Newform data - 95.7.d.a

Formats: - HTML - YAML - JSON - 2024-04-25T05:05:59.458858

• 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': 4655, 'analytic_conductor': 21.855137943885843, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 95, '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': [95, 2, [77, 21], [1, 1]], 'cm_discs': [-19], 'conrey_index': 94, 'conrey_indexes': [94], 'dim': 2, 'field_disc': -19, 'field_disc_factorization': [[-1, 1], [19, 1]], 'field_poly': [5, -1, 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': [[2, [0, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 206275870815, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 8, 'hecke_ring_index_factorization': [[2, 3]], 'hecke_ring_index_proved': True, 'inner_twist_count': 4, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 19, 2, -1, 2, -19], [1, 1, 5, 2, 1, 2, 0], [1, 1, 95, 4, -1, 2, 0]], 'is_cm': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': True, 'is_twist_minimal': True, 'label': '95.7.d.a', 'level': 95, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [5, 19], 'level_radical': 95, 'minimal_twist': '95.7.d.a', 'nf_label': '2.0.19.1', 'prim_orbit_index': 4, 'qexp_display': 'q-2^{6}q^{4}+(-3^{3}+7\\beta )q^{5}+18\\beta q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '6.2.1.d2', 'self_twist_discs': [-19], 'self_twist_type': 1, 'space_label': '95.7.d', 'trace_display': [0, 0, -54, 0], 'trace_hash': 2047415685958546010, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.007', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.966', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.108', 'prec': 17}, {'__RealLiteral__': 0, 'data': '23.671', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.226', 'prec': 17}, {'__RealLiteral__': 0, 'data': '314.886', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.760', 'prec': 17}, 'traces': [2, 0, 0, -128, -54, 0, 0, 0, -1458, 0, 2124, 0, 0, 0, 0, 8192, 0, 0, -13718, 3456, 0, 0, 0, 0, -28334, 0, 0, 0, 0, 0, 0, 0, 0, 0, -76608, 93312, 0, 0, 0, 0, 0, 0, 0, -135936, 39366, 0, 0, 0, 38306, 0, 0, 0, 0, 0, -57348, 0, 0, 0, 0, 0, 114124, 0, 0, -524288, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 877952, 0, 0, 0, -221184, 1062882, 0, 0, 0, 476672, 0, 0, 0, 0, 0, 0, 0, 0, 0, 370386, 0, 0, 0, -1548396, 1813376, -4120596, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 3157952, 0, 0, 0, 1225728, 0, -1287434, 0, 0, 0, 2373786, 0, 0, 0, 0, 0, 2604564, 0, 0, 0, 0, 0, 0, 0, -7546676, 4902912, 0, 0, 0, -5971968, 0, 0, 0, 0, -12486996, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 8120448, 0, 0, 0, 0, 0, 0, 0, -9653618, 0, 10000422, 0, 0, 0, 4136832, 8699904, 0, 0, 0, -2519424, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 18747684, 0, 0, 0, 0, -2451584, 0, 0, -30542396, 0, 0, 0, 0, 0, 0, 0, 0, 0, -14568516, 0, 0, 0, 0, 0, 17160192, 0, 0, 0, 0, 3670272, 0, 0, 0, 0, 20655486, 0, 0, 0, -5339156, 0, 0, 0, 0, 0, 47250112, 0, 0, 0, -30664476, 0, 0, 0, 0, -7303936, -1034262, 0, 0, 0, 0, 0, -10166796, 0, 0, 0, 0, 33554432, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -56845156, 0, 0, 0, -30090708, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 40648386, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 44126208, 0, 0, -56188928, -3081348, 0, 0, 0, 0, 0, -88575876, 0, 0, 0, 55847232, 0, 0, 0, 0, 14155776, 0, 0, 0, -68024448, 0, 0, 0, 0, 121500288, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -30507008, 0, 0, 0, 0, 0, 0, 0, 0, -92408396, 0, 0, 0, 0, 0, 0, 0, 0, 0, 159210684, 0, 94091762, 0, 0, 0, -165166848, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -23704704, 0, 0, 0, 0, -81357696, 0, 0, 0, 131749524, 0, -50527232, 0, 0, 0, 0, 99097344, 0, 0, 0, -116056064, 0, 0, 0, 263718144, -28697814, 0, 0, 0, 0, 0, 0, 0, 0, 0, -41232128, 0, 0, 0, 82236564, 0, 0, 0, 0, 0, -25740288, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -27925074, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -202108928, -391352076, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 194342906, -78446592, 0, 0, 374993244, 0, 0, 0, 0, 82395776, 0, 0, 0, 0, 0, 0, -219367116, 0, 0, 0, 41806692, 0, 0, 0, 495253804, -151922304, 0, 0, 0, 0, 111256092, 0, 0, 0, 0, 0, -424714752, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -166692096, 0, 0, 0, 0, -38671134, 0, 0, 0, 0, 0, 0, 0, 0, 0, 40680972, 0, -611643316, 0, 0, 0, 0, 0, 0, 0, -83196396, 0, 0, 0, 0, 0, 0, 482987264, 0, 0, 0, -313786368, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 703816844, 0, 0, 0, -170529408, 382205952, 