Newform data - 85.4.a.b

Formats: - HTML - YAML - JSON - 2026-07-12T13:06:40.142581

• 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': 1360, 'analytic_conductor': 5.015162350487953, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[5, 1], [17, -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': [85, 1, [52, 71], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [-3, 1]], [3, [5, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599694479445, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '85.4.a.b', 'level': 85, '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': True, 'level_primes': [5, 17], 'level_radical': 85, 'minimal_twist': '85.4.a.b', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+3q^{2}-5q^{3}+q^{4}-5q^{5}-15q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '85.4.a', 'trace_display': [3, -5, -5, -22], 'trace_hash': 625340152407498925, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.953', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.054', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.852', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.182', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.564', 'prec': 17}], 'trace_zratio': 0, 'traces': [1, 3, -5, 1, -5, -15, -22, -21, -2, -15, 60, -5, -31, -66, 25, -71, 17, -6, -61, -5, 110, 180, -78, 105, 25, -93, 145, -22, 69, 75, -31, -45, -300, 51, 110, -2, 56, -183, 155, 105, -6, 330, -538, 60, 10, -234, -465, 355, 141, 75, -85, -31, 723, 435, -300, 462, 305, 207, -753, 25, 35, -93, 44, 433, 155, -900, -322, 17, 390, 330, -99, 42, -1123, 168, -125, -61, -1320, 465, 488, 355, -671, -18, -852, 110, -85, -1614, -345, -1260, 1215, 30, 682, -78, 155, -1395, 305, 225, -601, 423, -120, 25, 450, -255, 1544, 651, -550, 2169, 276, 145, 1739, -900, -280, 1562, -657, 915, 390, 69, 62, -2259, -374, -525, 2269, 105, 30, -31, -125, 132, 761, 1659, 2690, 465, -1074, -300, 1342, -966, -725, -357, -1242, 1170, -952, 110, 2325, -297, -1860, 142, -345, -3369, -705, 56, -960, -375, 2174, 1281, -34, -3960, 155, 155, 866, 1464, -3615, 225, 1716, -2013, 1712, -6, 1500, -2556, 2202, -2310, -1236, -255, 122, -538, -414, -1035, -550, -4260, 3765, 3645, -4212, 10, 1238, 2046, -175, 1638, -280, 465, 1020, -465, -3190, 915, -4236, -2165, -274, -1803, -775, 141, -156, -360, 1775, -525, 1610, 1350, -1518, -85, 30, 4632, 156, 2201, -3660, -1650, 3158, 723, 495, 828, 2690, -3045, 682, 5217, 5615, -300, -527, -840, -3643, 990, -50, -1971, -5703, 305, -3166, 1170, 6600, -1449, 5367, 186, 2325, -753, -2440, -1122, -2394, -1775, -142, 6807, -560, 35, -705, 90, 1891, 651, 4260, -375, -5868, 44, -4680, 2283, 425, 1513, 4206, 8070, -1232, 155, -138, -3222, 7947, 6300, -3615, 4026, -6075, -322, -4737, -2175, -5116, -1207, -3410, -3726, 1500, 390, -7462, -2856, 62, -2310, 8619, 6975, -343, -99, -1525, -5580, 132, 90, 289, -1035, 3005, -1123, -3957, -2115, 3765, -1176, 8700, -2880, 2418, -125, 11836, 6522, -2250, 4331, -175, -102, -5884, -1320, -7720, 465, -8712, -3255, -1966, 2598, -220, 488, -6960, -10845, 4140, -2165, -1380, 5148, -1037, -671, -775, 5136, -8695, 126, 10230, 4500, 1949, -852, -112, 6606, 1610, -7810, -3643, -3708, 3285, -85, -1860, 366, 4444, 11298, -1950, -1242, -4941, -345, -4912, -1650, -4495, -2700, 6690, 11295, 495, 1215, 1870, -12636, 4530, -210, -3138, 3714, -11345, 682, 5615, -525, 1406, 5538, 12, -840, -15906, 155, 6518, 3060, 625, 9765, -2139, -9570, -8032, 305, -3805, -12708, -147, -8295, 6600, -822, 1076, -601, 5064, -2325, -1326, -2961, 5370, -468, -2440, -120, 9992, 5325, -6710, -1775, -3384, 4830, 961, 450, 3355, -4554, 3360, 1785, -10291, 90, 6210, 1544, 16566, 468, 4260, 1395, 4760, -10980, 8322, -550, 5132, 9474, 930, -15183, 425, 1485, -770, 276, 9300, 8070, 15672, -10295, 6806, 2046, 1725, 1739, 4758, 16845, 13640, 6300, -282, -1581, 17064, -280, -6075, -10929, 4800, -9526, 2676, -150, -360, -657, -10870, -17109, -3410, -6405, 9938, -9498, 2465, 390, -7302, 19800, -8929, -4899, -775, 16101, 2004, 62, 7084, 6975, -4330, 15813, -32280, -7320, -1525, -374, -1446, -7182, -4041, -1125, -1736, -426, -8580, 2269, 3005, -1680, -10930, -735, -8560, -2115, -20235, 30, 1173, 5673, 600, 2201, 2178, 12780, -1930, -125, -11010, -17604, 9504, -924, -2250, -14040, 6180, 761, -14148, 1275, 24706, -8733, -8845, 12618, -7720, 2690, -27900, -3696, 2070, -3255, -4044, -414, 1982, -1074, 2750, 23841, -527, 21300, -6083, -10845, 1506, 1342, 186, -18225, -1380, 6762, 21060, -14211, 8460, -725, 16346, -15348, -6190, -765, -8695, -10230, -16309, -1242, -70, 4500, -4209, -8190, -10736, -22386, 1400, -952, -22335, 186, 16678, -7810, -5100, 25857, 16458, 2325, 3285, -1029, 