Newform data - 78.4.a.c

Formats: - HTML - YAML - JSON - 2025-11-15T15:55:55.140746

• 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': 1248, 'analytic_conductor': 4.602148980447768, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [3, -1], [13, -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': [78, 1, [53, 67], [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': [[5, [-10, 1]], [7, [8, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007199321849934, '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': True, 'is_maximal': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '78.4.a.c', 'level': 78, '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': [2, 3, 13], 'level_radical': 78, 'minimal_twist': '78.4.a.c', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-2q^{2}+3q^{3}+4q^{4}+10q^{5}-6q^{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': '78.4.a', 'trace_display': [-2, 3, 10, -8], 'trace_hash': 1630231207861696028, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.977', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.894', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.574', 'prec': 17}], 'trace_zratio': 0, 'traces': [1, -2, 3, 4, 10, -6, -8, -8, 9, -20, 40, 12, 13, 16, 30, 16, 130, -18, -20, 40, -24, -80, 0, -24, -25, -26, 27, -32, -18, -60, -184, -32, 120, -260, -80, 36, -74, 40, 39, -80, -362, 48, 76, 160, 90, 0, -452, 48, -279, 50, 390, 52, 382, -54, 400, 64, -60, 36, 464, 120, 358, 368, -72, 64, 130, -240, -700, 520, 0, 160, -748, -72, 1058, 148, -75, -80, -320, -78, -976, 160, 81, 724, -1008, -96, 1300, -152, -54, -320, -386, -180, -104, 0, -552, 904, -200, -96, -614, 558, 360, -100, 518, -780, 112, -104, -240, -764, -372, 108, 934, -800, -222, -128, 1914, 120, 0, -72, 117, -928, -1040, -240, 269, -716, -1086, -736, -1500, 144, 1296, -128, 228, -260, -892, 480, 160, 1400, 270, -1040, 2326, 0, 1932, -320, -1356, 1496, 520, 144, -180, -2116, -837, -296, 882, 150, -1776, 160, 1170, 640, -1840, 156, -2410, 1952, 1146, -320, 0, -162, 3212, -1448, 1200, 2016, 1668, 192, 169, -2600, -180, 304, 3598, 108, 200, 640, 1392, 772, 1068, 360, -4786, 208, 1074, 0, -740, 1104, 5200, -1808, -216, 400, -1312, 192, -350, 1228, 390, -1116, -342, -720, -3368, 200, -2100, -1036, 144, 1560, -3620, -224, 0, 208, -800, 480, -2004, 1528, -2244, 744, 760, -216, 1472, -1868, 3174, 1600, 1690, 444, -5608, 256, -225, -3828, -1928, -240, -3938, 0, -960, 144, 2562, -234, -4520, 1856, -2928, 2080, 7164, 480, -6182, -538, 243, 1432, -2790, 2172, -260, 1472, -3024, 3000, -1396, -288, 0, -2592, 3900, 256, 6906, -456, 592, 520, -162, 1784, -6848, -960, 3820, -320, -1158, -2800, -6034, -540, 4832, 2080, -312, -4652, -1000, 0, -4082, -3864, -1656, 640, 3350, 2712, 7796, -2992, -600, -1040, 2896, -288, 11987, 360, -1842, 4232, 3922, 1674, 4640, 592, 1080, -1764, 0, -300, -608, 3552, 1554, -320, 3580, -2340, 5956, -1280, 336, 3680, 2352, -312, 8442, 4820, -720, -3904, -5550, -2292, -720, 640, -1116, 0, -2600, 324, -325, -6424, 2802, 2896, 3616, -2400, 140, -4032, -666, -3336, -7000, -384, -6174, -338, 5742, 5200, -7360, 360, 4976, -608, 0, -7196, -2988, -216, -162, -400, 351, -1280, -10754, -2784, -7480, -1544, -3120, -2136, 3588, -720, -6459, 9572, 807, -416, 10580, -2148, 11272, 0, -3258, 1480, -3056, -2208, -10914, -10400, -4500, 3616, -234, 432, 8100, -800, 3888, 2624, 6180, -384, -3200, 700, 684, -2456, -7522, -780, 0, 2232, -2676, 684, -9760, 1440, 6078, 6736, 480, -400, 1830, 4200, -2392, 2072, 810, -288, -2960, -3120, 12434, 7240, 6978, 448, -3712, 0, -10080, -416, 