0, 0, 0, 0, -106025472, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -33094656, 799167744, 0, 0, 0, 0, 0, 0, 0, 0, 34760718, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -941680436, 0, 0, 0, 0, 0, 314534306, 0, 0, 0, 0, 0, -247042436, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -519708672, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -70323228, 0, 0, 0, 0, 0, 0, 0, 0, 0, 525454272, 0, 0, 0, 0, 0, 121199688, 0, 0, 0, 0, 617831552, 0, 0, 0, 0, 0, 0, 0, -640027008, 1131976832, 0, 0, 0, 0, 0, -442047316, 0, 0, 0, 203760252, 0, 0, 0, 0, -264757248, 589843404, 0, 0, -556793856, 0, 0, 0, 0, -603857516, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1200887964, 161243136, 0, 0, 0, 0, 0, 0, 0, 0, -774840978, 0, -274563072, 0, 0, 0, 0, 0, 0, 0, -1465034476, 0, 0, 0, 0, 0, 337148892, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1568067876, 0, 0, -1199851776, -347493888, 0, 0, 0, 1369386364, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 156901376, 1880649792, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1954713344, 0, 0, -756001792, 0, 0, 0, 0, 0, -219252096, 0, 0, 0, -1829420316, 0, 0, 0, 0, 0, 1835068032, 0, 0, 0, 0, 0, -1540986156, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 932385024, 0, 0, 0, 0, 1189646642, 0, 0, 0, 260647686, 0, 0, 0, 0, 0, 0, 0, 0, 0, -270011394, 0, 0, 0, -46002316, -1098252288, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 973611072, 0, 0, 0, 0, -234897408, -2191082436, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1128780684, 0, 0, 0, 0, 0, 0, 0, 0, -1321951104, 0, 0, 0, 0, 0, 0, 0, 0, 3003914484, 0, 0, 0, 0, 0, 0, 341705984, 0, 0, 2012066564, 0, 0, 0, 0, 0, 0, 0, 0, 0, -2795215356, 0, -262740854, 0, 0, 0, 506225664, 0, 0, 0, 0, -3024007168, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -506187468, 1962526464, 0, 0, 2910797568, 0, 1775007362, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 467451904, 0, 0, 0, 66192768, 0, 0, 0, 0, -2875345088, 0, 0, 0, -1818980352, 0, 0, 0, 0, 0, 824644692, 0, 0, 0, 0, 0], 'weight': 7, 'weight_parity': -1}
• mf_hecke_nf •

  Column	Type
  an	jsonb
  ap	jsonb
  char_orbit_index	smallint
  field_poly	numeric[]
  hecke_orbit_code	bigint
  hecke_ring_character_values	jsonb
  hecke_ring_cyclotomic_generator	integer
  hecke_ring_denominators	numeric[]
  hecke_ring_inverse_denominators	numeric[]
  hecke_ring_inverse_numerators	numeric[]
  hecke_ring_numerators	numeric[]
  hecke_ring_power_basis	boolean
  hecke_ring_rank	integer
  label	text
  level	integer
  maxp	integer
  weight	smallint

  
  {'an': [[1, 0], [0, 0], [0, 0], [-64, 0], [-27, 7], [0, 0], [0, 18], [0, 0], [-729, 0], [0, 0], [1062, 0], [0, 0], [0, 0], [0, 0], [0, 0], [4096, 0], [0, -112], [0, 0], [-6859, 0], [1728, -448], [0, 0], [0, 0], [0, -742], [0, 0], [-14167, -378], [0, 0], [0, 0], [0, -1152], [0, 0], [0, 0], [0, 0], [0, 0], [0, 0], [0, 0], [-38304, -486], [46656, 0], [0, 0], [0, 0], [0, 0], [0, 0], [0, 0], [0, 0], [0, -4032], [-67968, 0], [19683, -5103], [0, 0], [0, -11102], [0, 0], [19153, 0], [0, 0], [0, 0], [0, 0], [0, 0], [0, 0], [-28674, 7434], [0, 0], [0, 0], [0, 0], [0, 0], [0, 0], [57062, 0], [0, 0], [0, -13122], [-262144, 0], [0, 0], [0, 0], [0, 0], [0, 7168], [0, 0], [0, 0], [0, 0], [0, 0], [0, 38808], [0, 0], [0, 0], [438976, 0], [0, 19116], [0, 0], [0, 0], [-110592, 28672], [531441, 0], [0, 0], [0, 9688], [0, 0], [238336, 3024], [0, 0], [0, 0], [0, 0], [0, 0], [0, 0], [0, 0], [0, 47488], [0, 0], [0, 0], [185193, -48013], [0, 0], [0, 0], [0, 0], [-774198, 0], [906688, 24192]], 'ap': [[0, 0], [0, 0], [-27, 7], [0, 18], [1062, 0], [0, 0], [0, -112], [-6859, 0], [0, -742], [0, 0], [0, 0], [0, 0], [0, 0], [0, -4032], [0, -11102], [0, 0], [0, 0], [57062, 0], [0, 0], [0, 0], [0, 38808], [0, 0], [0, 9688], [0, 0], [0, 0], [-2060298, 0], [0, 0], [0, 0], [0, 0], [0, 0], [0, 0], [1302282, 0], [0, -265972], [-3773338, 0], [-6243498, 0], [0, 0], [0, -441882], [0, -431172], [0, 0], [0, 0], [0, 0], [0, 0], [9373842, 0], [0, 0], [0, 675598], [-15271198, 0], [0, 0], [0, 0], [0, 0], [-2669578, 0], [0, 283388], [-15332238, 0], [0, 0], [-5083398, 0], [0, 0], [0, 1825978], [0, 0], [-28422578, 0], [0, -1728342], [0, 0], [0, -1765512], [0, 0], [0, 0], [-44287938, 0], [0, -3001572], [0, 0], [0, 0], [0, 0], [0, 3100748], [-46204198, 0], [0, 3793748], [79605342, 0], [0, 5551938], [0, 0], [0, 0], [0, 0], [65874762, 0], [0, -6259302], [0, 0], [0, 0], [41118282, 0], [0, 0], [0, 0], [0, 0], [0, 0], [0, 9856868], [0, 0], [0, -6952932], [-195676038, 0], [0, -10936422], [0, -6655712], [187496622, 