Newform data - 76.4.f.a

Formats: - HTML - YAML - JSON - 2024-06-12T14:31:26.529514

• 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': 1216, 'analytic_conductor': 4.484145160436286, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 76, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 6, 'char_orbit_label': 'f', 'char_order': 6, 'char_parity': 1, 'char_values': [76, 6, [39, 21], [3, 1]], 'cm_discs': [], 'conrey_index': 27, 'dim': 56, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 343664492620, 'inner_twist_count': 4, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 4, 2, -1, 2, 0], [1, 1, 19, 4, -1, 6, 0], [1, 1, 76, 6, 1, 6, 0]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '76.4.f.a', 'level': 76, '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, 19], 'level_radical': 38, 'minimal_twist': '76.4.f.a', 'prim_orbit_index': 6, 'related_objects': [], 'relative_dim': 28, 'rm_discs': [], 'sato_tate_group': '3.2.3.c6', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '76.4.f', 'trace_display': [-3, 0, -2, 0], 'traces': [56, -3, 0, 5, -2, 21, 0, 0, -228, 96, 0, 0, 102, -78, 0, -67, 74, 0, 0, -276, -24, 21, 0, -79, -502, 492, 0, 412, -6, 928, 0, 147, 558, -1170, 0, 70, 0, -1066, 0, 336, 588, -368, 0, 443, 600, 0, 0, 1353, -2552, 0, 0, -1086, -594, 21, 0, 0, 574, 1564, 0, -2826, 2262, -456, 0, -2098, 0, -2609, 0, -1612, 0, 3402, 0, 7350, -92, -62, 0, 667, 1168, -666, 0, -1558, -2144, -2113, 0, 0, 1974, 1590, 0, 0, 258, 294, 0, -3016, 1780, 0, 0, 158, -792, 3819, 0, 3379, 770, 3184, 0, 2738, -132, 4576, 0, -10431, -3966, -12030, 0, 244, 0, -989, 0, -6936, -7800, -1209, 0, 5760, -4468, 0, 0, 2034, 2460, 0, 0, 4869, 14634, -2132, 0, 0, -5956, 6942, 0, 966, 1756, -8756, 0, -4684, 0, -3242, 0, 2972, 0, 4461, 0, 11304, 1754, 2969, 0, -9407, -1376, 13086, 0, 9922, 14, -7068, 0, 0, -6052, 4347, 0, 0, 14592, 12921, 0, 10980, -9046, 0, 0, 844, 1962, -14814, 0, 8775, -5260, 9832, 0, 558, -14190, -18664, 0, -16566, -4092, -20394, 0, -4074, 0, 13450, 0, -31809, 19638, -17555, 0, 6723, -3856, 0, 0, -24303, 22704, 0, 0, -17544, -16350, -6666, 0, 0, 15798, 20216, 0, 12348, -286, -15688, 0, 6606, 0, 3036, 0, 42976, 0, 26010, 0, 19950, -4372, 14751, 0, -29895, -14424, 57090, 0, 20422, -13148, -15080, 0, 0, 11734, 16182, 0, 0, -34368, 5376, 0, 18726, 27654, 0, 0, -22840, 15918, -28230, 0, 40414, 6380, -14384, 0, -12627, 28392, -68820, 0, -26688, 19884, -24951, 0, -30409, 0, 53970, 0, -64677, -20730, -46978, 0, 21990, -27672, 0, 0, -25806, -16312, 0, 0, -8934, -3732, -30754, 0, 0, -27778, 18484, 0, 37134, -10246, -48696, 0, 24650, 0, 19861, 0, 61964, 0, 65556, 0, 58977, -4812, 7398, 0, -55168, 25476, 120840, 0, 44268, 33796, -25714, 0, 0, -13284, 15834, 0, 0, 46218, 9204, 0, 34310, -2904, 0, 0, -24074, 5076, -35019, 0, 54475, -18780, -16608, 0, 11691, -51300, -85940, 0, -120822, -47868, -65349, 0, -30942, 0, 106324, 0, -116538, 77910, -49310, 0, 39312, 67384, 0, 0, -46125, -30700, 0, 0, -49944, -8064, -34059, 0, 0, 12314, 22008, 0, 55488, -4026, -71668, 0, 13392, 0, 4072, 0, 108008, 0, 97644, 0, 109152, -1810, 54342, 0, -97146, -71812, 120132, 0, 84957, -18824, -61272, 0, 0, 12838, 73632, 0, 0, -66792, 25722, 0, 59448, -5666, 0, 0, -77014, -3276, -49953, 0, 88774, 25078, 9916, 0, 5016, 31308, -77468, 0, -109686, 78684, -214350, 0, -26530, 0, 74212, 0, -260184, -83862, -77902, 0, 60612, -2536, 0, 0, -42660, 56608, 0, 0, -50061, 54006, -50400, 0, 0, -43862, 139934, 0, 51870, 3156, -101788, 0, -55512, 0, -29058, 0, 121208, 0, 204318, 0, 196581, -8236, 45285, 0, -84194, 68252, 213762, 0, 105410, 29434, -119014, 0, 0, -18748, 65151, 0, 0, 60444, 62250, 0, 42147, -62072, 0, 0, -79860, 8016, -38550, 0, 176164, 10268, 43962, 0, 40368, -30258, -159808, 0, -131604, -73074, -289074, 0, -67165, 0, 98966, 0, -229170, 109836, -138867, 0, 109634, -12308, 0, 0, -89742, 32620, 0, 