Newform data - 85.4.a.c

Formats: - HTML - YAML - JSON - 2026-07-21T16:02:00.394278

• 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': 0, '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, [-10, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007199321849941, '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.c', '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.c', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+3q^{2}+10q^{3}+q^{4}+5q^{5}+30q^{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, 10, 5, -22], 'trace_hash': 2029079384993406088, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.027', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.037', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.051', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.057', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.121', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5.128', 'prec': 17}], 'trace_zratio': 0, 'traces': [1, 3, 10, 1, 5, 30, -22, -21, 73, 15, -30, 10, -46, -66, 50, -71, 17, 219, 104, 5, -220, -90, 42, -210, 25, -138, 460, -22, -66, 150, 194, -45, -300, 51, -110, 73, 206, 312, -460, -105, -126, -660, -388, -30, 365, 126, -540, -710, 141, 75, 170, -46, 78, 1380, -150, 462, 1040, -198, 432, 50, -610, 582, -1606, 433, -230, -900, 848, 17, 420, -330, -174, -1533, 362, 618, 250, 104, 660, -1380, 398, -355, 2629, -378, 828, -220, 85, -1164, -660, 630, 630, 1095, 1012, 42, 1940, -1620, 520, -450, -1486, 423, -2190, 25, -1230, 510, -1276, 966, -1100, 234, -414, 460, 614, -450, 2060, 1562, 258, 3120, 210, -66, -3358, 1296, -374, -1050, -431, -1830, -1260, 194, 125, -4818, 296, 1659, -3880, -690, 246, -300, -2288, 2544, 2300, -357, 1998, 1260, -562, -110, -5400, -522, 1380, -5183, -330, 1086, 1410, 206, 2670, 750, 1244, -2184, 1241, 1980, 970, -460, -2794, 1194, 780, -225, -924, 7887, -3418, -126, -1500, 2484, 102, 4620, -81, 255, 7592, -388, 1806, -1980, -550, 2130, 4320, 1890, 528, 365, -4042, 3036, -6100, -882, 1030, 5820, -510, -540, -10120, 1560, 3144, 4330, -2014, -4458, -2300, 141, -3666, -6570, 2090, -525, 8480, -3690, 1452, 170, -630, -3828, 3066, 3266, -3120, -3300, -2542, 78, -1740, -1242, -1940, -9660, -4268, 1842, 3620, -150, -782, 6180, 992, 990, 1825, 774, -1098, 1040, 2954, 630, 6600, 1386, -678, -10074, -2700, 432, 3980, -1122, -2664, -3550, 3458, -1293, 13870, -610, 705, -3780, -4784, -4074, 8280, 375, 1092, -1606, -1260, 888, 850, 1513, -3714, -11640, -4532, -230, -4818, 738, 3672, 6300, 390, -6864, 6300, 848, -642, 6900, 1424, -1207, 10120, 5994, -750, 420, -4762, -1686, 14162, 2310, -4806, -16200, -298, -174, 5200, 4140, 2772, -3285, 289, -990, -14860, 362, 318, 4230, 2160, -4326, -13800, 8010, -1932, 250, 8536, 3732, -12300, -7384, -3050, 3723, 1496, 660, -12760, 2910, 6258, 9660, -2926, -8382, -8030, 398, -7290, 2340, 1980, 2165, -4140, -2772, 1768, 2629, -1150, -10254, 6140, 2646, 11880, -4500, 10184, 828, 15038, 306, 4240, 15620, -7198, -243, 2580, 85, -5820, 22776, 4444, 8148, 2100, 5418, 6174, -660, 5798, -1650, -21160, 1350, 10050, 12960, -870, 630, -3740, 1584, 6300, -7665, 3957, -12126, -4310, 1012, 1810, -18300, -8494, -2982, -9198, 3090, -1716, 1940, -1942, -1530, 1250, 11340, 3036, -30360, 5318, 520, 2960, 9432, -5472, 16590, 