997535808, 0, 0, 1484896676, 0, 0, 0, 0, 0, 250195536, 0, 0, -57638400, 0, 0, 1590665984, 0, 0, 2230272, 0, 0, 0, 0, 0, -1011884352, 0, 0, 1392435870, 0, 0, 199739392, 0, 0, 2188219640, 0, 0, 0, 0, 0, -1057373504, 0, 0, 27136000, 0, 0, 346774608, 0, 0, 510047232, 0, 0, 0, 0, 0, 1238130688, 0, 0, 1019204536, 0, 0, -2910226176, 0, 0, 1981560092, 0, 0, 0], 'weight': 7, 'weight_parity': -1}
• 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

  
  {'an_normalized': [[1.0, 0.0], [0.0, -0.7071067811865476], [0.0, 0.0], [-0.5, 0.0], [0.0, 0.0], [0.0, 0.0], [1.4110787172011663, 0.0], [0.0, 0.3535533905932738], [0.0, 0.0], [0.0, 0.0], [0.0, 1.0072685628322269], [0.0, 0.0], [-1.5329995448338645, 0.0], [0.0, -0.9977833297209592], [0.0, 0.0], [0.25, 0.0], [0.0, -0.002590661929850978], [0.0, 0.0], [0.8374398600379064, 0.0], [0.0, 0.0], [0.0, 0.0], [0.7122464312546957, 0.0], [0.0, 0.27756570945565473], [0.0, 0.0], [0.0, 0.0], [0.0, 1.0839943737079163], [0.0, 0.0], [-0.7055393586005831, 0.0], [0.0, 1.2036094515633413], [0.0, 0.0], [-1.3358396831257762, 0.0], [0.0, -0.1767766952966369], [0.0, 0.0], [-0.0018318746183594546, 0.0], [0.0, 0.0], [0.0, 0.0], [-1.0369770793437703, 0.0], [0.0, -0.5921594038687169], [0.0, 0.0], [0.0, 0.0], [0.0, -0.5374631221142827], [0.0, 0.0], [-0.047794533814632674, 0.0], [0.0, -0.5036342814161134], [0.0, 0.0], [0.19626859538094846, 0.0], [0.0, -0.739641470934755], [0.0, 0.0], [0.9911431461380887, 0.0], [0.0, 0.0], [0.0, 0.0], [0.7664997724169322, 0.0], [0.0, -1.6035897694398014], [0.0, 0.0], [0.0, 0.0], [0.0, 0.4988916648604796], [0.0, 0.0], [0.8510804051006602, 0.0], [0.0, -1.2164857399397235], [0.0, 0.0], [0.0583749300602253, 0.0], [0.0, 0.9445812985163252], [0.0, 0.0], [-0.125, 0.0], [0.0, 0.0], [0.0, 0.0], [-0.5617978275253273, 0.0], [0.0, 0.001295330964925489], [0.0, 0.0], [0.0, 0.0], [0.0, -1.4849141646779747], [0.0, 0.0], [-0.6070274563836542, 0.0], [0.0, 0.7332535247390005], [0.0, 0.0], [-0.4187199300189532, 0.0], [0.0, 1.4213352315183612], [0.0, 0.0], [-0.07122357460565999, 0.0], [0.0, 0.0], [0.0, 0.0], [-0.3800438182847028, 0.0], [0.0, 0.01920287466882722], [0.0, 0.0], [0.0, 0.0], [0.0, 0.03379583896397651], [0.0, 0.0], [-0.35612321562734783, 0.0], [0.0, -0.1834526285062991], [0.0, 0.0], [-2.163183031194141, 0.0], [0.0, -0.13878285472782736], [0.0, 0.0], [-0.5230054997447579, 0.0], [0.0, 0.0], [0.0, 0.0], [0.3521787102280883, 0.0], [0.0, -0.7008440397608118], [0.0, 0.0], [0.0, 0.0], [0.0, 0.6491114532866359], [0.0, 0.0], [-1.8242543654545005, 0.0], [0.0, -0.5419971868539581], [0.0, 0.0], [-1.1339092002122557, 0.0], [0.0, 0.21278260748121403], [0.0, 0.0], [0.1501557107987543, 0.0], [0.0, 0.0], [0.0, 0.0], [0.35276967930029157, 0.0], [0.0, 0.5696159059384067], [0.0, 0.0], [0.0, 0.0], [0.0, -0.6018047257816707], [0.0, 0.0], [-0.8601853159281134, 0.0], [0.0, -0.0036556279126760158], [0.0, 0.0], [-0.014589957670099985, 0.0], [0.0, -0.04127730889687575], [0.0, 0.0], [0.6679198415628881, 0.0], [0.0, 0.0], [0.0, 0.0], [-1.4925001818507575, 0.0], [0.0, 0.08838834764831845], [0.0, 0.0], [0.0, 0.0], [0.0, 1.3673281155574506], [0.0, 0.0], [1.181693563435413, 0.0], [0.0, 0.39725105349902934], [0.0, 0.0], [0.0009159373091797273, 0.0], [0.0, 1.7438753322115064], [0.0, 0.0], [-0.406732302683292, 0.0], [0.0, 0.0], [0.0, 0.0], [-1.0499928753237537, 0.0], [0.0, -1.5441422483472647], [0.0, 0.0], [0.0, 0.0], [0.0, 0.42923323077530307], [0.0, 0.0], [0.5184885396718851, 0.0], 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0.03890288135181027, -0.38987224591681346, 0.10686518882559198, -0.20784089065062203, -0.16668956081946446], 'char_orbit_index': 4, 'conrey_index': 251, 'dual_conrey_index': 251, 'dual_embedding_index': 2, 'dual_embedding_m': 2, 'embedding_index': 1, 'embedding_m': 1, 'embedding_root_imag': 1.4142135623730951, 'embedding_root_real': 0.0, 'hecke_orbit': 1, 'hecke_orbit_code': 206275871170, 'label': '450.7.d.a.251.1', 'level': 450, 'weight': 7}
• 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': 22050, 'analytic_conductor': 103.52433762893295, 'char_conductor': 3, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 2, 'char_parity': -1, 'char_values': [450, 2, [101, 127], [1, 2]], 'conrey_index': 251, 'cusp_dim': 516, 'dim': 38, 'eis_dim': 48, 'eis_new_dim': 0, 'hecke_cutter_primes': [7], 'hecke_orbit_code': 206275871170, 'hecke_orbit_dims': [2, 4, 4, 4, 4, 4, 4, 6, 6], 'label': '450.7.d', 'level': 450, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5], 'level_radical': 30, 'mf_dim': 564, 'mf_new_dim': 38, 'num_forms': 9, 'prim_orbit_index': 2, 'relative_dim': 38, 'sturm_bound': 630, 'trace_bound': 7, 'trace_display': [0, 0, 0, -152], 'traces': [38, 0, 0, -1216, 0, 0, -152, 0, 0, 0, 0, 0, 544, 0, 0, 38912, 0, 0, 4192, 0, 0, 15168, 0, 0, 0, 0, 0, 4864, 0, 0, -85688, 0, 0, -93936, 0, 0, -29132, 0, 0, 0, 0, 0, -188240, 0, 0, 196032, 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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: 2251899