0, -56808, -41226, -72226, 0, 0, -15898, 51766, 0, 76482, 13792, -160554, 0, -79096, 0, -55326, 0, 73982, 0, 227820, 0, 363849, 6782, 45608, 0, -138628, -76060, 301290, 0, 121465, -67122, -100842, 0, 0, 17938, 82086, 0, 0, -121470, 151968, 0, 68497, 79540, 0, 0, -98136, -15564, -76980, 0, 127921, -32446, 58252, 0, 38690, 59976, -165462, 0, -330732, 58632, -271173, 0, -66134, 0, 224706, 0, -315438, -231540, -152800, 0, 177510, 84068, 0, 0, -74376, -72008, 0, 0, -63693, 66600, -88746, 0, 0, 35856, 100844, 0, 31620, 756, -258455, 0, -77836, 0, -34240, 0, 281006, 0, 306084, 0, 277236, 35554, 80132, 0, -145987, 124792, 362244, 0, 205560, 46950, -115415, 0, 0, -22464, 177726, 0, 0, 124854, 65628, 0, 104122, 20136, 0, 0, -149140, 43392, -147648, 0, 206608, 27098, -6984, 0, 31696, 2274, -166520, 0, -334236, -36408, -393732, 0, -93248, 0, 207328, 0, -498807, 101958, -167534, 0, 186199, -208528, 0, 0, -105603, -154088, 0, 0, -106422, -49350, -91285, 0, 0, 82044, 193468, 0, 119982, 71566, -248334, 0, 2976, 0, -11801, 0, 225870, 0, 372009, 0, 446298, -143554, 108492, 0, -323604, -128732, 467166, 0, 165930, -28406, -257252, 0, 0, -43332, 120903, 0, 0, -41982, 33222, 0, 133910, -7310, 0, 0, -109734, -24918, -111459, 0, 321653, -8126, 33248, 0, -14096, -78180, -396972, 0, -319815, 186684, -363834, 0, -174970, 0, 215179, 0, -389694, -7500, -293166, 0, 166956, 81648, 0, 0, -100410, 193576, 0, 0, -162750, 22038, -135166, 0, 0, -83684, 170320, 0, 158418, -32062, -230102, 0, 123456, 0, -1910, 0, 327540, 0, 288348, 0, 440820, 156682, 129562, 0, -302118, 147620, 633828, 0, 214588, 24496, -141582, 0, 0, -46138, 224292, 0, 0, 16050, 160632, 0, 180589, -14952, 0, 0, -219208, 360, -263838, 0, 287639, 103022, -28454, 0, -28164, 184050, -421984, 0, -464844, -135606, -401568, 0, -80708, 0, 399950, 0, -655941, 217416, -267533, 0, 207715, -121472, 0, 0, -291636, 12396, 0, 0, -127122, -100722, -153448, 0, 0, 1734, 176418, 0, 149232, 57038, -326311, 0, -56604, 0, -38134, 0, 577084, 0, 357636, 0, 268626, -147370, 138829, 0, -366623, -398144, 462498, 0, 439296, -154094, -93284, 0, 0, 39664, 141258, 0, 0, -78660, 205998, 0, 246494, -20786, 0, 0, -173264, -235056, -217758, 0, 312852, -153188, 74476, 0, 885, -76818, -433744, 0, -381492, 40452, -502734, 0, -152300, 0, 385540, 0, -666153, -157590, -211858, 0, 155424, 237988, 0, 0, -237840, 139012, 0, 0, -79086, 150852, -246498, 0, 0, 42522, 245840, 0, 329586, -153510, -277021, 0, 46868, 0, 4389, 0, 270042, 0, 444480, 0, 487113, 267876, 190972, 0, -451205, 246332, 704997, 0, 333834, 176528, -268448, 0, 0, 164296, 100818, 0, 0, 307764, 182286, 0, 79278, 61440, 0, 0, -148458, 315984, -143433, 0, 382116, 138200, 104108, 0, -33374, 116250, -504812, 0, -427401, -497460, -311826, 0, -187676, 0, 291649, 0, -610278, 213720, -398380, 0, 158446, -412680, 0, 0, -255342, -368888, 0, 0, -110601, -97590, -274706, 0, 0, -13982, 330552, 0, 253884, 43716, -243842, 0, 199700, 0, 97551, 0, 435360, 0, 377838, 0, 453375, -205872, 79718, 0, -187284, -378788, 837606, 0, 211012, 70018, -245340, 0, 0, -48834, 230901, 0, 0], 'weight': 4, 'weight_parity': 1}
• label 76.4.f.a does not appear in mf_hecke_nf
• mf_newspaces •

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

  
  {'Nk2': 1216, 'analytic_conductor': 4.484145160436286, 'char_conductor': 76, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 6, 'char_orbit_label': 'f', 'char_order': 6, 'char_parity': 1, 'char_values': [76, 6, [39, 21], [3, 1]], 'conrey_index': 27, 'cusp_dim': 56, 'dim': 56, 'eis_dim': 8, 'eis_new_dim': 8, 'hecke_cutter_primes': [], 'hecke_orbit_code': 343664492620, 'hecke_orbit_dims': [56], 'label': '76.4.f', 'level': 76, '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, 19], 'level_radical': 38, 'mf_dim': 64, 'mf_new_dim': 64, 'num_forms': 1, 'prim_orbit_index': 6, 'relative_dim': 28, 'sturm_bound': 40, 'trace_bound': 