14762, 2079, -17877, -4575, 2438, -1860, 21180, 396, -1950, -866, 14612, 867, 1370, -345, 18744, 9015, 43380, 23583, -310, -11871, 9798, -705, 1891, 11295, 780, -3976, 9834, 26100, 1870, -960, -8875, 7254, -9606, 2625, 12980, 35508, 644, 2174, -11345, -6750, -25270, 2745, 7590, -525, 14415, -34, -7183, -17652, -150, 27720, -10377, -23160, 22538, 155, -11310, -26136, -26730, -11005, 625, -5898, 18300, 866, 952, -660, 13436, -10248, -15790, -20880, -3805, -3615, -4371, 12420, 198, -8295, 2610, -4140, 20756, 1716, -13450, -3111, 11061, 14091, -45180, -2325, -3410, 1712, 18858, -26085, 5370, 426, 2246, 30690, -6459, 1500, -11332, 5847, 2635, 17892, -6710, -336, -5382, 2202, 18215, 4830, 2100, -4950, -6799, -10929, 3625, -1236, -4350, 9855, 13222, 1785, 28515, -5580, -19785, 122, 6210, 13332, 15830, 38198, -22413, -5850, -29668, -414, 2640, -14823, 4760, 7245, -102, -14736, -26835, -550, -13428, -13485, -3416, 25980, -11625, 20070, -9900, 3765, 11729, 1485, -976, -25515, 2418, 5610, 9300, -4212, 11970, 13590, 31341, -710, -33968, -9414, 710, 1238, 1725, -34035, 10535, -14322, 20917, 16845, -9146, -175, -12070, 4218, 3525, 3510, -19320, 36, 2537, -280, -9455, -47718, -15114, -3255, 4800, 19554, 1704, 1020, -6072, 1875, -28285, 33015, 29340, -6417, -10870, -3190, 18269, -24096, 23400, -6405, -7122, -11415, -38258, -4236, 170, -441, 23343, -7565, -511, 19800, -21030, -274, 8262, 3228, -775, 12621, 6160, 15192, 366, -775, -5940, -3978, 10005, -10011, -4330, 16110, 30371, -156, -39735, -7320, 14454, 2520, -1085, 29976, 18075, 1775, 4290, -20130, -7905, -1125, -2430, -10152, -67380, 1610, -8580, 2883, 23685, -9450, -26166, 10065, -6250, -1518, 25580, 10080, -8560, 6035, 32818, -30873, -1364, 30, -16713, 18630, -12190, -32424, -7500, 49698, 30084, 156, -16516, 12780, 37310, -13423, 2397, 14280, -11010, -3660, -4495, 24966, 17055, 11550, -19628, 15396, -43095, 3158, 6180, 2790, -49918, -51333, 1715, 1275, -4368, 495, 6662, -2310, -610, -5796, 15, 27900, -11077, 2690, -660, 47016, 10488, -6525, 2070, 20418, -1445, 682, 29280, 5175, 9982, -36519, 1202, 14274, 2750, 5615, 17372, 40920, 19785, 21300, 14154, -846, -34846, -527, -18825, 51192, 42174, 5880, -16742, -18225, -40260, -3643, 28365, 14400, 21060, -36498, -12090, 8028, -2139, -50, 12291, -1080, -59180, 13797, -6190, -32610, 31589, -5703, -900, -10230, -9144, -21655, -51120, 29814, 875, -3166, 23628, 7395, -45574, -8190, 29420, -21906, 3069, 6600, 1400, -26787, -3088, -3105, 31290, -2325, -8601, 5367, 43560, 6012, -5100, -1302, -13420, 21252, 9830, 2325, 53361, -12990, 468, 53463, 15950, -96840, -6591, -2440, 34813, -4575, 34800, 7854, 20304, -4338, 21180, -2394, -20700, -12123, 27324, 10825, -28830, -5208, -552, -142, 1370, -25740, -6280, -47649, 5185, 9015, 32943, -560, 20944, -32790, 3875, -2485, -35424, -25680, 72900, -705, -3478, -60705, 40266, -630, 780, 3519, -51150, 1891, 41964, 1800, -22327, 1395, -9745, 6534, -8875, 4260, 50762, -5790, 8120, 2625], 'weight': 4, '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], [3], [-5], [1], [-5], [-15], [-22], [-21], [-2], [-15], [60], [-5], [-31], [-66], [25], [-71], [17], [-6], [-61], [-5], [110], [180], [-78], [105], [25], [-93], [145], [-22], [69], [75], [-31], [-45], [-300], [51], [110], [-2], [56], [-183], [155], [105], [-6], [330], [-538], [60], [10], [-234], [-465], [355], [141], [75], [-85], [-31], [723], [435], [-300], [462], [305], [207], [-753], [25], [35], [-93], [44], [433], [155], [-900], [-322], [17], [390], [330], [-99], [42], [-1123], [168], [-125], [-61], [-1320], [465], [488], [355], [-671], [-18], [-852], [110], [-85], [-1614], [-345], [-1260], [1215], [30], [682], [-78], [155], [-1395], [305], [225], [-601], [423], [-120], [25]], 'ap': [[3], [-5], [-5], [-22], [60], [-31], [17], [-61], [-78], [69], [-31], [56], [-6], [-538], [-465], [723], [-753], [35], [-322], [-99], [-1123], [488], [-852], [1215], [-601], [450], [1544], [276], [1739], [-657], [761], [-1074], [-1242], [-952], [-960], [2174], [866], [1712], [2202], [-414], [-4212], [1238], [-4236], [-274], [-156], [1775], [3158], [-3643], [-5703], [-3166], [5367], [-2394], [-142], [-5868], [4206], [7947], [-4737], [-5116], [-7462], [8619], [-343], [-3957], [-5884], [-8712], [-1966], [-6960], [1949], [-3643], [-4941], [-4912], [6690], [4530], [1406], [6518], [-8032], [-147], [5064], [9992], [-3384], [-10291], [8322], [5132], [15672], [6806], [13640], [17064], [2676], [9938], [-7302], [-8929], [2004], [-4041], [-10930], [-20235], [-1930], [9504], [-14148], [-4044], [1982], [16346], [-16309], [-22335], [16458], [-17877], [2438], [14612], [9798], [9834], [-9606], [12980], [-25270], [-7183], [-10377], [22538], [13436], [2610], [20756], [11061], [18858], [-6459], [-11332], [-6799], [-4350], [-19785], [-29668], [-13428], [11729], [31341], [10535], [-12070], [2537], [-15114], [-28285], [18269], [-7122], [-511], [8262], [30371], [4290], [-26166], [-6250], [-16713], [-12190], [30084], [-16516], [17055], [6662], [15], [-11077], [10488], [17372], [14154], [-34846], [42174], [31589], [-9144], [-45574], [31290], [-13420], [53361], [-6591], [20304], [-6280], [32943], [-35424], [40266], [-22327], [50762]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 4503599694479445, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '85.4.a.b', 'level': 85, 'maxp': 997, 'weight': 4}