0], [0, 0], [-109683558, 0], [247626902, 0], [0, -13461602], [0, 0], [0, 0], [0, 0], [-305821658, 0], [0, 0], [0, 10443118], [0, 0], [0, 0], [351908422, 0], [0, -8069292], [0, 17730328], [0, -23850932], [0, 0], [0, 0], [0, 0], [0, 19706778], [0, -26938912], [-470840218, 0], [-123521218, 0], [0, 0], [0, 30494268], [0, 27648698], [0, -20505002], [0, 0], [0, 0], [0, 0], [0, 0], [0, 0], [-221023658, 0], [294921702, 0], [-301928758, 0], [600443982, 0], [0, 43398558], [0, -45175662], [-732517238, 0], [0, 0], [0, 0], [0, 3205818], [-784033938, 0], [684693182, 0], [0, 0], [0, 0], [0, 0], [-914710158, 0], [0, 0], [-770493078, 0], [0, 51827958], [0, 0], [0, 0], [0, 0], [0, 25996698], [0, 0], [-23001158, 0], [0, 0], [0, 0], [-1095541218, 0], [0, -7359912], [0, 0], [0, 0], [0, 0], [1006033282, 0], [-1397607678, 0], [0, 80977428], [0, 0], [0, 68658548], [0, 0], [0, -95298462], [0, 0], [0, 0], [0, 0], [0, 0], [0, -45779202]], 'char_orbit_index': 4, 'field_poly': [5, -1, 1], 'hecke_orbit_code': 206275870815, 'hecke_ring_character_values': [[77, [-1, 0]], [21, [-1, 0]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1], 'hecke_ring_inverse_denominators': [1, 8], 'hecke_ring_inverse_numerators': [[1, 0], [4, 1]], 'hecke_ring_numerators': [[1, 0], [-4, 8]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 2, 'label': '95.7.d.a', 'level': 95, 'maxp': 997, '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': 4655, 'analytic_conductor': 21.855137943885843, 'char_conductor': 95, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 2, 'char_parity': -1, 'char_values': [95, 2, [77, 21], [1, 1]], 'conrey_index': 94, 'cusp_dim': 58, 'dim': 58, 'eis_dim': 4, 'eis_new_dim': 4, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 206275870815, 'hecke_orbit_dims': [2, 4, 4, 48], 'label': '95.7.d', 'level': 95, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [5, 19], 'level_radical': 95, 'mf_dim': 62, 'mf_new_dim': 62, 'num_forms': 4, 'prim_orbit_index': 4, 'relative_dim': 58, 'sturm_bound': 70, 'trace_bound': 5, 'trace_display': [0, 0, 54, 0], 'traces': [58, 0, 0, 1920, 54, -584, 0, 0, 13118, 0, -508, 0, 0, 0, 0, 62360, 0, 0, 5554, 20220, 0, 0, 0, -65248, -10130, -16688, 0, 0, 0, 169296, 0, 0, 0, 0, 120976, 439040, 0, 0, -312968, 0, 0, 0, 0, 391296, -444222, 0, 0, 0, -687566, 0, 0, 0, 0, -1480080, -434188, 0, 0, 0, 0, 0, 492428, 0, 0, 5545480, 0, -1284696, 0, 0, 0, 0, 0, 0, 0, 31712, 0, 1267752, 0, 0, 0, -1194744, 2059506, 0, 0, 0, 20940, 0, 0, 0, 0, 0, 0, 0, 0, 0, -2316262, -10187296, 0, 0, -3698276, 953844, -4882732, 0, 0, -3864728, 0, -2130488, 0, 0, 0, 0, 1520696, 0, 0, -10050520, 1428240, 0, 0, 0, 432592, 18621712, 2595078, 0, 0, 0, -8298654, 0, 0, 0, 0, -12627416, 20423924, 0, 0, 11216576, 0, 0, 0, 0, -12201052, 22039988, 0, 0, 0, 27677984, 0, 0, 0, 0, 14569484, -11071528, 0, 0, 0, 0, 0, -33920576, 0, 0, 26162632, 0, 17099664, 0, 0, 0, 0, 0, 0, 0, -12145122, 0, -162794, 0, 0, 0, 27312336, 68621792, 0, 0, 0, -67864172, 0, 0, 0, 0, 0, 0, 0, 0, 0, -51397152, 15421796, 0, 0, -21563840, 21155176, -78985536, 0, 0, 2149124, 0, 17867304, 0, 0, 0, 0, -23522712, 0, 0, 51132220, 46568464, 0, 0, 0, -155179040, -3489808, -207221792, 0, 0, 0, -87809796, 0, 0, 0, 0, 40900970, 132690520, 0, 0, -11235604, 0, 0, 0, 0, 23270032, -24424224, 0, 0, 0, 14597460, 0, 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-144202732, 0, 0, 0, 0, -31585360, -591255756, 0, 0, 0, 839869872, 0, 0, 0, 0, -334311408, -72642656, 0, 0, 0, 0, 0, 1060294934, 0, 0, 1025365480, 0, -957551488, 0, 0, 0, 0, 0, 0, 0, 257825728, 0, -1490545376, 0, 0, 0, 562850304, 815636876, 0, 0, 0, 363008992, 0, 0, 0, 0, 0, 0, 0, 0, 0, -359402654, 15232016, 0, 0, -1071313228, 2667066576, 283508632, 0, 0, -1195627608, 0, -138115600, 0, 0, 0, 0, 292690468, 0, 0, 1628812992, -671067412, 0, 0, 0, -1317367324, -1388229280, 635638360, 0, 0, 0, -1187882212, 0, 0, 0, 0, 28221320, -774134736, 0, 0, 632923168, 0, 0, 0, 0, -363602712, -894260272, 0, 0, 0, 4184803640, 0, 0, 0, 0, 164241610, 367554696, 0, 0, 0, 0, 0, 450883112, 0, 0, 40374276, 0, 898321292, 0, 0, 0, 0, 0, 0, 0, 1928292548, 0, -331847568, 0, 0, 0, 750407640, 22813632, 0, 0, 0, 3650200424, 0, 0, 0, 0, 0, 0, 0, 0, 0, -333123664, -680145820, 0, 0, -2537579520, 1244289120, 2457414936, 0, 0, -3847619528, 0, -2465670080, 0, 0, 0, 0, 314180728, 0, 0, 1444874688, -1911733888, 0, 0, 0, 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3699141732, -6402365672, 0, 0, -7019395156, 0, -2934365768, 0, 0, 0, 0, 7339087128, 0, 0, 1614157360, -1461774168, 0, 0, 