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 251, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 206275871170, 'source_is_minimal': False, 'source_label': '450.7.d.a.251.1', 'source_level': 450, 'target_conrey_index': 251, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 206275871170, 'target_is_minimal': False, 'target_label': '450.7.d.a.251.1', 'target_level': 450, 'twist_class_label': '18.7.b.a.17.1', 'twist_class_level': 18, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 7}
  • id: 2251900
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 251, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 206275871170, 'source_is_minimal': False, 'source_label': '450.7.d.a.251.1', 'source_level': 450, 'target_conrey_index': 251, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 206275871170, 'target_is_minimal': False, 'target_label': '450.7.d.a.251.2', 'target_level': 450, 'twist_class_label': '18.7.b.a.17.1', 'twist_class_level': 18, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 7}
  • id: 2251901
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 251, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 206275871170, 'source_is_minimal': False, 'source_label': '450.7.d.a.251.1', 'source_level': 450, 'target_conrey_index': 449, 'target_dim': 4, 'target_embedding_index': 4, 'target_hecke_orbit_code': 68836917698, 'target_is_minimal': False, 'target_label': '450.7.b.a.449.4', 'target_level': 450, 'twist_class_label': '18.7.b.a.17.1', 'twist_class_level': 18, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 7}
  • id: 2251902
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 251, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 206275871170, 'source_is_minimal': False, 'source_label': '450.7.d.a.251.1', 'source_level': 450, 'target_conrey_index': 449, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 68836917698, 'target_is_minimal': False, 'target_label': '450.7.b.a.449.1', 'target_level': 450, 'twist_class_label': '18.7.b.a.17.1', 'twist_class_level': 18, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 7}
  • id: 2251903
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 251, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 206275871170, 'source_is_minimal': False, 'source_label': '450.7.d.a.251.1', 'source_level': 450, 'target_conrey_index': 17, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 68836917266, 'target_is_minimal': True, 'target_label': '18.7.b.a.17.2', 'target_level': 18, 'twist_class_label': '18.7.b.a.17.1', 'twist_class_level': 18, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 7}
  • id: 2251904
    {'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 251, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 206275871170, 'source_is_minimal': False, 'source_label': '450.7.d.a.251.1', 'source_level': 450, 'target_conrey_index': 449, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 68836917698, 'target_is_minimal': False, 'target_label': '450.7.b.a.449.2', 'target_level': 450, 'twist_class_label': '18.7.b.a.17.1', 'twist_class_level': 18, 'twisting_char_label': '15.2', 'twisting_conrey_index': 2, 'weight': 7}
  • id: 2251905
    {'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 251, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 206275871170, 'source_is_minimal': False, 'source_label': '450.7.d.a.251.1', 'source_level': 450, 'target_conrey_index': 449, 'target_dim': 4, 'target_embedding_index': 3, 'target_hecke_orbit_code': 68836917698, 'target_is_minimal': False, 'target_label': '450.7.b.a.449.3', 'target_level': 450, 'twist_class_label': '18.7.b.a.17.1', 'twist_class_level': 18, 'twisting_char_label': '15.8', 'twisting_conrey_index': 8, 'weight': 7}
  • id: 2251906
    {'conductor': 15, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 251, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 206275871170, 'source_is_minimal': False, 'source_label': '450.7.d.a.251.1', 'source_level': 450, 'target_conrey_index': 17, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 68836917266, 'target_is_minimal': True, 'target_label': '18.7.b.a.17.1', 'target_level': 18, 'twist_class_label': '18.7.b.a.17.1', 'twist_class_level': 18, 'twisting_char_label': '15.14', 'twisting_conrey_index': 14, 'weight': 7}