3300, -6042, -28324, -1486, -9366, -6900, 714, -2961, 2460, -10998, 1990, -2190, 13502, 6270, -22880, -1775, 5466, 25440, -8924, -1230, 13145, 4356, -6180, -3570, 6074, -1890, 19980, -1276, -9504, 9198, 4140, 2070, -5620, -9360, 8922, -1100, 8882, -7626, -39420, -1638, 425, -5220, 13420, -414, 13800, -5820, -3738, -32660, -6754, -12804, -3300, 614, 4368, 10860, -7270, 3150, 10293, -2346, -11136, 2060, 3150, 2976, 26700, -9526, -1974, 5475, 3780, 258, 12440, -3294, 5060, -21840, 10838, 8862, 7820, 210, -15642, 19800, 2276, 4686, 9700, -2034, 10164, -3358, -18656, -8100, -27940, -9072, 11640, 11940, 2600, -374, 5694, -7992, 14034, -2250, -9476, 10374, -9240, -431, -7430, 41610, -11350, 12810, -34180, 2115, 7320, -1260, -1122, -14352, -10950, -13774, 3828, 24840, -7630, 125, 1020, 3276, 4314, 33726, -6150, -3780, -810, 296, -8058, 2550, -7964, -8733, 47840, -11142, -6380, -3880, 16200, -13596, 18060, 4830, -3414, -14454, 15752, 246, -5500, 11016, 3298, 21300, -10403, 1170, 31536, -2288, 5796, 18900, -2070, -17808, 5280, -1926, -4230, 2300, -11554, 4272, -40420, -765, 3070, 30360, -8134, 1998, -44530, -2250, -6864, -8820, -8756, -14286, 10300, -562, 10290, 42486, 17848, 7810, -5100, -14418, 22428, -5400, 1290, -894, -57838, 3654, 21978, 15600, 8378, 1380, 31440, 8316, 1050, 31609, -15658, 867, -20140, -330, -18216, -44580, -2340, -7602, -16790, 954, 20028, 1410, 20176, 6480, -36660, -14626, -21006, -41400, -1870, 2670, 20900, -5796, 9984, -5250, -12790, 25608, 61904, 1244, -2155, -36900, 10310, -4680, 14520, -9150, 24840, 1241, -18178, 4488, -6300, -13860, 22818, 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85360, -5418, -20210, 37320, 30014, -1098, -89790, 15180, 45246, -73840, -24840, 32514, -30500, 2954, -5412, 23460, 24176, -4410, 14960, -46926, 8004, 6600, 5150, 6828, -93148, 2970, -5070, 29100, 14664, -678, 62580, 30492, -2550, 70518, 27530, -55968, -29260, -2700, 27726, -83820, -5292, -30672, -50600, 34920, -50406, 3980, -16652, 7800, -72900, 7854, -19746, 17082, 15720, -2664, 19800, 42102, -43956, 21650, 7845, -28428, -30222, 3458, -10070, -27720, -16720, 9051, 17680, -22290, 28128, 13870, 12364, -34050, -11500, 43310, -60174, -102540, -18900, 705, 44822, 21960, 40566, 26460, -18330, -3366, 118800, -4784, -16296, -32850, -26422, -8730, 101840, 11484, 10450, 8280, 55982, -22890, 94760, -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], [10], [1], [5], [30], [-22], [-21], [73], [15], [-30], [10], [-46], [-66], [50], [-71], [17], [219], [104], [5], [-220], [-90], [42], [-210], [25], [-138], [460], [-22], [-66], [150], [194], [-45], [-300], [51], [-110], [73], [206], [312], [-460], [-105], [-126], [-660], [-388], [-30], [365], [126], [-540], [-710], [141], [75], [170], [-46], [78], [1380], [-150], [462], [1040], [-198], [432], [50], [-610], [582], [-1606], [433], [-230], [-900], [848], [17], [420], [-330], [-174], [-1533], [362], [618], [250], [104], [660], [-1380], [398], [-355], [2629], [-378], [828], [-220], [85], [-1164], [-660], [630], [630], [1095], [1012], [42], [1940], [-1620], [520], [-450], [-1486], [423], [-2190], [25]], 