Embedded newform data - 63.6.a.c.1.1

Formats: - HTML - YAML - JSON - 2024-04-28T02:00:30.555972

• 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': 2268, 'analytic_conductor': 10.10418064821778, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [7, 1]], 'atkin_lehner_string': '-+', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [63, 1, [29, 10], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [1, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007199355404351, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '63.6.a.c', 'level': 63, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 7], 'level_radical': 21, 'minimal_twist': '21.6.a.b', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-q^{2}-31q^{4}+34q^{5}-7^{2}q^{7}+63q^{8}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '63.6.a', 'trace_display': [-1, 0, 34, -49], 'trace_hash': 697219015323436432, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.026', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.958', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.062', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.871', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.185', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.619', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [1, -1, 0, -31, 34, 0, -49, 63, 0, -34, 340, 0, 454, 49, 0, 929, 798, 0, 892, -1054, 0, -340, 3192, 0, -1969, -454, 0, 1519, 8242, 0, -2496, -2945, 0, -798, -1666, 0, 9798, -892, 0, 2142, -19834, 0, -17236, -10540, 0, -3192, -8928, 0, 2401, 1969, 0, -14074, -150, 0, 11560, -3087, 0, -8242, 42396, 0, 14758, 2496, 0, -26783, 15436, 0, -1676, -24738, 0, 1666, -14568, 0, 78378, -9798, 0, -27652, -16660, 0, -2272, 31586, 0, 19834, 37764, 0, 27132, 17236, 0, 21420, 117286, 0, -22246, -98952, 0, 8928, 30328, 0, 10002, -2401, 0, 61039, 108770, 0, -199192, 28602, 0, 150, 79972, 0, -46098, -11560, 0, -45521, -262706, 0, 108528, -255502, 0, -42396, -39102, 0, -45451, -14758, 0, 77376, -173196, 0, 196608, 121023, 0, -15436, 77140, 0, -43708, 1676, 0, 50274, -208170, 0, -275580, 51646, 0, 14568, 154360, 0, 280228, -78378, 0, -303738, 296106, 0, -426472, 56196, 0, 16660, -84864, 0, 178486, 2272, 0, -100130, -156408, 0, 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0, -1449168, -8212536, 0, 3254778, -844564, 0, 13220632, -1545334, 0, 7821008, -2626940, 0, -501772, -4053312, 0, -9516698, 546788, 0, -1049580, 7048950, 0, -6321740, 2630784, 0, 3234264, -5747014, 0, 264461, -1813130, 0, -5533066, 7818804, 0, 8612360, -143136, 0, -1276578, 6684672, 0, 1090054, -2802280, 0, 4114782, 5228286, 0, 16137308, 4848648, 0, -711816, 15874856, 0, 14414640, 893926, 0, -7835932, 5941122, 0, 2622760, -18425786, 0, -437472, 7644300, 0, -7586882, 1736212, 0, 2379132, -1486072, 0, 26308464, 15750728, 0, 56984, 5017720, 0, -20668094, -2072146, 0, 5120487, -7895406, 0, -490098, 1709316, 0, 848640, 19601508, 0, -7077780, 117649, 0, -16012244, -68100, 0, -17270980, -6876854, 0, -1651460, -9369720, 0, -15827532, -1266454, 0, -2990911, 5363442, 0, 8739816, -9106220, 0, 573218, -5329730, 0, -17373306, 495312, 0, 7389018, -7967232, 0, 5248240, -3520484, 0, 4463224, -424608, 0, 9760408, 1680435, 0, -20556658, -16228498, 0, 21829016, -1401498, 0, -2664852, -13754328, 0, 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-3926980, 0, -10911348], 'weight': 6, '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], [-0.1767766952966369, 0.0], [0.0, 0.0], [-0.96875, 0.0], [0.6082104898799428, 0.0], [0.0, 0.0], [-0.37796447300922725, 0.0], [0.34802911886525384, 0.0], [0.0, 0.0], [-0.1075174404457249, 0.0], [0.8472219599705755, 0.0], [0.0, 0.0], [0.7450706777699823, 0.0], [0.0668153104781061, 0.0], [0.0, 0.0], [0.9072265625, 0.0], [0.6697004456020543, 0.0], [0.0, 0.0], [0.566866577874075, 0.0], [-0.5892039120711946, 0.0], [0.0, 0.0], [-0.1497690982663379, 0.0], [1.2581814927602697, 0.0], [0.0, 0.0], [-0.63008, 0.0], [-0.1317111321786029, 0.0], [0.0, 0.0], [0.36615308322768886, 0.0], [1.8198584747387176, 0.0], [0.0, 0.0], [-0.4664878604150158, 0.0], [-0.5084056324693317, 0.0], [0.0, 0.0], [-0.1183874316122163, 0.0], [-0.2298819572861565, 0.0], [0.0, 0.0], [1.17661159796778, 0.0], [-0.10020880031069265, 0.0], [0.0, 0.0], [0.21167496087752088, 0.0], [-1.8426831607963192, 0.0], [0.0, 0.0], [-1.4215604966212947, 0.0], [-0.820746273721495, 0.0], [0.0, 0.0], [-0.22241716637354994, 0.0], [-0.5895349226315992, 0.0], [0.0, 0.0], [0.14285714285714285, 0.0], [0.11138346017250497, 0.0], [0.0, 0.0], [-0.7217872190896704, 0.0], [-0.007335024774760895, 0.0], [0.0, 0.0], [0.515289283310749, 0.0], [-0.13154264250377137, 0.0], [0.0, 