0, 'trace_display': [-3, 0, -2, 0], 'traces': [56, -3, 0, 5, -2, 21, 0, 0, -228, 96, 0, 0, 102, -78, 0, -67, 74, 0, 0, -276, -24, 21, 0, -79, -502, 492, 0, 412, -6, 928, 0, 147, 558, -1170, 0, 70, 0, -1066, 0, 336, 588, -368, 0, 443, 600, 0, 0, 1353, -2552, 0, 0, -1086, -594, 21, 0, 0, 574, 1564, 0, -2826, 2262, -456, 0, -2098, 0, -2609, 0, -1612, 0, 3402, 0, 7350, -92, -62, 0, 667, 1168, -666, 0, -1558, -2144, -2113, 0, 0, 1974, 1590, 0, 0, 258, 294, 0, -3016, 1780, 0, 0, 158, -792, 3819, 0, 3379, 770, 3184, 0, 2738, -132, 4576, 0, -10431, -3966, -12030, 0, 244, 0, -989, 0, -6936, -7800, -1209, 0, 5760, -4468, 0, 0, 2034, 2460, 0, 0, 4869, 14634, -2132, 0, 0, -5956, 6942, 0, 966, 1756, -8756, 0, -4684, 0, -3242, 0, 2972, 0, 4461, 0, 11304, 1754, 2969, 0, -9407, -1376, 13086, 0, 9922, 14, -7068, 0, 0, -6052, 4347, 0, 0, 14592, 12921, 0, 10980, -9046, 0, 0, 844, 1962, -14814, 0, 8775, -5260, 9832, 0, 558, -14190, -18664, 0, -16566, -4092, -20394, 0, -4074, 0, 13450, 0, -31809, 19638, -17555, 0, 6723, -3856, 0, 0, -24303, 22704, 0, 0, -17544, -16350, -6666, 0, 0, 15798, 20216, 0, 12348, -286, -15688, 0, 6606, 0, 3036, 0, 42976, 0, 26010, 0, 19950, -4372, 14751, 0, -29895, -14424, 57090, 0, 20422, -13148, -15080, 0, 0, 11734, 16182, 0, 0, -34368, 5376, 0, 18726, 27654, 0, 0, -22840, 15918, -28230, 0, 40414, 6380, -14384, 0, -12627, 28392, -68820, 0, -26688, 19884, -24951, 0, -30409, 0, 53970, 0, -64677, -20730, -46978, 0, 21990, -27672, 0, 0, -25806, -16312, 0, 0, -8934, -3732, -30754, 0, 0, -27778, 18484, 0, 37134, -10246, -48696, 0, 24650, 0, 19861, 0, 61964, 0, 65556, 0, 58977, -4812, 7398, 0, -55168, 25476, 120840, 0, 44268, 33796, -25714, 0, 0, -13284, 15834, 0, 0, 46218, 9204, 0, 34310, -2904, 0, 0, -24074, 5076, -35019, 0, 54475, -18780, -16608, 0, 11691, -51300, -85940, 0, -120822, -47868, -65349, 0, -30942, 0, 106324, 0, -116538, 77910, -49310, 0, 39312, 67384, 0, 0, -46125, -30700, 0, 0, -49944, -8064, -34059, 0, 0, 12314, 22008, 0, 55488, -4026, -71668, 0, 13392, 0, 4072, 0, 108008, 0, 97644, 0, 109152, -1810, 54342, 0, -97146, -71812, 120132, 0, 84957, -18824, -61272, 0, 0, 12838, 73632, 0, 0, -66792, 25722, 0, 59448, -5666, 0, 0, -77014, -3276, -49953, 0, 88774, 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0, -315438, -231540, -152800, 0, 177510, 84068, 0, 0, -74376, -72008, 0, 0, -63693, 66600, -88746, 0, 0, 35856, 100844, 0, 31620, 756, -258455, 0, -77836, 0, -34240, 0, 281006, 0, 306084, 0, 277236, 35554, 80132, 0, -145987, 124792, 362244, 0, 205560, 46950, -115415, 0, 0, -22464, 177726, 0, 0, 124854, 65628, 0, 104122, 20136, 0, 0, -149140, 43392, -147648, 0, 206608, 27098, -6984, 0, 31696, 2274, -166520, 0, -334236, -36408, -393732, 0, -93248, 0, 207328, 0, -498807, 101958, -167534, 0, 186199, -208528, 0, 0, -105603, -154088, 0, 0, -106422, -49350, -91285, 0, 0, 82044, 193468, 0, 119982, 71566, -248334, 0, 2976, 0, -11801, 0, 225870, 0, 372009, 0, 446298, -143554, 108492, 0, -323604, -128732, 467166, 0, 165930, -28406, -257252, 0, 0, -43332, 120903, 0, 0, -41982, 33222, 0, 133910, -7310, 0, 0, -109734, -24918, -111459, 0, 321653, -8126, 33248, 0, -14096, -78180, -396972, 0, -319815, 186684, -363834, 0, -174970, 0, 215179, 0, -389694, -7500, -293166, 0, 166956, 81648, 0, 0, -100410, 193576, 0, 0, -162750, 22038, -135166, 0, 0, -83684, 170320, 0, 158418, -32062, -230102, 0, 123456, 0, -1910, 0, 327540, 0, 288348, 0, 440820, 156682, 129562, 0, -302118, 147620, 633828, 0, 214588, 24496, -141582, 0, 0, -46138, 224292, 0, 0, 16050, 160632, 0, 180589, -14952, 0, 0, -219208, 360, -263838, 0, 287639, 103022, -28454, 0, -28164, 184050, -421984, 0, -464844, -135606, -401568, 0, -80708, 0, 399950, 0, -655941, 217416, -267533, 0, 207715, -121472, 0, 0, -291636, 12396, 0, 0, -127122, -100722, -153448, 0, 0, 1734, 176418, 0, 149232, 57038, -326311, 0, -56604, 0, -38134, 0, 