'ap': [[3], [10], [5], [-22], [-30], [-46], [17], [104], [42], [-66], [194], [206], [-126], [-388], [-540], [78], [432], [-610], [848], [-174], [362], [398], [828], [630], [-1486], [-1230], [-1276], [-414], [614], [258], [296], [246], [1998], [-562], [2670], [1244], [-2794], [-3418], [102], [1806], [528], [-4042], [3144], [-2014], [-3666], [2090], [-2542], [992], [-1098], [2954], [-678], [-2664], [3458], [1092], [-3714], [3672], [-642], [1424], [-4762], [-4806], [-298], [318], [1496], [6258], [-2926], [-7290], [10184], [-7198], [6174], [5798], [10050], [6300], [-8494], [-1942], [5318], [-5472], [-9366], [13502], [5466], [6074], [8922], [8882], [-3738], [-6754], [-7270], [-11136], [-1974], [10838], [-15642], [2276], [10164], [14034], [-11350], [7320], [-7630], [4314], [-8058], [-3414], [15752], [-11554], [-8134], [10290], [22428], [21978], [8378], [-15658], [20028], [-21006], [9984], [-12790], [10310], [-18178], [22818], [-25702], [23396], [90], [-18934], [-2124], [-7482], [27996], [11198], [-21334], [11550], [-25590], [-3358], [-4758], [-12226], [-3774], [3980], [-18490], [-24448], [-32274], [9890], [13394], [30198], [8174], [7842], [-28294], [-2970], [8034], [21110], [6702], [6290], [-38346], [-7066], [-2370], [16742], [210], [26528], [21108], [16022], [11034], [23384], [534], [30014], [45246], [24176], [-5070], [27530], [27726], [-50406], [-19746], [-16720], [28128], [-60174], [40566], [-26422], [55982]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 9007199321849941, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '85.4.a.c', '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, 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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, 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-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, 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-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: 75687
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '85.4.a.c', 'source_level': 85, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '85.4.a.c', 'target_level': 85, 'twist_class_label': '85.4.a.c', 'twist_class_level': 85, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 4}
  • id: 75688
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '85.4.a.c', 'source_level': 85, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '425.4.a.a', 'target_level': 425, 'twist_class_label': '85.4.a.c', 'twist_class_level': 85, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 4}
  • id: 75689
    {'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '85.4.a.c', 'source_level': 85, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '425.4.b.d', 'target_level': 425, 'twist_class_label': '85.4.a.c', 'twist_class_level': 85, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 4}
  • id: 75690
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '85.4.a.c', 'source_level': 85, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '765.4.a.a', 'target_level': 765, 'twist_class_label': '85.4.a.c', 'twist_class_level': 85, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 4}
  • id: 75691
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '85.4.a.c', 'source_level': 85, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '1360.4.a.a', 'target_level': 1360, 'twist_class_label': '85.4.a.c', 'twist_class_level': 85, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 4}
  • id: 75692