0.0], [-0.3217085670718886, 0.0], [1.5856044441088792, 0.0], [0.0, 0.0], [0.5078119521767479, 0.0], [0.08246418236016533, 0.0], [0.0, 0.0], [-0.817352294921875, 0.0], [0.45315980192166194, 0.0], [0.0, 0.0], [-0.0456128288574666, 0.0], [-0.6487723066769902, 0.0], [0.0, 0.0], [0.04063777271736938, 0.0], [-0.34296836335187575, 0.0], [0.0, 0.0], [1.7214207233886885, 0.0], [-0.20799750993643926, 0.0], [0.0, 0.0], [-0.5491519973155102, 0.0], [-0.32021980162212316, 0.0], [0.0, 0.0], [-0.040958175146674033, 0.0], [0.5517847120102215, 0.0], [0.0, 0.0], [0.32574343964433466, 0.0], [0.6017038052330769, 0.0], [0.0, 0.0], [0.40731883609244146, 0.0], [0.25129876675695845, 0.0], [0.0, 0.0], [0.29485791221185276, 0.0], 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-0.3403940138514548, -0.1470747675964859, -0.12377378865190773, -0.2647759886876939, -0.18510125801292093, -0.2268380618999946, -0.21927090749164285, -0.33617807626533164, -0.4098316133336299, -0.4139568604416753, -0.32604235724085784, -0.2939682735026018, -0.2656644384510984, -0.2855747260026719, -0.2039208439579158, -0.21370482770369603, -0.345479690656141, -0.24777974513566475], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 1, 'dual_embedding_m': 1, 'embedding_index': 1, 'embedding_m': 1, 'embedding_root_imag': 0.0, 'embedding_root_real': 0.0, 'hecke_orbit': 3, 'hecke_orbit_code': 9007199355404351, 'label': '63.6.a.c.1.1', 'level': 63, 'weight': 6}
• 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

  
  {'AL_dims': [[[[3, -1], [7, -1]], 3, 2], [[[3, 1], [7, -1]], 4, 1], [[[3, -1], [7, 1]], 4, 4], [[[3, 1], [7, 1]], 2, 1]], 'ALdims': [2, 4, 4, 3], 'Nk2': 2268, 'analytic_conductor': 10.10418064821778, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [63, 1, [29, 10], [1, 1]], 'conrey_index': 1, 'cusp_dim': 36, 'dim': 13, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 100663359, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 2, 2, 4], 'label': '63.6.a', 'level': 63, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 7], 'level_radical': 21, 'mf_dim': 44, 'mf_new_dim': 13, 'num_forms': 8, 'plus_dim': 5, 'prim_orbit_index': 1, 'relative_dim': 13, 'sturm_bound': 48, 'trace_bound': 2, 'trace_display': [-9, 0, 42, 49], 'traces': [13, -9, 0, 193, 42, 0, 49, 99, 0, -156, -876, 0, 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389472, 0, -10048102, 16822773, 0, -12746664, -11043816, 0, -2799624, 36592422, 0, 26640804, 4483308, 0, -1324400, 59473968, 0, 47973266, 41859354, 0, 19952604, -44756250, 0, -16068408, -19992096, 0, 90537506, -2696568, 0, 28881368, 4091058, 0, -42198880, -19313934, 0, -15611736, -14919360, 0, -25882378, -19156218, 0, 17906364, -4041678, 0, 16424084, 5194368, 0, -23208672, -6641166, 0, 23517649, 53445210, 0, -8627236, -29119428, 0, 38765000, 68619960, 0, 32653902, 38109600, 0, -1781542, -3382032, 0, -30883800, -28917366, 0, 17525732, -1012536, 0, -135415668, -2953032, 0, -6888816, -34050228, 0, 23840768, 2463462, 0, 41437464, 16012926, 0, 5941740, 7047900, 0, -6453214, 10448520, 0, 151829334, 29400, 0, 61251744, -10334676, 0, -31353168, -23698872, 0, -45068350, -5630190, 0, -66191805, 4088946, 0, 25953242, -10665144, 0, -10056528, 10066596, 0, -105271668, 352947, 0, 53432936, 26809260, 0, -4910068, -2524584, 0, 52106076, -4115112, 0, 57281988, -64949844, 0, -63845873, 24700470, 0, 13015960, -8778672, 0, -55720194, -10547250, 0, -64823698, -31141200, 0, 90148014, 4914816, 0, -4441440, -13869396, 0, -10398924, 43415232, 0, 16139816, 15847431, 0, 26642012, -28611030, 0, 90538496, 21870072, 0, 55454904, 6014040, 0, -58026958, 12229080, 0, -96131724, 19184400, 0, -54146716, -29902296, 0, 23781366, 33412224, 0, 15399156, 15066066, 0, -219395352, 2419620, 0, 44853200, -1392276, 0, 8530008, 92222640, 0, -502210, -90274752, 0, -4369008, -6034854, 0, -38867290, -9703824, 0, -68418684, 141048, 0, -44397262, 17788176, 0, -151671802, -123990102, 0, 109777976, 56294394, 0, -58541070, -51658104, 0, 47514408, -60793776, 0, 11152645, 38251308, 0, 22559132, 55368678, 0, 257491584, -7958286, 0, 65214652, 11539068, 0, -23480380, -6451974, 0, -29884080, -51734511, 0, -134773338, 10291272, 0, -5175576, 5240304, 0, 158660928, -486558, 0, -137711836, 22819986, 0, 152083416, -79884312, 0, -10916576, 33608178, 0, 129671904, 14892006, 0, -52313416, 8219340, 0, -73555566, 17264388, 0, 11263010, 115257552, 0, -83571748, 7419090, 0, -98225376, -55878912, 0, 120938310, 42594360, 0, -35633069, -4266678, 0, 34232060, -13684410, 0, 36329629, 40417086, 0, 89852790, 58507584, 0, 154355402, 7226520, 0, 178254864, -111062886, 0, 17248988, 36253584, 0, -120866268, -89542440, 0, -103677540, 