577084, 0, 357636, 0, 268626, -147370, 138829, 0, -366623, -398144, 462498, 0, 439296, -154094, -93284, 0, 0, 39664, 141258, 0, 0, -78660, 205998, 0, 246494, -20786, 0, 0, -173264, -235056, -217758, 0, 312852, -153188, 74476, 0, 885, -76818, -433744, 0, -381492, 40452, -502734, 0, -152300, 0, 385540, 0, -666153, -157590, -211858, 0, 155424, 237988, 0, 0, -237840, 139012, 0, 0, -79086, 150852, -246498, 0, 0, 42522, 245840, 0, 329586, -153510, -277021, 0, 46868, 0, 4389, 0, 270042, 0, 444480, 0, 487113, 267876, 190972, 0, -451205, 246332, 704997, 0, 333834, 176528, -268448, 0, 0, 164296, 100818, 0, 0, 307764, 182286, 0, 79278, 61440, 0, 0, -148458, 315984, -143433, 0, 382116, 138200, 104108, 0, -33374, 116250, -504812, 0, -427401, -497460, -311826, 0, -187676, 0, 291649, 0, -610278, 213720, -398380, 0, 158446, -412680, 0, 0, -255342, -368888, 0, 0, -110601, -97590, -274706, 0, 0, -13982, 330552, 0, 253884, 43716, -243842, 0, 199700, 0, 97551, 0, 435360, 0, 377838, 0, 453375, -205872, 79718, 0, -187284, -378788, 837606, 0, 211012, 70018, -245340, 0, 0, -48834, 230901, 0, 0], 'weight': 4, '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: 66610
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 6, 'source_dim': 56, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '76.4.f.a', 'source_level': 76, 'target_char_orbit': 6, 'target_dim': 56, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '76.4.f.a', 'target_level': 76, 'twist_class_label': '76.4.f.a', 'twist_class_level': 76, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 4}
  • id: 66611
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 6, 'source_dim': 56, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '76.4.f.a', 'source_level': 76, 'target_char_orbit': 6, 'target_dim': 56, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '76.4.f.a', 'target_level': 76, 'twist_class_label': '76.4.f.a', 'twist_class_level': 76, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 4}
  • id: 66612
    {'conductor': 19, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 6, 'source_dim': 56, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '76.4.f.a', 'source_level': 76, 'target_char_orbit': 6, 'target_dim': 56, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '76.4.f.a', 'target_level': 76, 'twist_class_label': '76.4.f.a', 'twist_class_level': 76, 'twisting_char_label': '19.d', 'twisting_char_orbit': 4, 'weight': 4}
  • id: 66613
    {'conductor': 76, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 6, 'source_dim': 56, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '76.4.f.a', 'source_level': 76, 'target_char_orbit': 6, 'target_dim': 56, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '76.4.f.a', 'target_level': 76, 'twist_class_label': '76.4.f.a', 'twist_class_level': 76, 'twisting_char_label': '76.f', 'twisting_char_orbit': 6, 'weight': 4}
• hecke_orbit_code 343664492620 does not appear in mf_hecke_charpolys
• mf_newform_portraits •

  Column	Type
  char_orbit_index	smallint
  hecke_orbit	integer
  label	text
  level	integer
  portrait	text
  weight	smallint

  
  {'char_orbit_index': 6, 'hecke_orbit': 1, 'label': '76.4.f.a', 'level': 76, 'portrait': 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', 'weight': 4}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 8403900
    {'hecke_orbit_code': 343664492620, 'n': 1, 'trace_an': 56}
  • id: 8403901
    {'hecke_orbit_code': 343664492620, 'n': 2, 'trace_an': -3}
  • id: 8403902
    {'hecke_orbit_code': 343664492620, 'n': 3, 'trace_an': 0}
  • id: 8403903
    {'hecke_orbit_code': 343664492620, 'n': 4, 'trace_an': 5}
  • id: 8403904
    {'hecke_orbit_code': 343664492620, 'n': 5, 'trace_an': -2}
  • id: 8403905
    {'hecke_orbit_code': 343664492620, 'n': 6, 'trace_an': 21}
  • id: 8403906
    {'hecke_orbit_code': 343664492620, 'n': 7, 'trace_an': 0}