0, -10646220496, -1971827824, -5933681008, 0, 0, 0, -5630051592, 0, 0, 0, 0, 7319278792, -4600932480, 0, 0, 7410371520, 0, 0, 0, 0, 9423243696, 2713145904, 0, 0, 0, 3561520588, 0, 0, 0, 0, -12193538392, -6667345552, 0, 0, 0, 0, 0, 296942956, 0, 0, -2796466368, 0, 8884004760, 0, 0, 0, 0, 0, 0, 0, 20907406168, 0, 983751184, 0, 0, 0, 1832314744, 3392862202, 0, 0, 0, 5256842258, 0, 0, 0, 0, 0, 0, 0, 0, 0, -5223632962, -13522060744, 0, 0, -554254636, 3173374348, 2099737664, 0, 0, -30566249472, 0, 7075554728, 0, 0, 0, 0, 572357704, 0, 0, -743692824, -2490219200, 0, 0, 0, -7572612248, -5171827232, 2070209500, 0, 0, 0, -6292364672, 0, 0, 0, 0, 8983399440, -7908831324, 0, 0, 11698780824, 0, 0, 0, 0, 4213851200, 16966994788, 0, 0, 0, 13546790912, 0, 0, 0, 0, -8713795844, -12052781664, 0, 0, 0, 0, 0, -2224434240, 0, 0, -8127853708, 0, 9029271416, 0, 0, 0, 0, 0, 0, 0, 12456005060, 0, 5208106306, 0, 0, 0, -1913723200, 14935313112, 0, 0, 0, 14588366364, 0, 0, 0, 0, 0, 0, 0, 0, 0, -3722676680, -7039273576, 0, 0, 755168520, 3740363636, -7229920128, 0, 0, -18494205584, 0, 519404602, 0, 0, 0, 0, 6799044792, 0, 0, 2612210576, -6792816680, 0, 0, 0, -4676656184, -9029755800, -7538784128, 0, 0, 0, -17517647144, 0, 0, 0, 0, 11111410032, -16831852856, 0, 0, 6178850112, 0, 0, 0, 0, 7842477216, 1800349828, 0, 0, 0, 13068879168, 0], 'weight': 7, 'weight_parity': -1}
• mf_twists_nf •

  Column	Type
  conductor	integer
  degree	integer
  multiplicity	smallint
  order	integer
  parity	smallint
  self_twist_disc	integer
  source_char_orbit	smallint
  source_dim	integer
  source_hecke_orbit	integer
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_char_orbit	smallint
  target_dim	integer
  target_hecke_orbit	integer
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_char_orbit	smallint
  weight	smallint

  
  
  • id: 82768
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 4, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '95.7.d.a', 'source_level': 95, 'target_char_orbit': 4, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '95.7.d.a', 'target_level': 95, 'twist_class_label': '95.7.d.a', 'twist_class_level': 95, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 7}
  • id: 82769
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '95.7.d.a', 'source_level': 95, 'target_char_orbit': 4, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '95.7.d.a', 'target_level': 95, 'twist_class_label': '95.7.d.a', 'twist_class_level': 95, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 7}
  • id: 82770
    {'conductor': 19, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': -19, 'source_char_orbit': 4, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '95.7.d.a', 'source_level': 95, 'target_char_orbit': 4, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '95.7.d.a', 'target_level': 95, 'twist_class_label': '95.7.d.a', 'twist_class_level': 95, 'twisting_char_label': '19.b', 'twisting_char_orbit': 2, 'weight': 7}
  • id: 82771
    {'conductor': 95, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '95.7.d.a', 'source_level': 95, 'target_char_orbit': 4, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '95.7.d.a', 'target_level': 95, 'twist_class_label': '95.7.d.a', 'twist_class_level': 95, 'twisting_char_label': '95.d', 'twisting_char_orbit': 4, 'weight': 7}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 283350
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 206275870815, 'p': 2}
  • id: 283351
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 206275870815, 'p': 3}
  • id: 283352
    {'charpoly_factorization': [[[15625, 54, 1], 1]], 'hecke_orbit_code': 206275870815, 'p': 5}
  • id: 283353
    {'charpoly_factorization': [[[98496, 0, 1], 1]], 'hecke_orbit_code': 206275870815, 'p': 7}
  • id: 283354
    {'charpoly_factorization': [[[-1062, 1], 2]], 'hecke_orbit_code': 206275870815, 'p': 11}
  • id: 283355
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 206275870815, 'p': 13}
  • id: 283356
    {'charpoly_factorization': [[[3813376, 0, 1], 1]], 'hecke_orbit_code': 206275870815, 'p': 17}
  • id: 283357
    {'charpoly_factorization': [[[6859, 1], 2]], 'hecke_orbit_code': 206275870815, 'p': 19}
  • id: 283358
    {'charpoly_factorization': [[[167371456, 0, 1], 1]], 'hecke_orbit_code': 206275870815, 'p': 23}
  • id: 283359
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 206275870815, 'p': 29}
  • id: 283360
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 206275870815, 'p': 31}
  • id: 283361
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 206275870815, 'p': 37}