27357042, 0, -9985612, 66619008, 0, 135645832, 73154238, 0, -248307792, 2009196, 0, -17722882, -161602344, 0, -92634456, -23281638, 0, 115467572, -37863120, 0, -25293816, -12187800, 0, -61124560, 154818240, 0, -24021160, 43436784, 0, -100210656, 17657199, 0, -145646190, -36914976, 0, -1484988, -23242320, 0, -26921994, 12772284, 0, 40690988, -22439226, 0, 82504632, -32598936, 0, 117985344, -17924118, 0, 426690740, 37557912, 0, 156294536, -141432048, 0, 70054920, 86978208, 0, -231696526, 10965744, 0, -148388406, 5898930, 0, 11688068, 2230578, 0, 80626266, 40654416, 0, -142662670, 35625156, 0, 75727344, 25899570, 0, -61583880, 7798518, 0, 130447440, 4586748, 0, -55093292, 40170114, 0, -153182526, 52998474, 0, -62785224, -83051856, 0, -74488524, 2219994, 0, -204844179, -44065560, 0, 55213406, -115765260, 0, -460552, -7204305, 0, 269102232, -137380548, 0, 9869384, 101581632, 0, 63481784, -15945246, 0, 170779968, 18698988, 0, 168807480, 45470904, 0, 23865204, -26926572, 0, -346795544, 52970112, 0, -111351088, -18038820, 0, 16831500, -80116176, 0, -31513102, 27434436, 0, -458879280], 'weight': 6, 'weight_parity': 1}
• 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: 40491565
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199355404351, 'source_is_minimal': False, 'source_label': '63.6.a.c.1.1', 'source_level': 63, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007199355404351, 'target_is_minimal': False, 'target_label': '63.6.a.c.1.1', 'target_level': 63, 'twist_class_label': '21.6.a.b.1.1', 'twist_class_level': 21, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
  • id: 40491566
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199355404351, 'source_is_minimal': False, 'source_label': '63.6.a.c.1.1', 'source_level': 63, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503599728033813, 'target_is_minimal': True, 'target_label': '21.6.a.b.1.1', 'target_level': 21, 'twist_class_label': '21.6.a.b.1.1', 'twist_class_level': 21, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 6}
  • id: 40491567
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199355404351, 'source_is_minimal': False, 'source_label': '63.6.a.c.1.1', 'source_level': 63, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 85568393020703728, 'target_is_minimal': False, 'target_label': '1008.6.a.t.1.1', 'target_level': 1008, 'twist_class_label': '21.6.a.b.1.1', 'twist_class_level': 21, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 6}
  • id: 40491568
    {'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199355404351, 'source_is_minimal': False, 'source_label': '63.6.a.c.1.1', 'source_level': 63, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13510798982775225, 'target_is_minimal': False, 'target_label': '441.6.a.d.1.1', 'target_level': 441, 'twist_class_label': '21.6.a.b.1.1', 'twist_class_level': 21, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 6}
  • id: 40491569
    {'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199355404351, 'source_is_minimal': False, 'source_label': '63.6.a.c.1.1', 'source_level': 63, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 49539596001739088, 'target_is_minimal': False, 'target_label': '336.6.a.l.1.1', 'target_level': 336, 'twist_class_label': '21.6.a.b.1.1', 'twist_class_level': 21, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 6}
  • id: 40491570
    {'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199355404351, 'source_is_minimal': False, 'source_label': '63.6.a.c.1.1', 'source_level': 63, 'target_conrey_index': 274, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 13511005141205517, 'target_is_minimal': False, 'target_label': '525.6.d.d.274.2', 'target_level': 525, 'twist_class_label': '21.6.a.b.1.1', 'twist_class_level': 21, 'twisting_char_label': '15.2', 'twisting_conrey_index': 2, 'weight': 6}
  • id: 40491571
    {'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199355404351, 'source_is_minimal': False, 'source_label': '63.6.a.c.1.1', 'source_level': 63, 'target_conrey_index': 274, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13511005141205517, 'target_is_minimal': False, 'target_label': '525.6.d.d.274.1', 'target_level': 525, 'twist_class_label': '21.6.a.b.1.1', 'twist_class_level': 21, 'twisting_char_label': '15.8', 'twisting_conrey_index': 8, 'weight': 6}
  • id: 40491572
    {'conductor': 15, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199355404351, 'source_is_minimal': False, 'source_label': '63.6.a.c.1.1', 'source_level': 63, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007199355404813, 'target_is_minimal': False, 'target_label': '525.6.a.c.1.1', 'target_level': 525, 'twist_class_label': '21.6.a.b.1.1', 'twist_class_level': 21, 'twisting_char_label': '15.14', 'twisting_conrey_index': 14, 'weight': 6}