  • id: 8403907
    {'hecke_orbit_code': 343664492620, 'n': 8, 'trace_an': 0}
  • id: 8403908
    {'hecke_orbit_code': 343664492620, 'n': 9, 'trace_an': -228}
  • id: 8403909
    {'hecke_orbit_code': 343664492620, 'n': 10, 'trace_an': 96}
  • id: 8403910
    {'hecke_orbit_code': 343664492620, 'n': 11, 'trace_an': 0}
  • id: 8403911
    {'hecke_orbit_code': 343664492620, 'n': 12, 'trace_an': 0}
  • id: 8403912
    {'hecke_orbit_code': 343664492620, 'n': 13, 'trace_an': 102}
  • id: 8403913
    {'hecke_orbit_code': 343664492620, 'n': 14, 'trace_an': -78}
  • id: 8403914
    {'hecke_orbit_code': 343664492620, 'n': 15, 'trace_an': 0}
  • id: 8403915
    {'hecke_orbit_code': 343664492620, 'n': 16, 'trace_an': -67}
  • id: 8403916
    {'hecke_orbit_code': 343664492620, 'n': 17, 'trace_an': 74}
  • id: 8403917
    {'hecke_orbit_code': 343664492620, 'n': 18, 'trace_an': 0}
  • id: 8403918
    {'hecke_orbit_code': 343664492620, 'n': 19, 'trace_an': 0}
  • id: 8403919
    {'hecke_orbit_code': 343664492620, 'n': 20, 'trace_an': -276}
  • id: 8403920
    {'hecke_orbit_code': 343664492620, 'n': 21, 'trace_an': -24}
  • id: 8403921
    {'hecke_orbit_code': 343664492620, 'n': 22, 'trace_an': 21}
  • id: 8403922
    {'hecke_orbit_code': 343664492620, 'n': 23, 'trace_an': 0}
  • id: 8403923
    {'hecke_orbit_code': 343664492620, 'n': 24, 'trace_an': -79}
  • id: 8403924
    {'hecke_orbit_code': 343664492620, 'n': 25, 'trace_an': -502}
  • id: 8403925
    {'hecke_orbit_code': 343664492620, 'n': 26, 'trace_an': 492}
  • id: 8403926
    {'hecke_orbit_code': 343664492620, 'n': 27, 'trace_an': 0}
  • id: 8403927
    {'hecke_orbit_code': 343664492620, 'n': 28, 'trace_an': 412}
  • id: 8403928
    {'hecke_orbit_code': 343664492620, 'n': 29, 'trace_an': -6}
  • id: 8403929
    {'hecke_orbit_code': 343664492620, 'n': 30, 'trace_an': 928}
  • id: 8403930
    {'hecke_orbit_code': 343664492620, 'n': 31, 'trace_an': 0}
  • id: 8403931
    {'hecke_orbit_code': 343664492620, 'n': 32, 'trace_an': 147}
  • id: 8403932
    {'hecke_orbit_code': 343664492620, 'n': 33, 'trace_an': 558}
  • id: 8403933
    {'hecke_orbit_code': 343664492620, 'n': 34, 'trace_an': -1170}
  • id: 8403934
    {'hecke_orbit_code': 343664492620, 'n': 35, 'trace_an': 0}
  • id: 8403935
    {'hecke_orbit_code': 343664492620, 'n': 36, 'trace_an': 70}
  • id: 8403936
    {'hecke_orbit_code': 343664492620, 'n': 37, 'trace_an': 0}
  • id: 8403937
    {'hecke_orbit_code': 343664492620, 'n': 38, 'trace_an': -1066}
  • id: 8403938
    {'hecke_orbit_code': 343664492620, 'n': 39, 'trace_an': 0}
  • id: 8403939
    {'hecke_orbit_code': 343664492620, 'n': 40, 'trace_an': 336}
  • id: 8403940
    {'hecke_orbit_code': 343664492620, 'n': 41, 'trace_an': 588}
  • id: 8403941
    {'hecke_orbit_code': 343664492620, 'n': 42, 'trace_an': -368}
  • id: 8403942
    {'hecke_orbit_code': 343664492620, 'n': 43, 'trace_an': 0}
  • id: 8403943
    {'hecke_orbit_code': 343664492620, 'n': 44, 'trace_an': 443}
  • id: 8403944
    {'hecke_orbit_code': 343664492620, 'n': 45, 'trace_an': 600}
  • id: 8403945
    {'hecke_orbit_code': 343664492620, 'n': 46, 'trace_an': 0}
  • id: 8403946
    {'hecke_orbit_code': 343664492620, 'n': 47, 'trace_an': 0}
  • id: 8403947
    {'hecke_orbit_code': 343664492620, 'n': 48, 'trace_an': 1353}
  • id: 8403948
    {'hecke_orbit_code': 343664492620, 'n': 49, 'trace_an': -2552}
  • id: 8403949
    {'hecke_orbit_code': 343664492620, 'n': 50, 'trace_an': 0}
  • id: 8403950
    {'hecke_orbit_code': 343664492620, 'n': 51, 'trace_an': 0}
  • id: 8403951
    {'hecke_orbit_code': 343664492620, 'n': 52, 'trace_an': -1086}
  • id: 8403952
    {'hecke_orbit_code': 343664492620, 'n': 53, 'trace_an': -594}
  • id: 8403953
    {'hecke_orbit_code': 343664492620, 'n': 54, 'trace_an': 21}
  • id: 8403954
    {'hecke_orbit_code': 343664492620, 'n': 55, 'trace_an': 0}