  • id: 283362
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 206275870815, 'p': 41}
  • id: 283363
    {'charpoly_factorization': [[[4942135296, 0, 1], 1]], 'hecke_orbit_code': 206275870815, 'p': 43}
  • id: 283364
    {'charpoly_factorization': [[[37469338816, 0, 1], 1]], 'hecke_orbit_code': 206275870815, 'p': 47}
  • id: 283365
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 206275870815, 'p': 53}
  • id: 283366
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 206275870815, 'p': 59}
  • id: 283367
    {'charpoly_factorization': [[[-57062, 1], 2]], 'hecke_orbit_code': 206275870815, 'p': 61}
  • id: 283368
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 206275870815, 'p': 67}
  • id: 283369
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 206275870815, 'p': 71}
  • id: 283370
    {'charpoly_factorization': [[[457842502656, 0, 1], 1]], 'hecke_orbit_code': 206275870815, 'p': 73}
  • id: 283371
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 206275870815, 'p': 79}
  • id: 283372
    {'charpoly_factorization': [[[28532632576, 0, 1], 1]], 'hecke_orbit_code': 206275870815, 'p': 83}
  • id: 283373
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 206275870815, 'p': 89}
  • id: 283374
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 206275870815, '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': '95.7.d.a', 'level': 95, '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: 27370000
    {'hecke_orbit_code': 206275870815, 'n': 1, 'trace_an': 2}
  • id: 27370001
    {'hecke_orbit_code': 206275870815, 'n': 2, 'trace_an': 0}
  • id: 27370002
    {'hecke_orbit_code': 206275870815, 'n': 3, 'trace_an': 0}
  • id: 27370003
    {'hecke_orbit_code': 206275870815, 'n': 4, 'trace_an': -128}
  • id: 27370004
    {'hecke_orbit_code': 206275870815, 'n': 5, 'trace_an': -54}
  • id: 27370005
    {'hecke_orbit_code': 206275870815, 'n': 6, 'trace_an': 0}
  • id: 27370006
    {'hecke_orbit_code': 206275870815, 'n': 7, 'trace_an': 0}
  • id: 27370007
    {'hecke_orbit_code': 206275870815, 'n': 8, 'trace_an': 0}
  • id: 27370008
    {'hecke_orbit_code': 206275870815, 'n': 9, 'trace_an': -1458}
  • id: 27370009
    {'hecke_orbit_code': 206275870815, 'n': 10, 'trace_an': 0}
  • id: 27370010
    {'hecke_orbit_code': 206275870815, 'n': 11, 'trace_an': 2124}
  • id: 27370011
    {'hecke_orbit_code': 206275870815, 'n': 12, 'trace_an': 0}
  • id: 27370012
    {'hecke_orbit_code': 206275870815, 'n': 13, 'trace_an': 0}
  • id: 27370013
    {'hecke_orbit_code': 206275870815, 'n': 14, 'trace_an': 0}
  • id: 27370014
    {'hecke_orbit_code': 206275870815, 'n': 15, 'trace_an': 0}
  • id: 27370015
    {'hecke_orbit_code': 206275870815, 'n': 16, 'trace_an': 8192}
  • id: 27370016
    {'hecke_orbit_code': 206275870815, 'n': 17, 'trace_an': 0}
  • id: 27370017
    {'hecke_orbit_code': 206275870815, 'n': 18, 'trace_an': 0}
  • id: 27370018
    {'hecke_orbit_code': 206275870815, 'n': 19, 'trace_an': -13718}
  • id: 27370019
    {'hecke_orbit_code': 206275870815, 'n': 20, 'trace_an': 3456}
  • id: 27370020
    {'hecke_orbit_code': 206275870815, 'n': 21, 'trace_an': 0}
  • id: 27370021
    {'hecke_orbit_code': 206275870815, 'n': 22, 'trace_an': 0}
  • id: 27370022
    {'hecke_orbit_code': 206275870815, 'n': 23, 'trace_an': 0}
  • id: 27370023
    {'hecke_orbit_code': 206275870815, 'n': 24, 'trace_an': 0}
  • id: 27370024
    {'hecke_orbit_code': 206275870815, 'n': 25, 'trace_an': -28334}
  • id: 27370025
    {'hecke_orbit_code': 206275870815, 'n': 26, 'trace_an': 0}
  • id: 27370026
    {'hecke_orbit_code': 206275870815, 'n': 27, 'trace_an': 0}
  • id: 27370027
    {'hecke_orbit_code': 206275870815, 'n': 28, 'trace_an': 0}
  • id: 27370028
    {'hecke_orbit_code': 206275870815, 'n': 29, 'trace_an': 0}
  • id: 27370029
    {'hecke_orbit_code': 206275870815, 'n': 30, 'trace_an': 0}
  • id: 27370030
    {'hecke_orbit_code': 206275870815, 'n': 31, 'trace_an': 0}
  • id: 27370031
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  • id: 27370032
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  • id: 27370033
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  • id: 27370034
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  • id: 27370035
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  • id: 27370036
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  • id: 27370037
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  • id: 27370038
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  • id: 27370039