• mf_newspaces •

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

  
  {'ALdims': [3, 4, 3, 6], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [1, 1, 1, 1], 'ALdims_old': [4, 2, 3, 1], 'Nk2': 1360, 'analytic_conductor': 5.015162350487953, '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': [85, 1, [52, 71], [1, 1]], 'conrey_index': 1, 'cusp_dim': 26, 'dim': 16, 'eis_dim': 4, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 3], 'hecke_orbit_code': 67108949, 'hecke_orbit_dims': [1, 1, 1, 2, 3, 3, 5], 'label': '85.4.a', 'level': 85, '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': True, 'level_primes': [5, 17], 'level_radical': 85, 'mf_dim': 30, 'mf_new_dim': 16, 'num_forms': 7, 'plus_dim': 9, 'prim_orbit_index': 1, 'relative_dim': 16, 'sturm_bound': 36, 'trace_bound': 3, 'trace_display': [4, 0, 10, -12], 'traces': [16, 4, 0, 44, 10, 68, -12, -48, 116, 20, -12, -204, 8, -236, 0, 396, 68, -80, -444, 120, -192, -208, 100, 944, 400, -540, 576, -548, 556, -200, 136, -740, -152, 0, -260, -488, -788, 1224, -1056, 240, 392, 2020, -1120, 636, -390, -1160, -560, -2304, 2080, 100, 0, 1100, -1440, 1900, 0, -1928, 976, -1292, -876, 980, -92, -1736, 2252, 3372, 260, -656, 1976, 816, -184, 180, -632, -5732, 648, 1004, 0, -996, 424, -2340, 408, -320, 2208, 3036, 80, -4216, 170, 4008, -2072, -1244, 4084, 3080, -1152, 432, 2144, 892, 1520, 1660, -1528, -2656, -564, 1100, 472, 408, -2456, -332, -200, -844, 800, -6076, -308, -2640, 4584, 1504, 3288, -3048, 580, 1996, -2400, 1536, -680, -3980, 3696, 4488, 1584, 2756, 250, -14752, -11416, 5648, -7512, -520, 1940, 1324, -2672, 1648, 1320, -1836, -5920, 5236, -1332, -6180, -3376, 2940, -2808, 1584, -2100, -5476, 5584, -10500, -4936, 1700, -464, 12672, 748, 12808, 960, 4252, -2080, 18432, 4016, 6340, -6928, 2432, -9952, -4412, -120, -800, 1988, 12148, -5372, 1020, -608, 3284, -1868, 1948, -300, 15864, 8608, 14036, 8088, -10040, -3980, 10740, 12128, -23084, 1040, 3348, 1496, 8340, -11320, -2000, 11576, -17164, -768, -16824, -1580, 9252, -4884, -180, 1024, -1200, 2144, -7060, -8200, -3060, 580, -2512, -332, -14724, -7080, -10540, 9404, -5576, -16224, 13916, 5100, -116, -18344, -14328, 1860, 4500, -272, 8976, -4144, -13764, 2900, -9372, 15240, 32368, -1696, -3800, 25112, -32012, 8144, 3376, 4740, -21668, 2584, 272, -8496, 0, 4216, -3552, 16952, -2928, -2190, -11232, -4448, 3124, 22088, 500, -8512, 29712, 6632, 9596, 3060, 20332, 10560, -16420, -3144, 5100, 16956, 4452, 14584, -9704, -10540, -18352, -7592, 17068, -5940, -2200, 16888, 7616, 6120, -17872, -300, 728, -13604, -18136, 136, 16040, 9476, -26692, 8928, 11584, 10960, -28332, -14272, -52168, 4624, -5780, -20180, 28244, -7128, 6128, 2640, -10308, 6792, 10600, 20224, -5100, -20832, 18136, -2120, 3300, -13460, -6324, 12848, -61852, -13936, -13680, -25640, 20252, -9760, -13128, -15700, 16420, -34396, 21160, 3776, 5160, 32032, 34796, 5440, 33028, 200, 4888, -1040, 81052, -4200, 7040, -8420, -21972, -28036, 32796, 16940, -43472, 3312, -2636, 8028, 2040, 9992, 31576, -4608, 61336, 16880, 19796, -6800, -7112, -3320, -5900, -34432, -17592, 31856, 8176, 720, 36196, -16320, -39424, -2568, 3380, 23636, -11388, -44696, -2076, 5260, -30036, -580, 4108, -29552, 4620, 23592, 39116, -31680, -68, 0, 77380, 37000, -24392, 5988, 1960, -14480, -15456, 20720, 19312, 3840, -40692, -36832, 52328, -2088, -17060, -6120, -51908, 9376, -37628, -3980, -90344, -34604, -37032, -20712, 9900, 6432, 5420, 504, -21568, 16370, 37368, 15720, 12988, 3228, -13740, 18896, -18100, 65376, 39012, 5700, -51932, -9120, -38896, 9116, 42800, -4048, -17620, -105672, -18404, 1700, 12884, 20720, -52916, 21760, 22800, 2064, -57804, 56400, 59464, -11240, 9712, 11536, 94376, 272, -9260, 77252, -13600, -12616, 41440, 740, 41196, 1160, -64900, 16920, -2000, 34872, 30916, 47872, -57552, 16960, -89656, 60112, -99380, -4284, -16880, 32400, -31996, -55608, 1492, -25920, 26080, -59328, -20740, -47520, 21120, -76072, -26584, -15512, 23552, -11100, -6392, 