  • id: 8403955
    {'hecke_orbit_code': 343664492620, 'n': 56, 'trace_an': 0}
  • id: 8403956
    {'hecke_orbit_code': 343664492620, 'n': 57, 'trace_an': 574}
  • id: 8403957
    {'hecke_orbit_code': 343664492620, 'n': 58, 'trace_an': 1564}
  • id: 8403958
    {'hecke_orbit_code': 343664492620, 'n': 59, 'trace_an': 0}
  • id: 8403959
    {'hecke_orbit_code': 343664492620, 'n': 60, 'trace_an': -2826}
  • id: 8403960
    {'hecke_orbit_code': 343664492620, 'n': 61, 'trace_an': 2262}
  • id: 8403961
    {'hecke_orbit_code': 343664492620, 'n': 62, 'trace_an': -456}
  • id: 8403962
    {'hecke_orbit_code': 343664492620, 'n': 63, 'trace_an': 0}
  • id: 8403963
    {'hecke_orbit_code': 343664492620, 'n': 64, 'trace_an': -2098}
  • id: 8403964
    {'hecke_orbit_code': 343664492620, 'n': 65, 'trace_an': 0}
  • id: 8403965
    {'hecke_orbit_code': 343664492620, 'n': 66, 'trace_an': -2609}
  • id: 8403966
    {'hecke_orbit_code': 343664492620, 'n': 67, 'trace_an': 0}
  • id: 8403967
    {'hecke_orbit_code': 343664492620, 'n': 68, 'trace_an': -1612}
  • id: 8403968
    {'hecke_orbit_code': 343664492620, 'n': 69, 'trace_an': 0}
  • id: 8403969
    {'hecke_orbit_code': 343664492620, 'n': 70, 'trace_an': 3402}
  • id: 8403970
    {'hecke_orbit_code': 343664492620, 'n': 71, 'trace_an': 0}
  • id: 8403971
    {'hecke_orbit_code': 343664492620, 'n': 72, 'trace_an': 7350}
  • id: 8403972
    {'hecke_orbit_code': 343664492620, 'n': 73, 'trace_an': -92}
  • id: 8403973
    {'hecke_orbit_code': 343664492620, 'n': 74, 'trace_an': -62}
  • id: 8403974
    {'hecke_orbit_code': 343664492620, 'n': 75, 'trace_an': 0}
  • id: 8403975
    {'hecke_orbit_code': 343664492620, 'n': 76, 'trace_an': 667}
  • id: 8403976
    {'hecke_orbit_code': 343664492620, 'n': 77, 'trace_an': 1168}
  • id: 8403977
    {'hecke_orbit_code': 343664492620, 'n': 78, 'trace_an': -666}
  • id: 8403978
    {'hecke_orbit_code': 343664492620, 'n': 79, 'trace_an': 0}
  • id: 8403979
    {'hecke_orbit_code': 343664492620, 'n': 80, 'trace_an': -1558}
  • id: 8403980
    {'hecke_orbit_code': 343664492620, 'n': 81, 'trace_an': -2144}
  • id: 8403981
    {'hecke_orbit_code': 343664492620, 'n': 82, 'trace_an': -2113}
  • id: 8403982
    {'hecke_orbit_code': 343664492620, 'n': 83, 'trace_an': 0}
  • id: 8403983
    {'hecke_orbit_code': 343664492620, 'n': 84, 'trace_an': 0}
  • id: 8403984
    {'hecke_orbit_code': 343664492620, 'n': 85, 'trace_an': 1974}
  • id: 8403985
    {'hecke_orbit_code': 343664492620, 'n': 86, 'trace_an': 1590}
  • id: 8403986
    {'hecke_orbit_code': 343664492620, 'n': 87, 'trace_an': 0}
  • id: 8403987
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  • id: 8403988
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  • id: 8403989
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  • id: 8403990
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  • id: 8403991
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  • id: 8403992
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  • id: 8403993
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  • id: 8403994
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  • id: 8403995
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  • id: 8403996
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  • id: 8403997
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  • id: 8403998
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  • id: 8403999
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  • id: 8404000
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  • id: 8404001
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  • id: 8404002
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  • id: 8404003
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  • id: 8404004
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  • id: 8404005