    {'conductor': 17, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '85.4.a.c', 'source_level': 85, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '1445.4.a.f', 'target_level': 1445, 'twist_class_label': '85.4.a.c', '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: 263975
    {'charpoly_factorization': [[[-3, 1], 1]], 'hecke_orbit_code': 9007199321849941, 'p': 2}
  • id: 263976
    {'charpoly_factorization': [[[-10, 1], 1]], 'hecke_orbit_code': 9007199321849941, 'p': 3}
  • id: 263977
    {'charpoly_factorization': [[[-5, 1], 1]], 'hecke_orbit_code': 9007199321849941, 'p': 5}
  • id: 263978
    {'charpoly_factorization': [[[22, 1], 1]], 'hecke_orbit_code': 9007199321849941, 'p': 7}
  • id: 263979
    {'charpoly_factorization': [[[30, 1], 1]], 'hecke_orbit_code': 9007199321849941, 'p': 11}
  • id: 263980
    {'charpoly_factorization': [[[46, 1], 1]], 'hecke_orbit_code': 9007199321849941, 'p': 13}
  • id: 263981
    {'charpoly_factorization': [[[-17, 1], 1]], 'hecke_orbit_code': 9007199321849941, 'p': 17}
  • id: 263982
    {'charpoly_factorization': [[[-104, 1], 1]], 'hecke_orbit_code': 9007199321849941, 'p': 19}
  • id: 263983
    {'charpoly_factorization': [[[-42, 1], 1]], 'hecke_orbit_code': 9007199321849941, 'p': 23}
  • id: 263984
    {'charpoly_factorization': [[[66, 1], 1]], 'hecke_orbit_code': 9007199321849941, 'p': 29}
  • id: 263985
    {'charpoly_factorization': [[[-194, 1], 1]], 'hecke_orbit_code': 9007199321849941, 'p': 31}
  • id: 263986
    {'charpoly_factorization': [[[-206, 1], 1]], 'hecke_orbit_code': 9007199321849941, 'p': 37}
  • id: 263987
    {'charpoly_factorization': [[[126, 1], 1]], 'hecke_orbit_code': 9007199321849941, 'p': 41}
  • id: 263988
    {'charpoly_factorization': [[[388, 1], 1]], 'hecke_orbit_code': 9007199321849941, 'p': 43}
  • id: 263989
    {'charpoly_factorization': [[[540, 1], 1]], 'hecke_orbit_code': 9007199321849941, 'p': 47}
  • id: 263990
    {'charpoly_factorization': [[[-78, 1], 1]], 'hecke_orbit_code': 9007199321849941, 'p': 53}
  • id: 263991
    {'charpoly_factorization': [[[-432, 1], 1]], 'hecke_orbit_code': 9007199321849941, 'p': 59}
  • id: 263992
    {'charpoly_factorization': [[[610, 1], 1]], 'hecke_orbit_code': 9007199321849941, 'p': 61}
  • id: 263993
    {'charpoly_factorization': [[[-848, 1], 1]], 'hecke_orbit_code': 9007199321849941, 'p': 67}
  • id: 263994
    {'charpoly_factorization': [[[174, 1], 1]], 'hecke_orbit_code': 9007199321849941, 'p': 71}
  • id: 263995
    {'charpoly_factorization': [[[-362, 1], 1]], 'hecke_orbit_code': 9007199321849941, 'p': 73}
  • id: 263996
    {'charpoly_factorization': [[[-398, 1], 1]], 'hecke_orbit_code': 9007199321849941, 'p': 79}
  • id: 263997
    {'charpoly_factorization': [[[-828, 1], 1]], 'hecke_orbit_code': 9007199321849941, 'p': 83}
  • id: 263998
    {'charpoly_factorization': [[[-630, 1], 1]], 'hecke_orbit_code': 9007199321849941, 'p': 89}
  • id: 263999
    {'charpoly_factorization': [[[1486, 1], 1]], 'hecke_orbit_code': 9007199321849941, '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': '85.4.a.c', 'level': 85, 'portrait': 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', 'weight': 4}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  Showing the first 100 of 258 matching records in this table.