41768, -54888, 22392, -36560, -66704, 96068, 31400, -20340, -19180, 95660, -12356, 156544, 4192, 29640, -31300, 90152, 9996, -38044, -34560, -1128, 31768, 80020, -15204, 3000, -4064, 5800, -25876, -56852, 2460, -155776, 2136, -67428, -1992, 4080, 33272, 35996, 34896, -31544, 35540, 85572, 22664, 97200, 65760, -39880, -76352, -18556, 72040, 39744, -4800, 93100, 8908, 22700, 19648, -29880, 50672, -126736, -54512, 26012, 14160, 19992, 16272, 97496, 35044, 67260, -70412, -10336, -113160, -4488, -9900, 44304, -31368, -87388, -91340, -5200, -39144, 32420, -70320, 25600, 31880, -28572, -48856, 153676, 9448, -93920, -30056, -38328, -41336, 56100, -16660, -67728, 17012, 61680, 4356, 10460, 77636, 50292, 75424, -24328, 2500, 50584, 6200, 1156, -51552, -55760, 73648, 81288, 151840, -41620, 9700, -8844, 13800, -175744, -7328, 5320, -102304, -119724, -23832, -51120, 4760, -47824, 21072, -3036, -15760, 23600, 32440, 14964, 115168, -138632, -10110, -17220, -48492, 164632, -93800, -4000, 107788, 4624, -3624, -69480, -25560, 120096, -21768, -169148, 27844, 64000, -21312, 123116, 47528, 25596, 10000, -18260, -73848, -151864, -2244, -160, 73544, 36244, -161944, -52712, -6380, -16336, -20488, -81048, 39040, 64880, -9920, -143756, 30096, 11152, -71080, 8976, 55440, -140340, 34168, -13500, -157912, -21144, 53460, -2324, -10280, 114972, -46696, 136164, 1732, 11660, 43952, -25800, 28696, -37968, -26440, 74900, 81864, 188292, 130048, 27840, -59632, 153972, -107392, -33648, 14400, -154024, 33300, 19664, 103752, 12240, 7628, -35388, -77304, -60288, 61740, 116188, 7432, 155580, -72068, -47980, -123756, -176300, 269720, 37224, -38800, 261300, -13056, 13472, 10396, -13700, 96904, -118520, -101472, -37988, -1420, 102816, 150680, 143944, -4516, 73620, -86416, 40044, -140328, 11220, 1720, 190552, 32048, -169424, -67192, -139400, -68944, -22700, 28496, -5692, 13900, -168136, -55976, 124180, 25088, -50400, -16456, 27576, -112152, 37780, -46640, -273648, -2712, -4116, -28020, 1100, 51056, -64840, 26268, -172948, 55740, 106136, 94088, 40664, -18568, -5000, 52360, 111380, 270768, 36656, 31040, -299880, 45584, -69932, 49920, 38440, -101168, -139644, -61072, 122208, 7650, 10948, 47392, -90368, 85548, 116720, 85440, -52828, 121880, -100424, 3400, -205824, -63488, 123612, 116024, -43040, 66120, -55692, -192144, 167132, -52900, 87120, -10496, -207956, -43184, 48440, 20120, 159992, 62952, 86992, 67420, 42700, 42296, -360656, -680, -18500, 127728, -39192, -102352, 21524, -89400, -150004, -75552, -103004, -117032, 64120, -70948, 133552, 116928, 99792, -80960, -81600, 48488, -81096, -99168, -380, -275452, 46188, 25868, -36696, -3800, 248408, -6616, 164156, 43104, -51800, -968, 63404, 36380, 35216, -13380, 54176, 183608, 355356, -33112, -36620, -55468, -3932, -188264, 96152, 37110, -114232, -123596, -92168, 3708, 0, 14024, 51268, 6804, -9456, 153640, 272744, -78272, 201552, 141924, -19260, -10944, 19464, 170672, 237420, 1520, 244880, 0, -258228, 33944, -77720, 99624, -193008, -120776, -107768, -6500, 57044, 36156, 33148, -21528, 141280, -23992, -75212, -218768, -14348, -7440, 113152, 140820, -301560, -158168, -23140, -25988, -97996, -824, -8312, 54120, -386184, -127304, 68924, 1708, -12200, -27064, 51944, -114456, 31876, -18200, -296896, 34928, 225936, 66392, 17500, -7232, -43024, 182760, -31016, -6160, 14432, 84296, 72556, -96992, -121740, 23496, -37936, 219136, 39868, -19700, -25028, -131504, -423244, -133560, 143280, -288396, -206256, 1704, 151296, 26180, 200928, 40808, -95276, 126832, 183260, 166020, -67864, -18896, -38940, -102280, -84404, -94376, 209844, -50960, 30600, 237184, -49572, -71384, 15688, 40640, 165760, -96784, -191576, 116840, 150900, 63044, 7056, 33200, 2444, 12340, -82012, 33288, -410068, 23188, -52460, 94452, -104780, 824, -5676, -26400, -123600, -212688, -126332, 23608, 69640, -10084, -93856, 124796, -177640, -144200, -98600, 226944, -154520, -20368, -67180, -307040, 176608, 194272, -92472, -48280, 315612, 55708, 177668, 92712, 6000], '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: 75681
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '85.4.a.b', 'source_level': 85, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '85.4.a.b', 'target_level': 85, 'twist_class_label': '85.4.a.b', 'twist_class_level': 85, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 4}
  • id: 75682
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '85.4.a.b', 'source_level': 85, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '425.4.a.b', 'target_level': 425, 'twist_class_label': '85.4.a.b', 'twist_class_level': 85, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 4}
  • id: 75683