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  • id: 8404006
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  • id: 8404007
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  • id: 8404008
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  • id: 8404009
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  • id: 8404010
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  • id: 8404011
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  • id: 8404012
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  • id: 8404013
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  • id: 8404014
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  • id: 8404015
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  • id: 8404016
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  • id: 8404017
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  • id: 8404018
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  • id: 8404019
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  • id: 8404020
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  • id: 8404021
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  • id: 8404022
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  • id: 8404023
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  • id: 8404024
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  • id: 8404025
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  • id: 8404026
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  • id: 8404027
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  • id: 8404028
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  • id: 8404029
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  • id: 8404030
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  • id: 8404031
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  • id: 8404032
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  • id: 8404033
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  • id: 8404034
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  • id: 8404035
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  • id: 8404036
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  • id: 8404037
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  • id: 8404038
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  • id: 8404039
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  • id: 8404040
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  • id: 8404041
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  • id: 8404042
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  • id: 8404043
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  • id: 8404044
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  • id: 8404045
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  • id: 8404046
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  • id: 8404047
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  • id: 8404048
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  • id: 8404049
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  • id: 8404050
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  • id: 8404051
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  • id: 8404053
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  • id: 8404060
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  • id: 8404061
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  • id: 8404062
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  • id: 8404063
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  • id: 8404064
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  • id: 8404068
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  • id: 8404070
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  • id: 8404071
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  • id: 8404072