  • id: 2251907
    {'conductor': 20, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 251, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 206275871170, 'source_is_minimal': False, 'source_label': '450.7.d.a.251.1', 'source_level': 450, 'target_conrey_index': 17, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 13511073877459088, 'target_is_minimal': False, 'target_label': '144.7.e.d.17.2', 'target_level': 144, 'twist_class_label': '18.7.b.a.17.1', 'twist_class_level': 18, 'twisting_char_label': '20.19', 'twisting_conrey_index': 19, 'weight': 7}
  • id: 2251908
    {'conductor': 40, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 251, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 206275871170, 'source_is_minimal': False, 'source_label': '450.7.d.a.251.1', 'source_level': 450, 'target_conrey_index': 449, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 45036271269052992, 'target_is_minimal': False, 'target_label': '576.7.e.k.449.1', 'target_level': 576, 'twist_class_label': '18.7.b.a.17.1', 'twist_class_level': 18, 'twisting_char_label': '40.19', 'twisting_conrey_index': 19, 'weight': 7}
  • id: 2251909
    {'conductor': 40, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 251, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 206275871170, 'source_is_minimal': False, 'source_label': '450.7.d.a.251.1', 'source_level': 450, 'target_conrey_index': 449, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503874622718528, 'target_is_minimal': False, 'target_label': '576.7.e.b.449.1', 'target_level': 576, 'twist_class_label': '18.7.b.a.17.1', 'twist_class_level': 18, 'twisting_char_label': '40.29', 'twisting_conrey_index': 29, 'weight': 7}
  • id: 2251910
    {'conductor': 45, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 251, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 206275871170, 'source_is_minimal': False, 'source_label': '450.7.d.a.251.1', 'source_level': 450, 'target_conrey_index': 107, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13511005157982370, 'target_is_minimal': False, 'target_label': '162.7.d.d.107.1', 'target_level': 162, 'twist_class_label': '18.7.b.a.17.1', 'twist_class_level': 18, 'twisting_char_label': '45.4', 'twisting_conrey_index': 4, 'weight': 7}
  • id: 2251911
    {'conductor': 45, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 251, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 206275871170, 'source_is_minimal': False, 'source_label': '450.7.d.a.251.1', 'source_level': 450, 'target_conrey_index': 107, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 13511005157982370, 'target_is_minimal': False, 'target_label': '162.7.d.d.107.2', 'target_level': 162, 'twist_class_label': '18.7.b.a.17.1', 'twist_class_level': 18, 'twisting_char_label': '45.14', 'twisting_conrey_index': 14, 'weight': 7}
  • id: 2251912
    {'conductor': 45, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 251, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 206275871170, 'source_is_minimal': False, 'source_label': '450.7.d.a.251.1', 'source_level': 450, 'target_conrey_index': 53, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13511005157982370, 'target_is_minimal': False, 'target_label': '162.7.d.d.53.1', 'target_level': 162, 'twist_class_label': '18.7.b.a.17.1', 'twist_class_level': 18, 'twisting_char_label': '45.29', 'twisting_conrey_index': 29, 'weight': 7}
  • id: 2251913
    {'conductor': 45, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 251, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 206275871170, 'source_is_minimal': False, 'source_label': '450.7.d.a.251.1', 'source_level': 450, 'target_conrey_index': 53, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 13511005157982370, 'target_is_minimal': False, 'target_label': '162.7.d.d.53.2', 'target_level': 162, 'twist_class_label': '18.7.b.a.17.1', 'twist_class_level': 18, 'twisting_char_label': '45.34', 'twisting_conrey_index': 34, 'weight': 7}
  • id: 2251914
    {'conductor': 60, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 251, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 206275871170, 'source_is_minimal': False, 'source_label': '450.7.d.a.251.1', 'source_level': 450, 'target_conrey_index': 17, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13511073877459088, 'target_is_minimal': False, 'target_label': '144.7.e.d.17.1', 'target_level': 144, 'twist_class_label': '18.7.b.a.17.1', 'twist_class_level': 18, 'twisting_char_label': '60.59', 'twisting_conrey_index': 59, 'weight': 7}