    {'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '85.4.a.b', 'source_level': 85, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '425.4.b.b', 'target_level': 425, 'twist_class_label': '85.4.a.b', 'twist_class_level': 85, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 4}
  • id: 75684
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '85.4.a.b', 'source_level': 85, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '765.4.a.c', 'target_level': 765, 'twist_class_label': '85.4.a.b', 'twist_class_level': 85, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 4}
  • id: 75685
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '85.4.a.b', 'source_level': 85, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '1360.4.a.g', 'target_level': 1360, 'twist_class_label': '85.4.a.b', 'twist_class_level': 85, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 4}
  • id: 75686
    {'conductor': 17, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '85.4.a.b', 'source_level': 85, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '1445.4.a.g', 'target_level': 1445, 'twist_class_label': '85.4.a.b', 'twist_class_level': 85, 'twisting_char_label': '17.b', 'twisting_char_orbit': 2, 'weight': 4}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 263950
    {'charpoly_factorization': [[[-3, 1], 1]], 'hecke_orbit_code': 4503599694479445, 'p': 2}
  • id: 263951
    {'charpoly_factorization': [[[5, 1], 1]], 'hecke_orbit_code': 4503599694479445, 'p': 3}
  • id: 263952
    {'charpoly_factorization': [[[5, 1], 1]], 'hecke_orbit_code': 4503599694479445, 'p': 5}
  • id: 263953
    {'charpoly_factorization': [[[22, 1], 1]], 'hecke_orbit_code': 4503599694479445, 'p': 7}
  • id: 263954
    {'charpoly_factorization': [[[-60, 1], 1]], 'hecke_orbit_code': 4503599694479445, 'p': 11}
  • id: 263955
    {'charpoly_factorization': [[[31, 1], 1]], 'hecke_orbit_code': 4503599694479445, 'p': 13}
  • id: 263956
    {'charpoly_factorization': [[[-17, 1], 1]], 'hecke_orbit_code': 4503599694479445, 'p': 17}
  • id: 263957
    {'charpoly_factorization': [[[61, 1], 1]], 'hecke_orbit_code': 4503599694479445, 'p': 19}
  • id: 263958
    {'charpoly_factorization': [[[78, 1], 1]], 'hecke_orbit_code': 4503599694479445, 'p': 23}
  • id: 263959
    {'charpoly_factorization': [[[-69, 1], 1]], 'hecke_orbit_code': 4503599694479445, 'p': 29}
  • id: 263960
    {'charpoly_factorization': [[[31, 1], 1]], 'hecke_orbit_code': 4503599694479445, 'p': 31}
  • id: 263961
    {'charpoly_factorization': [[[-56, 1], 1]], 'hecke_orbit_code': 4503599694479445, 'p': 37}
  • id: 263962
    {'charpoly_factorization': [[[6, 1], 1]], 'hecke_orbit_code': 4503599694479445, 'p': 41}
  • id: 263963
    {'charpoly_factorization': [[[538, 1], 1]], 'hecke_orbit_code': 4503599694479445, 'p': 43}
  • id: 263964
    {'charpoly_factorization': [[[465, 1], 1]], 'hecke_orbit_code': 4503599694479445, 'p': 47}
  • id: 263965
    {'charpoly_factorization': [[[-723, 1], 1]], 'hecke_orbit_code': 4503599694479445, 'p': 53}
  • id: 263966
    {'charpoly_factorization': [[[753, 1], 1]], 'hecke_orbit_code': 4503599694479445, 'p': 59}
  • id: 263967
    {'charpoly_factorization': [[[-35, 1], 1]], 'hecke_orbit_code': 4503599694479445, 'p': 61}
  • id: 263968
    {'charpoly_factorization': [[[322, 1], 1]], 'hecke_orbit_code': 4503599694479445, 'p': 67}
  • id: 263969
    {'charpoly_factorization': [[[99, 1], 1]], 'hecke_orbit_code': 4503599694479445, 'p': 71}
  • id: 263970
    {'charpoly_factorization': [[[1123, 1], 1]], 'hecke_orbit_code': 4503599694479445, 'p': 73}
  • id: 263971
    {'charpoly_factorization': [[[-488, 1], 1]], 'hecke_orbit_code': 4503599694479445, 'p': 79}
  • id: 263972
    {'charpoly_factorization': [[[852, 1], 1]], 'hecke_orbit_code': 4503599694479445, 'p': 83}
  • id: 263973
    {'charpoly_factorization': [[[-1215, 1], 1]], 'hecke_orbit_code': 4503599694479445, 'p': 89}
  • id: 263974
    {'charpoly_factorization': [[[601, 1], 1]], 'hecke_orbit_code': 4503599694479445, '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': 2, 'label': '85.4.a.b', 'level': 85, 'portrait': 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', 'weight': 4}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 18615798
    {'hecke_orbit_code': 4503599694479445, 'n': 1, 'trace_an': 1}
  • id: 18615799
    {'hecke_orbit_code': 4503599694479445, 'n': 2, 'trace_an': 3}
  • id: 18615800
    {'hecke_orbit_code': 4503599694479445, 'n': 3, 'trace_an': -5}
  • id: 18615801
    {'hecke_orbit_code': 4503599694479445, 'n': 4, 'trace_an': 1}
  • id: 18615802
    {'hecke_orbit_code': 4503599694479445, 'n': 5, 'trace_an': -5}