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  • id: 8404076
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  • id: 8404077
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  • id: 8404078
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  • id: 8404079
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  • id: 8404080
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  • id: 8404081
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  • id: 8404082
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  • id: 8404083
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  • id: 8404084
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  • id: 8404085
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  • id: 8404086
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  • id: 8404087
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  • id: 8404088
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  • id: 8404089
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  • id: 8404090
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  • id: 8404091
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  • id: 8404092
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  • id: 8404093
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  • id: 8404094
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  • id: 8404095
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  • id: 8404096
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  • id: 8404097
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  • id: 8404098
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  • id: 8404099
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  • id: 8404100
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  • id: 8404101
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  • id: 8404102
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  • id: 8404103
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  • id: 8404104
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  • id: 8404105
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  • id: 8404106
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  • id: 8404107
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  • id: 8404108
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  • id: 8404109
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  • id: 8404110
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  • id: 8404111
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  • id: 8404112
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  • id: 8404113
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  • id: 8404114
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  • id: 8404115
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  • id: 8404116
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  • id: 8404117
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  • id: 8404118
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  • id: 8404119
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  • id: 8404120
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  • id: 8404121
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  • id: 8404122
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  • id: 8404123
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  • id: 8404124
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  • id: 8404125
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  • id: 8404127
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  • id: 8404128
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  • id: 8404129
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  • id: 8404134
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  • id: 8404139
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