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  • id: 27370040
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  • id: 27370041
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  • id: 27370042
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  • id: 27370043
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  • id: 27370044
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  • id: 27370045
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  • id: 27370046
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  • id: 27370047
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  • id: 27370048
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  • id: 27370049
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  • id: 27370050
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  • id: 27370051
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  • id: 27370052
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  • id: 27370053
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  • id: 27370054
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  • id: 27370055
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  • id: 27370056
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  • id: 27370057
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  • id: 27370058
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  • id: 27370059
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  • id: 27370060
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  • id: 27370061
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  • id: 27370062
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  • id: 27370063
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  • id: 27370064
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  • id: 27370065
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  • id: 27370066
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  • id: 27370067
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  • id: 27370068
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  • id: 27370069
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  • id: 27370070
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  • id: 27370071
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  • id: 27370072
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  • id: 27370073
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  • id: 27370074
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  • id: 27370075
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  • id: 27370076
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  • id: 27370077
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  • id: 27370078
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  • id: 27370079
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  • id: 27370080
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  • id: 27370081
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  • id: 27370082
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  • id: 27370083
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  • id: 27370084
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  • id: 27370085
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  • id: 27370086
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  • id: 27370087
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  • id: 27370088
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  • id: 27370089
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  • id: 27370090
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  • id: 27370091
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  • id: 27370092
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  • id: 27370093
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  • id: 27370094
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  • id: 27370095
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  • id: 27370096
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  • id: 27370097
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  • id: 27370098
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  • id: 27370099
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  • id: 27370100
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  • id: 27370101
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  • id: 27370102
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  • id: 27370103
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  • id: 27370104