  • id: 18615803
    {'hecke_orbit_code': 4503599694479445, 'n': 6, 'trace_an': -15}
  • id: 18615804
    {'hecke_orbit_code': 4503599694479445, 'n': 7, 'trace_an': -22}
  • id: 18615805
    {'hecke_orbit_code': 4503599694479445, 'n': 8, 'trace_an': -21}
  • id: 18615806
    {'hecke_orbit_code': 4503599694479445, 'n': 9, 'trace_an': -2}
  • id: 18615807
    {'hecke_orbit_code': 4503599694479445, 'n': 10, 'trace_an': -15}
  • id: 18615808
    {'hecke_orbit_code': 4503599694479445, 'n': 11, 'trace_an': 60}
  • id: 18615809
    {'hecke_orbit_code': 4503599694479445, 'n': 12, 'trace_an': -5}
  • id: 18615810
    {'hecke_orbit_code': 4503599694479445, 'n': 13, 'trace_an': -31}
  • id: 18615811
    {'hecke_orbit_code': 4503599694479445, 'n': 14, 'trace_an': -66}
  • id: 18615812
    {'hecke_orbit_code': 4503599694479445, 'n': 15, 'trace_an': 25}
  • id: 18615813
    {'hecke_orbit_code': 4503599694479445, 'n': 16, 'trace_an': -71}
  • id: 18615814
    {'hecke_orbit_code': 4503599694479445, 'n': 17, 'trace_an': 17}
  • id: 18615815
    {'hecke_orbit_code': 4503599694479445, 'n': 18, 'trace_an': -6}
  • id: 18615816
    {'hecke_orbit_code': 4503599694479445, 'n': 19, 'trace_an': -61}
  • id: 18615817
    {'hecke_orbit_code': 4503599694479445, 'n': 20, 'trace_an': -5}
  • id: 18615818
    {'hecke_orbit_code': 4503599694479445, 'n': 21, 'trace_an': 110}
  • id: 18615819
    {'hecke_orbit_code': 4503599694479445, 'n': 22, 'trace_an': 180}
  • id: 18615820
    {'hecke_orbit_code': 4503599694479445, 'n': 23, 'trace_an': -78}
  • id: 18615821
    {'hecke_orbit_code': 4503599694479445, 'n': 24, 'trace_an': 105}
  • id: 18615822
    {'hecke_orbit_code': 4503599694479445, 'n': 25, 'trace_an': 25}
  • id: 18615823
    {'hecke_orbit_code': 4503599694479445, 'n': 26, 'trace_an': -93}
  • id: 18615824
    {'hecke_orbit_code': 4503599694479445, 'n': 27, 'trace_an': 145}
  • id: 18615825
    {'hecke_orbit_code': 4503599694479445, 'n': 28, 'trace_an': -22}
  • id: 18615826
    {'hecke_orbit_code': 4503599694479445, 'n': 29, 'trace_an': 69}
  • id: 18615827
    {'hecke_orbit_code': 4503599694479445, 'n': 30, 'trace_an': 75}
  • id: 18615828
    {'hecke_orbit_code': 4503599694479445, 'n': 31, 'trace_an': -31}
  • id: 18615829
    {'hecke_orbit_code': 4503599694479445, 'n': 32, 'trace_an': -45}
  • id: 18615830
    {'hecke_orbit_code': 4503599694479445, 'n': 33, 'trace_an': -300}
  • id: 18615831
    {'hecke_orbit_code': 4503599694479445, 'n': 34, 'trace_an': 51}
  • id: 18615832
    {'hecke_orbit_code': 4503599694479445, 'n': 35, 'trace_an': 110}
  • id: 18615833
    {'hecke_orbit_code': 4503599694479445, 'n': 36, 'trace_an': -2}
  • id: 18615834
    {'hecke_orbit_code': 4503599694479445, 'n': 37, 'trace_an': 56}
  • id: 18615835
    {'hecke_orbit_code': 4503599694479445, 'n': 38, 'trace_an': -183}
  • id: 18615836
    {'hecke_orbit_code': 4503599694479445, 'n': 39, 'trace_an': 155}
  • id: 18615837
    {'hecke_orbit_code': 4503599694479445, 'n': 40, 'trace_an': 105}
  • id: 18615838
    {'hecke_orbit_code': 4503599694479445, 'n': 41, 'trace_an': -6}
  • id: 18615839
    {'hecke_orbit_code': 4503599694479445, 'n': 42, 'trace_an': 330}
  • id: 18615840
    {'hecke_orbit_code': 4503599694479445, 'n': 43, 'trace_an': -538}
  • id: 18615841
    {'hecke_orbit_code': 4503599694479445, 'n': 44, 'trace_an': 60}
  • id: 18615842
    {'hecke_orbit_code': 4503599694479445, 'n': 45, 'trace_an': 10}
  • id: 18615843
    {'hecke_orbit_code': 4503599694479445, 'n': 46, 'trace_an': -234}
  • id: 18615844
    {'hecke_orbit_code': 4503599694479445, 'n': 47, 'trace_an': -465}
  • id: 18615845
    {'hecke_orbit_code': 4503599694479445, 'n': 48, 'trace_an': 355}
  • id: 18615846
    {'hecke_orbit_code': 4503599694479445, 'n': 49, 'trace_an': 141}
  • id: 18615847
    {'hecke_orbit_code': 4503599694479445, 'n': 50, 'trace_an': 75}
  • id: 18615848
    {'hecke_orbit_code': 4503599694479445, 'n': 51, 'trace_an': -85}
  • id: 18615849
    {'hecke_orbit_code': 4503599694479445, 'n': 52, 'trace_an': -31}
  • id: 18615850
    {'hecke_orbit_code': 4503599694479445, 'n': 53, 'trace_an': 723}
  • id: 18615851
    {'hecke_orbit_code': 4503599694479445, 'n': 54, 'trace_an': 435}
  • id: 18615852
    {'hecke_orbit_code': 4503599694479445, 'n': 55, 'trace_an': -300}
  • id: 18615853
    {'hecke_orbit_code': 4503599694479445, 'n': 56, 'trace_an': 462}
  • id: 18615854
    {'hecke_orbit_code': 4503599694479445, 'n': 57, 'trace_an': 305}
  • id: 18615855
    {'hecke_orbit_code': 4503599694479445, 'n': 58, 'trace_an': 207}
  • id: 18615856
    {'hecke_orbit_code': 4503599694479445, 'n': 59, 'trace_an': -753}
  • id: 18615857