  • id: 28325023
    {'hecke_orbit_code': 9007199321849941, 'n': 1, 'trace_an': 1}
  • id: 28325024
    {'hecke_orbit_code': 9007199321849941, 'n': 2, 'trace_an': 3}
  • id: 28325025
    {'hecke_orbit_code': 9007199321849941, 'n': 3, 'trace_an': 10}
  • id: 28325026
    {'hecke_orbit_code': 9007199321849941, 'n': 4, 'trace_an': 1}
  • id: 28325027
    {'hecke_orbit_code': 9007199321849941, 'n': 5, 'trace_an': 5}
  • id: 28325028
    {'hecke_orbit_code': 9007199321849941, 'n': 6, 'trace_an': 30}
  • id: 28325029
    {'hecke_orbit_code': 9007199321849941, 'n': 7, 'trace_an': -22}
  • id: 28325030
    {'hecke_orbit_code': 9007199321849941, 'n': 8, 'trace_an': -21}
  • id: 28325031
    {'hecke_orbit_code': 9007199321849941, 'n': 9, 'trace_an': 73}
  • id: 28325032
    {'hecke_orbit_code': 9007199321849941, 'n': 10, 'trace_an': 15}
  • id: 28325033
    {'hecke_orbit_code': 9007199321849941, 'n': 11, 'trace_an': -30}
  • id: 28325034
    {'hecke_orbit_code': 9007199321849941, 'n': 12, 'trace_an': 10}
  • id: 28325035
    {'hecke_orbit_code': 9007199321849941, 'n': 13, 'trace_an': -46}
  • id: 28325036
    {'hecke_orbit_code': 9007199321849941, 'n': 14, 'trace_an': -66}
  • id: 28325037
    {'hecke_orbit_code': 9007199321849941, 'n': 15, 'trace_an': 50}
  • id: 28325038
    {'hecke_orbit_code': 9007199321849941, 'n': 16, 'trace_an': -71}
  • id: 28325039
    {'hecke_orbit_code': 9007199321849941, 'n': 17, 'trace_an': 17}
  • id: 28325040
    {'hecke_orbit_code': 9007199321849941, 'n': 18, 'trace_an': 219}
  • id: 28325041
    {'hecke_orbit_code': 9007199321849941, 'n': 19, 'trace_an': 104}
  • id: 28325042
    {'hecke_orbit_code': 9007199321849941, 'n': 20, 'trace_an': 5}
  • id: 28325043
    {'hecke_orbit_code': 9007199321849941, 'n': 21, 'trace_an': -220}
  • id: 28325044
    {'hecke_orbit_code': 9007199321849941, 'n': 22, 'trace_an': -90}
  • id: 28325045
    {'hecke_orbit_code': 9007199321849941, 'n': 23, 'trace_an': 42}
  • id: 28325046
    {'hecke_orbit_code': 9007199321849941, 'n': 24, 'trace_an': -210}
  • id: 28325047
    {'hecke_orbit_code': 9007199321849941, 'n': 25, 'trace_an': 25}
  • id: 28325048
    {'hecke_orbit_code': 9007199321849941, 'n': 26, 'trace_an': -138}
  • id: 28325049
    {'hecke_orbit_code': 9007199321849941, 'n': 27, 'trace_an': 460}
  • id: 28325050
    {'hecke_orbit_code': 9007199321849941, 'n': 28, 'trace_an': -22}
  • id: 28325051
    {'hecke_orbit_code': 9007199321849941, 'n': 29, 'trace_an': -66}
  • id: 28325052
    {'hecke_orbit_code': 9007199321849941, 'n': 30, 'trace_an': 150}
  • id: 28325053
    {'hecke_orbit_code': 9007199321849941, 'n': 31, 'trace_an': 194}
  • id: 28325054
    {'hecke_orbit_code': 9007199321849941, 'n': 32, 'trace_an': -45}
  • id: 28325055
    {'hecke_orbit_code': 9007199321849941, 'n': 33, 'trace_an': -300}
  • id: 28325056
    {'hecke_orbit_code': 9007199321849941, 'n': 34, 'trace_an': 51}