5796, 1600, -14188, -960, 8638, 4008, -4068, -3056, -3250, 4488, -2864, -1488, 1560, -1520, 4292, 432, -5982, -2944, -540, 3736, 0, -6348, 256, -3200, -2511, -3380, 12556, -888, -3860, 11216, 2646, -512, 5574, 450, -14480, 7656, -5328, 3856, -1040, 480, 1266, 7876, 3510, 0, 7554, 1920, -6752, -288, -5520, -5124, 7924, 468, 5600, 9040, -7230, -3712, 3040, 5856, 500, -4160, 3438, -14328, -11084, -960, -962, 12364, 0, 1076, -6140, -486, 4432, -2864, 9636, 5580, -1140, -4344, -2340, 520, 3600, -2944, 5984, 6048, 1764, -6000, 5004, 2792, 16976, 576, 5180, 0, 507, 5184, 9474, -7800, -8464, -512, -540, -13812, 1120, 912, -18080, -1184, 10794, -1040, 14114, 324, 20284, -3568, 600, 13696, -23920, 1920, -12167, -7640, 4176, 640, -4706, 2316, -3720, 5600, 3204, 12068, -11160, 1080, -14362, -9664, -14358, -4160, 9340, 624, -20956, 9304, 3222, 2000, 360, 0, 7808, 8164, -2220, 7728, -4134, 3312, 988, -1280, 15600, -6700, -16228, -5424, 19140, -15592, -648, 5984, 2514, 1200, -11612, 2080, -3936, -5792, 0, 576, 6354, -23974, -1050, -720, 8064, 3684, 15280, -8464, 1170, -7844, -13240, -3348, 3680, -9280, -1026, -1184, -1146, -2160, -10400, 3528, -10104, 0, 10464, 600, 6650, 1216, -6300, -7104, 2690, -3108, -6664, 640, 432, -7160, -5876, 4680, 2134, -11912, -10860, 2560, -714, -672, 29228, -7360, 0, -4704, 3088, 624, -11875, -16884, -2400, -9640, -9620, 1440, -13536, 7808, -6012, 11100, 12960, 4584, -3627, 1440, -6732, -1280, 17218, 2232, 15044, 0, 2280, 5200, 25176, -648, 18560, 650, 4416, 12848, -16034, -5604, -8920, -5792, 9522, -7232, 25356, 4800, 18310, -280, 5070, 8064, 1600, 1332, 0, 6672, -16824, 14000, 14320, 768, 24802, 12348, -675, 676, -22706, -11484, 4912, -10400, -5784, 14720, -14792, -720, 23260, -9952, -11814, 1216, 4966, 0, -1148, 14392, -2880, 5976, 19320, 432, -47060, 324, 7686, 800, 14870, -702, 1480, 2560, -13560, 21508, -4144, 5568, -6354, 14960, -8784, 3088, 0, 6240, 5200, 4272, 21492, -7176, 9288, 1440, -896, 12918, -18546, -19144, 450, -1614, -21544, 832, 729, -21160, 9880, 4296, 19990, -22544, -8370, 0, -28000, 6516, 532, -2960, -780, 6112, -25452, 4416, 8820, 21828, -9072, 20800, 2976, 9000, 6440, -7232, -4188, 468, -17760, -864, -786, -16200, 0, 1600, -1498, -7776, -7472, -5248, 11700, -12360, 6032, 768, 14738, 6400, 20718, -1400, -3822, -1368, 4600, 4912, 1776, 15044, 7240, 1560, -29920, 0, -486, -4464, -24100, 5352, -11900, -1368, -20544, 19520, -15312, -2880, 4654, -12156, 11460, -13472, -21274, -960, -58760, 800, -3474, -3660, 42320, -8400, 0, 4784, -18102, -4144, -27566, -1620, -11244, 576, 14496, 5920, 32120, 6240, -1520, -24868, -936, -14480, 13554, -13956, 14384, -896, -3000, 7424, -2488, 0, -20858, 20160, -12246, 832, -36270, -11592, 16680, -3200, -4968, 28376, 23116, 1920, -24065, -17276, 10050, -8016, 1690, 8136, -2152, 6112, 23388, 6500, 0, -8976, 934, 5728, -1800, 2976, 12642, -3120, -22796, 3040, 8688, -8584, -76, -864, 35980, 11964, 35961, 5888, -39040, 1080, -9100, -7472, -5526, 0, 12000, 12696, -46130, -512, 11766, 6400, 6682, 5022, 47404, 6760, 13920, -25112, 33672, 1776, -10368, 7720, 3240, -22432, 9040, -5292, 10680, 1024, 0, -11148, 3312, -900, 49660, 28960, -1824, -15312, -47860, 10656, -14540, -7712, 4662, 2080, -7840, -960, -40320, -2532, 10740, -15752, 7136, -7020, 47720, 0, 17868, -15108, -9724, -3840, 1850, 13504, 1008, 576, 7502, 11040, 5580, 10248, 7056, -15848, 52000, -936, 22058, -11200, 25326, -18080, 23338, 14460, 0, 7424, -2160, -6080, -30488, -11712, 13754, -1000, -16650, 8320, 9522, -6876, -13120, 28656, -2160, 22168, -18608, 1920, 4065, 