    {'hecke_orbit_code': 4503599694479445, 'n': 60, 'trace_an': 25}
  • id: 18615858
    {'hecke_orbit_code': 4503599694479445, 'n': 61, 'trace_an': 35}
  • id: 18615859
    {'hecke_orbit_code': 4503599694479445, 'n': 62, 'trace_an': -93}
  • id: 18615860
    {'hecke_orbit_code': 4503599694479445, 'n': 63, 'trace_an': 44}
  • id: 18615861
    {'hecke_orbit_code': 4503599694479445, 'n': 64, 'trace_an': 433}
  • id: 18615862
    {'hecke_orbit_code': 4503599694479445, 'n': 65, 'trace_an': 155}
  • id: 18615863
    {'hecke_orbit_code': 4503599694479445, 'n': 66, 'trace_an': -900}
  • id: 18615864
    {'hecke_orbit_code': 4503599694479445, 'n': 67, 'trace_an': -322}
  • id: 18615865
    {'hecke_orbit_code': 4503599694479445, 'n': 68, 'trace_an': 17}
  • id: 18615866
    {'hecke_orbit_code': 4503599694479445, 'n': 69, 'trace_an': 390}
  • id: 18615867
    {'hecke_orbit_code': 4503599694479445, 'n': 70, 'trace_an': 330}
  • id: 18615868
    {'hecke_orbit_code': 4503599694479445, 'n': 71, 'trace_an': -99}
  • id: 18615869
    {'hecke_orbit_code': 4503599694479445, 'n': 72, 'trace_an': 42}
  • id: 18615870
    {'hecke_orbit_code': 4503599694479445, 'n': 73, 'trace_an': -1123}
  • id: 18615871
    {'hecke_orbit_code': 4503599694479445, 'n': 74, 'trace_an': 168}
  • id: 18615872
    {'hecke_orbit_code': 4503599694479445, 'n': 75, 'trace_an': -125}
  • id: 18615873
    {'hecke_orbit_code': 4503599694479445, 'n': 76, 'trace_an': -61}
  • id: 18615874
    {'hecke_orbit_code': 4503599694479445, 'n': 77, 'trace_an': -1320}
  • id: 18615875
    {'hecke_orbit_code': 4503599694479445, 'n': 78, 'trace_an': 465}
  • id: 18615876
    {'hecke_orbit_code': 4503599694479445, 'n': 79, 'trace_an': 488}
  • id: 18615877
    {'hecke_orbit_code': 4503599694479445, 'n': 80, 'trace_an': 355}
  • id: 18615878
    {'hecke_orbit_code': 4503599694479445, 'n': 81, 'trace_an': -671}
  • id: 18615879
    {'hecke_orbit_code': 4503599694479445, 'n': 82, 'trace_an': -18}
  • id: 18615880
    {'hecke_orbit_code': 4503599694479445, 'n': 83, 'trace_an': -852}
  • id: 18615881
    {'hecke_orbit_code': 4503599694479445, 'n': 84, 'trace_an': 110}
  • id: 18615882
    {'hecke_orbit_code': 4503599694479445, 'n': 85, 'trace_an': -85}
  • id: 18615883
    {'hecke_orbit_code': 4503599694479445, 'n': 86, 'trace_an': -1614}
  • id: 18615884
    {'hecke_orbit_code': 4503599694479445, 'n': 87, 'trace_an': -345}
  • id: 18615885
    {'hecke_orbit_code': 4503599694479445, 'n': 88, 'trace_an': -1260}
  • id: 18615886
    {'hecke_orbit_code': 4503599694479445, 'n': 89, 'trace_an': 1215}
  • id: 18615887
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  • id: 18615919
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  • id: 18615921
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  • id: 18615922
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  • id: 18615940
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  • id: 18615946
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  • id: 18615947
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  • id: 18615948
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  • id: 18615949
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  • id: 18615955
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  • id: 18615959
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  • id: 18615960
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  • id: 18615961
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  • id: 18615962
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  • id: 18615963
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  • id: 18615964
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  • id: 18615965
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  • id: 18615966
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  • id: 18615967
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  • id: 18615968
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  • id: 18615969
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  • id: 18615970
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  • id: 18615971
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  • id: 18615972
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  • id: 18615973
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  • id: 18615974
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  • id: 18615975
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  • id: 18615976
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  • id: 18615977
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  • id: 18615978