  • id: 28325057
    {'hecke_orbit_code': 9007199321849941, 'n': 35, 'trace_an': -110}
  • id: 28325058
    {'hecke_orbit_code': 9007199321849941, 'n': 36, 'trace_an': 73}
  • id: 28325059
    {'hecke_orbit_code': 9007199321849941, 'n': 37, 'trace_an': 206}
  • id: 28325060
    {'hecke_orbit_code': 9007199321849941, 'n': 38, 'trace_an': 312}
  • id: 28325061
    {'hecke_orbit_code': 9007199321849941, 'n': 39, 'trace_an': -460}
  • id: 28325062
    {'hecke_orbit_code': 9007199321849941, 'n': 40, 'trace_an': -105}
  • id: 28325063
    {'hecke_orbit_code': 9007199321849941, 'n': 41, 'trace_an': -126}
  • id: 28325064
    {'hecke_orbit_code': 9007199321849941, 'n': 42, 'trace_an': -660}
  • id: 28325065
    {'hecke_orbit_code': 9007199321849941, 'n': 43, 'trace_an': -388}
  • id: 28325066
    {'hecke_orbit_code': 9007199321849941, 'n': 44, 'trace_an': -30}
  • id: 28325067
    {'hecke_orbit_code': 9007199321849941, 'n': 45, 'trace_an': 365}
  • id: 28325068
    {'hecke_orbit_code': 9007199321849941, 'n': 46, 'trace_an': 126}
  • id: 28325069
    {'hecke_orbit_code': 9007199321849941, 'n': 47, 'trace_an': -540}
  • id: 28325070
    {'hecke_orbit_code': 9007199321849941, 'n': 48, 'trace_an': -710}
  • id: 28325071
    {'hecke_orbit_code': 9007199321849941, 'n': 49, 'trace_an': 141}
  • id: 28325072
    {'hecke_orbit_code': 9007199321849941, 'n': 50, 'trace_an': 75}
  • id: 28325073
    {'hecke_orbit_code': 9007199321849941, 'n': 51, 'trace_an': 170}
  • id: 28325074
    {'hecke_orbit_code': 9007199321849941, 'n': 52, 'trace_an': -46}
  • id: 28325075
    {'hecke_orbit_code': 9007199321849941, 'n': 53, 'trace_an': 78}
  • id: 28325076
    {'hecke_orbit_code': 9007199321849941, 'n': 54, 'trace_an': 1380}
  • id: 28325077
    {'hecke_orbit_code': 9007199321849941, 'n': 55, 'trace_an': -150}
  • id: 28325078
    {'hecke_orbit_code': 9007199321849941, 'n': 56, 'trace_an': 462}
  • id: 28325079
    {'hecke_orbit_code': 9007199321849941, 'n': 57, 'trace_an': 1040}
  • id: 28325080
    {'hecke_orbit_code': 9007199321849941, 'n': 58, 'trace_an': -198}
  • id: 28325081
    {'hecke_orbit_code': 9007199321849941, 'n': 59, 'trace_an': 432}
  • id: 28325082
    {'hecke_orbit_code': 9007199321849941, 'n': 60, 'trace_an': 50}
  • id: 28325083
    {'hecke_orbit_code': 9007199321849941, 'n': 61, 'trace_an': -610}
  • id: 28325084
    {'hecke_orbit_code': 9007199321849941, 'n': 62, 'trace_an': 582}
  • id: 28325085
    {'hecke_orbit_code': 9007199321849941, 'n': 63, 'trace_an': -1606}
  • id: 28325086
    {'hecke_orbit_code': 9007199321849941, 'n': 64, 'trace_an': 433}
  • id: 28325087
    {'hecke_orbit_code': 9007199321849941, 'n': 65, 'trace_an': -230}
  • id: 28325088
    {'hecke_orbit_code': 9007199321849941, 'n': 66, 'trace_an': -900}
  • id: 28325089
    {'hecke_orbit_code': 9007199321849941, 'n': 67, 'trace_an': 848}