1924, -3348, -24728, -3500, 0, -7616, -2152, -7800, 12280, 51316, 972, -15456, -8864, -975, 5728, -48666, -19272, -15440, -11160, 8406, 2280, 17388, 8688, -3420, 4680, 10848, -1040, 0, -7200, 11496, 5888, 420, -11968, -33680, -12096, 48862, -3528, -1998, 12000], '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], [-2], [3], [4], [10], [-6], [-8], [-8], [9], [-20], [40], [12], [13], [16], [30], [16], [130], [-18], [-20], [40], [-24], [-80], [0], [-24], [-25], [-26], [27], [-32], [-18], [-60], [-184], [-32], [120], [-260], [-80], [36], [-74], [40], [39], [-80], [-362], [48], [76], [160], [90], [0], [-452], [48], [-279], [50], [390], [52], [382], [-54], [400], [64], [-60], [36], [464], [120], [358], [368], [-72], [64], [130], [-240], [-700], [520], [0], [160], [-748], [-72], [1058], [148], [-75], [-80], [-320], [-78], [-976], [160], [81], [724], [-1008], [-96], [1300], [-152], [-54], [-320], [-386], [-180], [-104], [0], [-552], [904], [-200], [-96], [-614], [558], [360], [-100]], 'ap': [[-2], [3], [10], [-8], [40], [13], [130], [-20], [0], [-18], [-184], [-74], [-362], [76], [-452], [382], [464], [358], [-700], [-748], [1058], [-976], [-1008], [-386], [-614], [518], [112], [-372], [934], [1914], [1296], [-892], [2326], [1932], [882], [-1776], [-2410], [3212], [1668], [3598], [1068], [-4786], [-1312], [-350], [-342], [-3368], [-2004], [-5608], [-1928], [-3938], [2562], [7164], [-6182], [-1396], [6906], [-6848], [-6034], [4832], [-4082], [3350], [7796], [3922], [5956], [2352], [8442], [-5550], [140], [-6174], [-2988], [-162], [-10754], [3588], [11272], [-10914], [8100], [6180], [-7522], [6078], [1830], [12434], [-14188], [8638], [4292], [-5982], [256], [12556], [5574], [1266], [7554], [-6752], [7924], [-11084], [4432], [-1140], [1764], [16976], [9474], [14114], [20284], [-14362], [-20956], [-4134], [-16228], [2514], [-11612], [6354], [-13240], [-1146], [10464], [6650], [-6664], [2134], [-714], [29228], [-13536], [17218], [15044], [25176], [-16034], [25356], [18310], [24802], [-22706], [-14792], [-1148], [14870], [-6354], [9288], [-21544], [19990], [532], [-25452], [6440], [-786], [-1498], [14738], [-3822], [-11900], [-21274], [-27566], [-11244], [13554], [14384], [-2488], [-20858], [23116], [934], [12642], [-22796], [-76], [-46130], [6682], [47404], [33672], [-14540], [-7840], [47720], [7502], [22058], [23338], [-30488], [9522], [-7616], [51316], [-48666], [17388], [11496], [48862]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 9007199321849934, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '78.4.a.c', 'level': 78, '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': [1, 0, 1, 1, 1, 1, 1, 0], 'ALdims_eis_new': [0, 0, 0, 0, 0, 0, 0, 0], 'ALdims_eis_old': [1, 1, 1, 1, 1, 1, 1, 1], 'ALdims_old': [6, 3, 3, 4, 4, 4, 2, 6], 'Nk2': 1248, 'analytic_conductor': 4.602148980447768, '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': [78, 1, [53, 67], [1, 1]], 'conrey_index': 1, 'cusp_dim': 38, 'dim': 6, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 7], 'hecke_orbit_code': 67108942, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1], 'label': '78.4.a', 'level': 78, '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': [2, 3, 13], 'level_radical': 78, 'mf_dim': 46, 'mf_new_dim': 6, 'num_forms': 6, 'plus_dim': 4, 'prim_orbit_index': 1, 'relative_dim': 6, 'sturm_bound': 56, 'trace_bound': 5, 'trace_display': [0, 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• 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: 68024