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  • id: 18615979
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  • id: 18615980
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  • id: 18615981
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  • id: 18615982
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  • id: 18615983
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  • id: 18615984
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  • id: 18615985
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  • id: 18615986
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  • id: 18615987
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  • id: 18615988
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  • id: 18615989
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  • id: 18615990
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  • id: 18615991
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  • id: 18615992
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  • id: 18615993
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  • id: 18615994
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  • id: 18615995
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  • id: 18615996
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  • id: 18615997
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  • id: 18615998
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  • id: 18615999
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  • id: 18616000
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  • id: 18616001
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  • id: 18616002
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  • id: 18616003
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  • id: 18616004
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  • id: 18616005
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  • id: 18616006
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  • id: 18616007
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  • id: 18616008
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  • id: 18616009
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  • id: 18616010
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  • id: 18616011
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  • id: 18616012
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  • id: 18616013
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  • id: 18616014
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  • id: 18616015
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  • id: 18616016
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  • id: 18616017
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  • id: 18616018
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  • id: 18616019
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  • id: 18616020
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  • id: 18616021
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  • id: 18616022
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  • id: 18616023
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  • id: 18616024
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  • id: 18616025
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  • id: 18616026
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  • id: 18616027
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  • id: 18616028
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  • id: 18616029
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  • id: 18616030
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  • id: 18616031
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  • id: 18616032
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  • id: 18616033
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  • id: 18616035
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  • id: 18616036
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  • id: 18616037
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  • id: 18616038
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  • id: 18616039
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  • id: 18616040
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  • id: 18616041
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  • id: 18616042
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  • id: 18616043
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  • id: 18616044
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  • id: 18616045
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