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  • id: 27370105
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  • id: 27370106
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  • id: 27370107
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  • id: 27370108
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  • id: 27370109
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  • id: 27370110
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  • id: 27370111
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  • id: 27370112
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  • id: 27370113
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  • id: 27370114
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  • id: 27370115
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  • id: 27370116
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  • id: 27370117
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  • id: 27370118
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  • id: 27370119
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  • id: 27370120
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  • id: 27370121
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  • id: 27370122
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  • id: 27370123
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  • id: 27370124
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  • id: 27370125
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  • id: 27370126
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  • id: 27370127
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  • id: 27370128
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  • id: 27370129
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  • id: 27370130
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  • id: 27370131
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  • id: 27370132
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  • id: 27370133
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  • id: 27370134
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  • id: 27370135
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  • id: 27370136
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  • id: 27370137
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  • id: 27370138
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  • id: 27370139
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  • id: 27370140
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  • id: 27370141
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  • id: 27370142
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  • id: 27370143
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  • id: 27370144
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  • id: 27370145
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  • id: 27370146
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  • id: 27370147
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  • id: 27370148
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  • id: 27370149
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  • id: 27370150
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  • id: 27370151
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  • id: 27370152
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  • id: 27370153
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  • id: 27370154
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  • id: 27370155
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  • id: 27370156
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  • id: 27370157
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  • id: 27370158
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  • id: 27370159
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  • id: 27370160
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  • id: 27370161
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  • id: 27370162
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  • id: 27370163
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  • id: 27370164
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  • id: 27370165
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  • id: 27370166
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  • id: 27370167
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  • id: 27370168
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  • id: 27370169