  • id: 2251915
    {'conductor': 120, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 251, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 206275871170, 'source_is_minimal': False, 'source_label': '450.7.d.a.251.1', 'source_level': 450, 'target_conrey_index': 449, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 4503874622718528, 'target_is_minimal': False, 'target_label': '576.7.e.b.449.2', 'target_level': 576, 'twist_class_label': '18.7.b.a.17.1', 'twist_class_level': 18, 'twisting_char_label': '120.29', 'twisting_conrey_index': 29, 'weight': 7}
  • id: 2251916
    {'conductor': 120, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 251, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 206275871170, 'source_is_minimal': False, 'source_label': '450.7.d.a.251.1', 'source_level': 450, 'target_conrey_index': 449, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 45036271269052992, 'target_is_minimal': False, 'target_label': '576.7.e.k.449.2', 'target_level': 576, 'twist_class_label': '18.7.b.a.17.1', 'twist_class_level': 18, 'twisting_char_label': '120.59', 'twisting_conrey_index': 59, 'weight': 7}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 913150
    {'charpoly_factorization': [[[32, 0, 1], 1]], 'hecke_orbit_code': 206275871170, 'p': 2}
  • id: 913151
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 206275871170, 'p': 3}
  • id: 913152
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 206275871170, 'p': 5}
  • id: 913153
    {'charpoly_factorization': [[[-484, 1], 2]], 'hecke_orbit_code': 206275871170, 'p': 7}
  • id: 913154
    {'charpoly_factorization': [[[1797408, 0, 1], 1]], 'hecke_orbit_code': 206275871170, 'p': 11}
  • id: 913155
    {'charpoly_factorization': [[[3368, 1], 2]], 'hecke_orbit_code': 206275871170, 'p': 13}
  • id: 913156
    {'charpoly_factorization': [[[162, 0, 1], 1]], 'hecke_orbit_code': 206275871170, 'p': 17}
  • id: 913157
    {'charpoly_factorization': [[[-5744, 1], 2]], 'hecke_orbit_code': 206275871170, 'p': 19}
  • id: 913158
    {'charpoly_factorization': [[[11405088, 0, 1], 1]], 'hecke_orbit_code': 206275871170, 'p': 23}
  • id: 913159
    {'charpoly_factorization': [[[861706098, 0, 1], 1]], 'hecke_orbit_code': 206275871170, 'p': 29}
  • id: 913160
    {'charpoly_factorization': [[[39796, 1], 2]], 'hecke_orbit_code': 206275871170, 'p': 31}
  • id: 913161
    {'charpoly_factorization': [[[52526, 1], 2]], 'hecke_orbit_code': 206275871170, 'p': 37}
  • id: 913162
    {'charpoly_factorization': [[[1372146498, 0, 1], 1]], 'hecke_orbit_code': 206275871170, 'p': 41}
  • id: 913163
    {'charpoly_factorization': [[[3800, 1], 2]], 'hecke_orbit_code': 206275871170, 'p': 43}
  • id: 913164
    {'charpoly_factorization': [[[5896980000, 0, 1], 1]], 'hecke_orbit_code': 206275871170, 'p': 47}
  • id: 913165
    {'charpoly_factorization': [[[56995657938, 0, 1], 1]], 'hecke_orbit_code': 206275871170, 'p': 53}
  • id: 913166
    {'charpoly_factorization': [[[62420337792, 0, 1], 1]], 'hecke_orbit_code': 206275871170, 'p': 59}
  • id: 913167
    {'charpoly_factorization': [[[-13250, 1], 2]], 'hecke_orbit_code': 206275871170, 'p': 61}
  • id: 913168
    {'charpoly_factorization': [[[168968, 1], 2]], 'hecke_orbit_code': 206275871170, 'p': 67}
  • id: 913169
    {'charpoly_factorization': [[[282457292832, 0, 1], 1]], 'hecke_orbit_code': 206275871170, 'p': 71}
  • id: 913170
    {'charpoly_factorization': [[[236144, 1], 2]], 'hecke_orbit_code': 206275871170, 'p': 73}
  • id: 913171
    {'charpoly_factorization': [[[35116, 1], 2]], 'hecke_orbit_code': 206275871170, 'p': 79}
  • id: 913172
    {'charpoly_factorization': [[[120559392, 0, 1], 1]], 'hecke_orbit_code': 206275871170, 'p': 83}
  • id: 913173
    {'charpoly_factorization': [[[16725839202, 0, 1], 1]], 'hecke_orbit_code': 206275871170, 'p': 89}
  • id: 913174
    {'charpoly_factorization': [[[-321424, 1], 2]], 'hecke_orbit_code': 206275871170, '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': 4, 'hecke_orbit': 1, 'label': '450.7.d.a', 'level': 450, 'portrait': 'data:image/png;base64,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', 'weight': 7}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 27454000
    {'hecke_orbit_code': 206275871170, 'n': 1, 'trace_an': 2}
  • id: 27454001
    {'hecke_orbit_code': 206275871170, 'n': 2, 'trace_an': 0}
  • id: 27454002
    {'hecke_orbit_code': 206275871170, 'n': 3, 'trace_an': 0}
  • id: 27454003
    {'hecke_orbit_code': 206275871170, 'n': 4, 'trace_an': -64}
  • id: 27454004