  • id: 28325090
    {'hecke_orbit_code': 9007199321849941, 'n': 68, 'trace_an': 17}
  • id: 28325091
    {'hecke_orbit_code': 9007199321849941, 'n': 69, 'trace_an': 420}
  • id: 28325092
    {'hecke_orbit_code': 9007199321849941, 'n': 70, 'trace_an': -330}
  • id: 28325093
    {'hecke_orbit_code': 9007199321849941, 'n': 71, 'trace_an': -174}
  • id: 28325094
    {'hecke_orbit_code': 9007199321849941, 'n': 72, 'trace_an': -1533}
  • id: 28325095
    {'hecke_orbit_code': 9007199321849941, 'n': 73, 'trace_an': 362}
  • id: 28325096
    {'hecke_orbit_code': 9007199321849941, 'n': 74, 'trace_an': 618}
  • id: 28325097
    {'hecke_orbit_code': 9007199321849941, 'n': 75, 'trace_an': 250}
  • id: 28325098
    {'hecke_orbit_code': 9007199321849941, 'n': 76, 'trace_an': 104}
  • id: 28325099
    {'hecke_orbit_code': 9007199321849941, 'n': 77, 'trace_an': 660}
  • id: 28325100
    {'hecke_orbit_code': 9007199321849941, 'n': 78, 'trace_an': -1380}
  • id: 28325101
    {'hecke_orbit_code': 9007199321849941, 'n': 79, 'trace_an': 398}
  • id: 28325102
    {'hecke_orbit_code': 9007199321849941, 'n': 80, 'trace_an': -355}
  • id: 28325103
    {'hecke_orbit_code': 9007199321849941, 'n': 81, 'trace_an': 2629}
  • id: 28325104
    {'hecke_orbit_code': 9007199321849941, 'n': 82, 'trace_an': -378}
  • id: 28325105
    {'hecke_orbit_code': 9007199321849941, 'n': 83, 'trace_an': 828}
  • id: 28325106
    {'hecke_orbit_code': 9007199321849941, 'n': 84, 'trace_an': -220}
  • id: 28325107
    {'hecke_orbit_code': 9007199321849941, 'n': 85, 'trace_an': 85}
  • id: 28325108
    {'hecke_orbit_code': 9007199321849941, 'n': 86, 'trace_an': -1164}
  • id: 28325109
    {'hecke_orbit_code': 9007199321849941, 'n': 87, 'trace_an': -660}
  • id: 28325110
    {'hecke_orbit_code': 9007199321849941, 'n': 88, 'trace_an': 630}
  • id: 28325111
    {'hecke_orbit_code': 9007199321849941, 'n': 89, 'trace_an': 630}
  • id: 28325112
    {'hecke_orbit_code': 9007199321849941, 'n': 90, 'trace_an': 1095}
  • id: 28325113
    {'hecke_orbit_code': 9007199321849941, 'n': 91, 'trace_an': 1012}
  • id: 28325114
    {'hecke_orbit_code': 9007199321849941, 'n': 92, 'trace_an': 42}
  • id: 28325115
    {'hecke_orbit_code': 9007199321849941, 'n': 93, 'trace_an': 1940}
  • id: 28325116
    {'hecke_orbit_code': 9007199321849941, 'n': 94, 'trace_an': -1620}
  • id: 28325117
    {'hecke_orbit_code': 9007199321849941, 'n': 95, 'trace_an': 520}
  • id: 28325118
    {'hecke_orbit_code': 9007199321849941, 'n': 96, 'trace_an': -450}
  • id: 28325119
    {'hecke_orbit_code': 9007199321849941, 'n': 97, 'trace_an': -1486}
  • id: 28325120
    {'hecke_orbit_code': 9007199321849941, 'n': 98, 'trace_an': 423}
  • id: 28325121
    {'hecke_orbit_code': 9007199321849941, 'n': 99, 'trace_an': -2190}
  • id: 28325122
    {'hecke_orbit_code': 9007199321849941, 'n': 100, 'trace_an': 25}