  • id: 40491573
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199355404351, 'source_is_minimal': False, 'source_label': '63.6.a.c.1.1', 'source_level': 63, 'target_conrey_index': 67, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22518273115422867, 'target_is_minimal': False, 'target_label': '147.6.e.f.67.1', 'target_level': 147, 'twist_class_label': '21.6.a.b.1.1', 'twist_class_level': 21, 'twisting_char_label': '21.2', 'twisting_conrey_index': 2, 'weight': 6}
  • id: 40491574
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199355404351, 'source_is_minimal': False, 'source_label': '63.6.a.c.1.1', 'source_level': 63, 'target_conrey_index': 67, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014673488052371, 'target_is_minimal': False, 'target_label': '147.6.e.e.67.1', 'target_level': 147, 'twist_class_label': '21.6.a.b.1.1', 'twist_class_level': 21, 'twisting_char_label': '21.5', 'twisting_conrey_index': 5, 'weight': 6}
  • id: 40491575
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199355404351, 'source_is_minimal': False, 'source_label': '63.6.a.c.1.1', 'source_level': 63, 'target_conrey_index': 79, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22518273115422867, 'target_is_minimal': False, 'target_label': '147.6.e.f.79.1', 'target_level': 147, 'twist_class_label': '21.6.a.b.1.1', 'twist_class_level': 21, 'twisting_char_label': '21.11', 'twisting_conrey_index': 11, 'weight': 6}
  • id: 40491576
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199355404351, 'source_is_minimal': False, 'source_label': '63.6.a.c.1.1', 'source_level': 63, 'target_conrey_index': 79, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014673488052371, 'target_is_minimal': False, 'target_label': '147.6.e.e.79.1', 'target_level': 147, 'twist_class_label': '21.6.a.b.1.1', 'twist_class_level': 21, 'twisting_char_label': '21.17', 'twisting_conrey_index': 17, 'weight': 6}
  • id: 40491577
    {'conductor': 21, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199355404351, 'source_is_minimal': False, 'source_label': '63.6.a.c.1.1', 'source_level': 63, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014398610145427, 'target_is_minimal': False, 'target_label': '147.6.a.e.1.1', 'target_level': 147, 'twist_class_label': '21.6.a.b.1.1', 'twist_class_level': 21, 'twisting_char_label': '21.20', 'twisting_conrey_index': 20, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 200500
    {'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 9007199355404351, 'p': 2}
  • id: 200501
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 9007199355404351, 'p': 3}
  • id: 200502
    {'charpoly_factorization': [[[-34, 1], 1]], 'hecke_orbit_code': 9007199355404351, 'p': 5}
  • id: 200503
    {'charpoly_factorization': [[[49, 1], 1]], 'hecke_orbit_code': 9007199355404351, 'p': 7}
  • id: 200504
    {'charpoly_factorization': [[[-340, 1], 1]], 'hecke_orbit_code': 9007199355404351, 'p': 11}
  • id: 200505
    {'charpoly_factorization': [[[-454, 1], 1]], 'hecke_orbit_code': 9007199355404351, 'p': 13}
  • id: 200506
    {'charpoly_factorization': [[[-798, 1], 1]], 'hecke_orbit_code': 9007199355404351, 'p': 17}
  • id: 200507
    {'charpoly_factorization': [[[-892, 1], 1]], 'hecke_orbit_code': 9007199355404351, 'p': 19}
  • id: 200508
    {'charpoly_factorization': [[[-3192, 1], 1]], 'hecke_orbit_code': 9007199355404351, 'p': 23}
  • id: 200509
    {'charpoly_factorization': [[[-8242, 1], 1]], 'hecke_orbit_code': 9007199355404351, 'p': 29}
  • id: 200510
    {'charpoly_factorization': [[[2496, 1], 1]], 'hecke_orbit_code': 9007199355404351, 'p': 31}
  • id: 200511
    {'charpoly_factorization': [[[-9798, 1], 1]], 'hecke_orbit_code': 9007199355404351, 'p': 37}
  • id: 200512
    {'charpoly_factorization': [[[19834, 1], 1]], 'hecke_orbit_code': 9007199355404351, 'p': 41}
  • id: 200513
    {'charpoly_factorization': [[[17236, 1], 1]], 'hecke_orbit_code': 9007199355404351, 'p': 43}
  • id: 200514
    {'charpoly_factorization': [[[8928, 1], 1]], 'hecke_orbit_code': 9007199355404351, 'p': 47}
  • id: 200515
    {'charpoly_factorization': [[[150, 1], 1]], 'hecke_orbit_code': 9007199355404351, 'p': 53}
  • id: 200516
    {'charpoly_factorization': [[[-42396, 1], 1]], 'hecke_orbit_code': 9007199355404351, 'p': 59}
  • id: 200517
    {'charpoly_factorization': [[[-14758, 1], 1]], 'hecke_orbit_code': 9007199355404351, 'p': 61}
  • id: 200518
    {'charpoly_factorization': [[[1676, 1], 1]], 'hecke_orbit_code': 9007199355404351, 'p': 67}