    {'hecke_orbit_code': 206275871170, 'n': 5, 'trace_an': 0}
  • id: 27454005
    {'hecke_orbit_code': 206275871170, 'n': 6, 'trace_an': 0}
  • id: 27454006
    {'hecke_orbit_code': 206275871170, 'n': 7, 'trace_an': 968}
  • id: 27454007
    {'hecke_orbit_code': 206275871170, 'n': 8, 'trace_an': 0}
  • id: 27454008
    {'hecke_orbit_code': 206275871170, 'n': 9, 'trace_an': 0}
  • id: 27454009
    {'hecke_orbit_code': 206275871170, 'n': 10, 'trace_an': 0}
  • id: 27454010
    {'hecke_orbit_code': 206275871170, 'n': 11, 'trace_an': 0}
  • id: 27454011
    {'hecke_orbit_code': 206275871170, 'n': 12, 'trace_an': 0}
  • id: 27454012
    {'hecke_orbit_code': 206275871170, 'n': 13, 'trace_an': -6736}
  • id: 27454013
    {'hecke_orbit_code': 206275871170, 'n': 14, 'trace_an': 0}
  • id: 27454014
    {'hecke_orbit_code': 206275871170, 'n': 15, 'trace_an': 0}
  • id: 27454015
    {'hecke_orbit_code': 206275871170, 'n': 16, 'trace_an': 2048}
  • id: 27454016
    {'hecke_orbit_code': 206275871170, 'n': 17, 'trace_an': 0}
  • id: 27454017
    {'hecke_orbit_code': 206275871170, 'n': 18, 'trace_an': 0}
  • id: 27454018
    {'hecke_orbit_code': 206275871170, 'n': 19, 'trace_an': 11488}
  • id: 27454019
    {'hecke_orbit_code': 206275871170, 'n': 20, 'trace_an': 0}
  • id: 27454020
    {'hecke_orbit_code': 206275871170, 'n': 21, 'trace_an': 0}
  • id: 27454021
    {'hecke_orbit_code': 206275871170, 'n': 22, 'trace_an': 15168}
  • id: 27454022
    {'hecke_orbit_code': 206275871170, 'n': 23, 'trace_an': 0}
  • id: 27454023
    {'hecke_orbit_code': 206275871170, 'n': 24, 'trace_an': 0}
  • id: 27454024
    {'hecke_orbit_code': 206275871170, 'n': 25, 'trace_an': 0}
  • id: 27454025
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  • id: 27454026
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  • id: 27454027
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  • id: 27454028
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  • id: 27454029
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  • id: 27454030
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  • id: 27454031
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  • id: 27454032
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  • id: 27454033
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  • id: 27454034
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  • id: 27454035
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  • id: 27454036
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  • id: 27454037
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  • id: 27454038
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  • id: 27454039
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  • id: 27454040
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  • id: 27454041
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  • id: 27454042
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  • id: 27454043
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  • id: 27454044
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  • id: 27454045
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  • id: 27454046
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  • id: 27454047
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  • id: 27454048
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  • id: 27454049
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  • id: 27454050
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  • id: 27454051
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  • id: 27454052
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  • id: 27454060
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  • id: 27454070
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  • id: 27454071
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  • id: 27454090
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  • id: 27454094
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  • id: 27454096
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  • id: 27454102
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  • id: 27454108
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  • id: 27454116
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  • id: 27454117
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  • id: 27454120
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  • id: 27454121
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  • id: 27454122
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  • id: 27454123