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  • id: 27370170
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  • id: 27370171
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  • id: 27370172
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  • id: 27370173
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  • id: 27370174
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  • id: 27370175
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  • id: 27370176
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  • id: 27370177
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  • id: 27370178
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  • id: 27370179
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  • id: 27370180
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  • id: 27370181
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  • id: 27370182
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  • id: 27370183
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  • id: 27370184
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  • id: 27370185
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  • id: 27370186
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  • id: 27370187
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  • id: 27370188
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  • id: 27370189
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  • id: 27370190
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  • id: 27370191
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  • id: 27370192
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  • id: 27370193
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  • id: 27370194
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  • id: 27370195
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  • id: 27370196
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  • id: 27370197
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  • id: 27370198
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  • id: 27370199
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  • id: 27370200
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  • id: 27370201
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  • id: 27370202
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  • id: 27370203
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  • id: 27370204
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  • id: 27370205
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  • id: 27370206
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  • id: 27370208
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  • id: 27370211
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  • id: 27370212
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  • id: 27370213
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  • id: 27370214
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  • id: 27370215
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  • id: 27370216
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  • id: 27370217
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  • id: 27370218
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  • id: 27370219
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  • id: 27370220
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  • id: 27370224
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  • id: 27370225
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  • id: 27370228
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  • id: 27370230
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  • id: 27370232
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  • id: 27370233
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  • id: 27370234
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  • id: 27370235
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  • id: 27370236
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  • id: 27370237
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  • id: 27370238
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  • id: 27370243
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  • id: 27370244
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  • id: 27370460
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  • id: 27370461
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  • id: 27370528
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