  • id: 200519
    {'charpoly_factorization': [[[14568, 1], 1]], 'hecke_orbit_code': 9007199355404351, 'p': 71}
  • id: 200520
    {'charpoly_factorization': [[[-78378, 1], 1]], 'hecke_orbit_code': 9007199355404351, 'p': 73}
  • id: 200521
    {'charpoly_factorization': [[[2272, 1], 1]], 'hecke_orbit_code': 9007199355404351, 'p': 79}
  • id: 200522
    {'charpoly_factorization': [[[-37764, 1], 1]], 'hecke_orbit_code': 9007199355404351, 'p': 83}
  • id: 200523
    {'charpoly_factorization': [[[-117286, 1], 1]], 'hecke_orbit_code': 9007199355404351, 'p': 89}
  • id: 200524
    {'charpoly_factorization': [[[-10002, 1], 1]], 'hecke_orbit_code': 9007199355404351, 'p': 97}
• mf_newform_portraits •

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

  
  {'char_orbit_index': 1, 'hecke_orbit': 3, 'label': '63.6.a.c', 'level': 63, 'portrait': 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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 111796000
    {'hecke_orbit_code': 9007199355404351, 'n': 1, 'trace_an': 1}
  • id: 111796001
    {'hecke_orbit_code': 9007199355404351, 'n': 2, 'trace_an': -1}
  • id: 111796002
    {'hecke_orbit_code': 9007199355404351, 'n': 3, 'trace_an': 0}
  • id: 111796003
    {'hecke_orbit_code': 9007199355404351, 'n': 4, 'trace_an': -31}
  • id: 111796004
    {'hecke_orbit_code': 9007199355404351, 'n': 5, 'trace_an': 34}
  • id: 111796005
    {'hecke_orbit_code': 9007199355404351, 'n': 6, 'trace_an': 0}
  • id: 111796006
    {'hecke_orbit_code': 9007199355404351, 'n': 7, 'trace_an': -49}
  • id: 111796007
    {'hecke_orbit_code': 9007199355404351, 'n': 8, 'trace_an': 63}
  • id: 111796008
    {'hecke_orbit_code': 9007199355404351, 'n': 9, 'trace_an': 0}
  • id: 111796009
    {'hecke_orbit_code': 9007199355404351, 'n': 10, 'trace_an': -34}
  • id: 111796010
    {'hecke_orbit_code': 9007199355404351, 'n': 11, 'trace_an': 340}
  • id: 111796011
    {'hecke_orbit_code': 9007199355404351, 'n': 12, 'trace_an': 0}
  • id: 111796012
    {'hecke_orbit_code': 9007199355404351, 'n': 13, 'trace_an': 454}
  • id: 111796013
    {'hecke_orbit_code': 9007199355404351, 'n': 14, 'trace_an': 49}
  • id: 111796014
    {'hecke_orbit_code': 9007199355404351, 'n': 15, 'trace_an': 0}
  • id: 111796015
    {'hecke_orbit_code': 9007199355404351, 'n': 16, 'trace_an': 929}
  • id: 111796016
    {'hecke_orbit_code': 9007199355404351, 'n': 17, 'trace_an': 798}
  • id: 111796017
    {'hecke_orbit_code': 9007199355404351, 'n': 18, 'trace_an': 0}
  • id: 111796018
    {'hecke_orbit_code': 9007199355404351, 'n': 19, 'trace_an': 892}
  • id: 111796019
    {'hecke_orbit_code': 9007199355404351, 'n': 20, 'trace_an': -1054}
  • id: 111796020
    {'hecke_orbit_code': 9007199355404351, 'n': 21, 'trace_an': 0}
  • id: 111796021
    {'hecke_orbit_code': 9007199355404351, 'n': 22, 'trace_an': -340}
  • id: 111796022
    {'hecke_orbit_code': 9007199355404351, 'n': 23, 'trace_an': 3192}
  • id: 111796023
    {'hecke_orbit_code': 9007199355404351, 'n': 24, 'trace_an': 0}
  • id: 111796024
    {'hecke_orbit_code': 9007199355404351, 'n': 25, 'trace_an': -1969}
  • id: 111796025
    {'hecke_orbit_code': 9007199355404351, 'n': 26, 'trace_an': -454}
  • id: 111796026
    {'hecke_orbit_code': 9007199355404351, 'n': 27, 'trace_an': 0}
  • id: 111796027
    {'hecke_orbit_code': 9007199355404351, 'n': 28, 'trace_an': 1519}
  • id: 111796028
    {'hecke_orbit_code': 9007199355404351, 'n': 29, 'trace_an': 8242}
  • id: 111796029
    {'hecke_orbit_code': 9007199355404351, 'n': 30, 'trace_an': 0}
  • id: 111796030
    {'hecke_orbit_code': 9007199355404351, 'n': 31, 'trace_an': -2496}
  • id: 111796031
    {'hecke_orbit_code': 9007199355404351, 'n': 32, 'trace_an': -2945}
  • id: 111796032
    {'hecke_orbit_code': 9007199355404351, 'n': 33, 'trace_an': 0}
  • id: 111796033
    {'hecke_orbit_code': 9007199355404351, 'n': 34, 'trace_an': -798}
  • id: 111796034
    {'hecke_orbit_code': 9007199355404351, 'n': 35, 'trace_an': -1666}
  • id: 111796035
    {'hecke_orbit_code': 9007199355404351, 'n': 36, 'trace_an': 0}
  • id: 111796036
    {'hecke_orbit_code': 9007199355404351, 'n': 37, 'trace_an': 9798}
  • id: 111796037
    {'hecke_orbit_code': 9007199355404351, 'n': 38, 'trace_an': -892}
  • id: 111796038
    {'hecke_orbit_code': 9007199355404351, 'n': 39, 'trace_an': 0}
  • id: 111796039
    {'hecke_orbit_code': 9007199355404351, 'n': 40, 'trace_an': 2142}
  • id: 111796040
    {'hecke_orbit_code': 9007199355404351, 'n': 41, 'trace_an': -19834}
  • id: 111796041
    {'hecke_orbit_code': 9007199355404351, 'n': 42, 'trace_an': 0}
  • id: 111796042