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  • id: 27454124
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  • id: 27454125
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  • id: 27454127
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  • id: 27454128
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  • id: 27454129
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  • id: 27454130
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  • id: 27454131
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  • id: 27454132
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  • id: 27454133
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  • id: 27454134
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  • id: 27454135
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  • id: 27454136
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  • id: 27454137
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  • id: 27454138
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  • id: 27454139
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  • id: 27454140
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  • id: 27454141
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  • id: 27454142
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  • id: 27454143
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  • id: 27454144
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  • id: 27454145
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  • id: 27454146
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  • id: 27454147
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  • id: 27454148
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  • id: 27454149
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  • id: 27454150
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  • id: 27454151
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  • id: 27454152
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  • id: 27454154
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  • id: 27454155
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  • id: 27454156
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  • id: 27454157
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  • id: 27454158
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  • id: 27454159
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  • id: 27454161
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  • id: 27454162
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  • id: 27454163
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  • id: 27454164
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  • id: 27454165
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  • id: 27454166
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  • id: 27454167
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  • id: 27454168
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  • id: 27454169
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  • id: 27454170
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  • id: 27454171
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  • id: 27454172
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  • id: 27454173
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  • id: 27454174
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  • id: 27454175
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  • id: 27454176
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  • id: 27454177
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  • id: 27454178
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  • id: 27454179
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  • id: 27454180
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  • id: 27454181
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  • id: 27454182
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  • id: 27454183
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  • id: 27454184
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  • id: 27454185
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  • id: 27454187
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  • id: 27454188
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  • id: 27454189
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  • id: 27454190
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  • id: 27454191
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  • id: 27454193
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