    {'hecke_orbit_code': 9007199355404351, 'n': 43, 'trace_an': -17236}
  • id: 111796043
    {'hecke_orbit_code': 9007199355404351, 'n': 44, 'trace_an': -10540}
  • id: 111796044
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  • id: 111796045
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  • id: 111796046
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  • id: 111796047
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  • id: 111796048
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  • id: 111796049
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  • id: 111796050
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  • id: 111796051
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  • id: 111796052
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  • id: 111796053
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  • id: 111796054
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  • id: 111796055
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  • id: 111796056
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  • id: 111796057
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  • id: 111796058
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  • id: 111796059
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  • id: 111796060
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  • id: 111796061
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  • id: 111796062
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  • id: 111796063
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  • id: 111796064
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  • id: 111796065
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  • id: 111796066
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  • id: 111796067
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  • id: 111796068
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  • id: 111796069
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  • id: 111796070
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  • id: 111796071
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  • id: 111796072
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  • id: 111796073
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  • id: 111796074
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  • id: 111796075
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  • id: 111796076
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  • id: 111796077
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  • id: 111796078
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  • id: 111796079
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  • id: 111796080
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  • id: 111796081
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  • id: 111796082
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  • id: 111796083
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  • id: 111796084
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  • id: 111796085
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  • id: 111796086
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  • id: 111796087
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  • id: 111796088
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  • id: 111796089
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  • id: 111796090
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  • id: 111796091
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  • id: 111796092
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  • id: 111796093
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  • id: 111796094
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  • id: 111796095
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  • id: 111796096
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  • id: 111796097
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  • id: 111796098
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  • id: 111796099
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  • id: 111796100
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  • id: 111796101
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  • id: 111796102
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  • id: 111796103
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  • id: 111796104
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  • id: 111796105
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  • id: 111796106
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  • id: 111796107
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  • id: 111796108
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  • id: 111796109
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  • id: 111796110
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  • id: 111796111
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  • id: 111796112
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  • id: 111796113
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  • id: 111796114
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  • id: 111796115
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  • id: 111796116
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  • id: 111796117
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  • id: 111796118
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  • id: 111796119
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  • id: 111796120
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  • id: 111796121
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  • id: 111796122
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  • id: 111796123
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  • id: 111796124
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  • id: 111796125
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  • id: 111796126
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  • id: 111796127
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  • id: 111796128
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  • id: 111796129
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  • id: 111796130
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  • id: 111796131
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  • id: 111796132
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  • id: 111796133
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  • id: 111796134
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  • id: 111796135
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  • id: 111796136
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  • id: 111796137
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  • id: 111796138
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  • id: 111796139
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  • id: 111796140
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  • id: 111796141
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  • id: 111796142
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  • id: 111796143
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  • id: 111796144
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  • id: 111796145
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  • id: 111796146
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  • id: 111796147
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  • id: 111796148
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  • id: 111796149
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  • id: 111796150
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  • id: 111796151
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  • id: 111796152
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  • id: 111796153
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  • id: 111796154
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  • id: 111796155
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  • id: 111796156
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  • id: 111796157
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  • id: 111796158
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  • id: 111796159
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  • id: 111796160
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  • id: 111796161
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  • id: 111796162
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  • id: 111796163
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  • id: 111796164
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  • id: 111796165
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  • id: 111796166
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  • id: 111796167
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  • id: 111796168
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  • id: 111796169
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  • id: 111796170
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  • id: 111796171
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  • id: 111796172
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  • id: 111796173
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  • id: 111796174
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  • id: 111796175
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  • id: 111796176
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  • id: 111796177
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  • id: 111796178
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  • id: 111796179
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  • id: 111796180
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  • id: 111796181
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  • id: 111796182
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  • id: 111796183
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  • id: 111796184
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  • id: 111796185
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  • id: 111796186
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  • id: 111796187
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  • id: 111796188
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  • id: 111796189
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  • id: 111796190
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  • id: 111796191
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  • id: 111796192
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  • id: 111796193
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  • id: 111796194
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  • id: 111796195
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  • id: 111796196
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  • id: 111796197
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  • id: 111796198
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  • id: 111796199
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  • id: 111796200
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  • id: 111796201
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  • id: 111796202
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  • id: 111796203
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  • id: 111796204
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  • id: 111796205
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  • id: 111796206
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  • id: 111796207
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  • id: 111796208
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  • id: 111796209
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  • id: 111796210
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  • id: 111796211
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  • id: 111796212
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  • id: 111796213
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  • id: 111796214
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  • id: 111796215
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  • id: 111796216
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  • id: 111796217
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  • id: 111796218
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  • id: 111796219
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  • id: 111796220
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  • id: 111796221
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  • id: 111796222
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  • id: 111796224
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  • id: 111796226
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  • id: 111796227
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  • id: 111796228
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  • id: 111796230
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  • id: 111796231
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  • id: 111796232
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  • id: 111796233
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  • id: 111796239
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  • id: 111796244
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  • id: 111796245
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  • id: 111796350
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  • id: 111796351
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  • id: 111796352
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  • id: 111796444
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