    {'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': '78.4.a.c', 'source_level': 78, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '78.4.a.c', 'target_level': 78, 'twist_class_label': '78.4.a.c', 'twist_class_level': 78, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 4}
  • id: 68025
    {'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': '78.4.a.c', 'source_level': 78, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '234.4.a.h', 'target_level': 234, 'twist_class_label': '78.4.a.c', 'twist_class_level': 78, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 4}
  • id: 68026
    {'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': '78.4.a.c', 'source_level': 78, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '624.4.a.d', 'target_level': 624, 'twist_class_label': '78.4.a.c', 'twist_class_level': 78, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 4}
  • id: 68027
    {'conductor': 13, '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': '78.4.a.c', 'source_level': 78, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 10, 'target_is_minimal': False, 'target_label': '1014.4.a.j', 'target_level': 1014, 'twist_class_label': '78.4.a.c', 'twist_class_level': 78, 'twisting_char_label': '13.b', 'twisting_char_orbit': 2, 'weight': 4}
  • id: 68028
    {'conductor': 13, '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': '78.4.a.c', 'source_level': 78, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '1014.4.b.h', 'target_level': 1014, 'twist_class_label': '78.4.a.c', 'twist_class_level': 78, 'twisting_char_label': '13.d', 'twisting_char_orbit': 4, 'weight': 4}
  • id: 68029
    {'conductor': 12, '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': '78.4.a.c', 'source_level': 78, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '1872.4.a.d', 'target_level': 1872, 'twist_class_label': '78.4.a.c', 'twist_class_level': 78, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 4}
  • id: 68030
    {'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': '78.4.a.c', 'source_level': 78, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 12, 'target_is_minimal': False, 'target_label': '1950.4.a.l', 'target_level': 1950, 'twist_class_label': '78.4.a.c', 'twist_class_level': 78, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 4}
  • id: 68031
    {'conductor': 8, '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': '78.4.a.c', 'source_level': 78, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '2496.4.a.a', 'target_level': 2496, 'twist_class_label': '78.4.a.c', 'twist_class_level': 78, 'twisting_char_label': '8.b', 'twisting_char_orbit': 2, 'weight': 4}
  • id: 68032
    {'conductor': 8, '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': '78.4.a.c', 'source_level': 78, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 10, 'target_is_minimal': False, 'target_label': '2496.4.a.j', 'target_level': 2496, 'twist_class_label': '78.4.a.c', 'twist_class_level': 78, 'twisting_char_label': '8.d', 'twisting_char_orbit': 4, 'weight': 4}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 242925
    {'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 9007199321849934, 'p': 2}
  • id: 242926
    {'charpoly_factorization': [[[-3, 1], 1]], 'hecke_orbit_code': 9007199321849934, 'p': 3}
  • id: 242927
    {'charpoly_factorization': [[[-10, 1], 1]], 'hecke_orbit_code': 9007199321849934, 'p': 5}
  • id: 242928
    {'charpoly_factorization': [[[8, 1], 1]], 'hecke_orbit_code': 9007199321849934, 'p': 7}
  • id: 242929
    {'charpoly_factorization': [[[-40, 1], 1]], 'hecke_orbit_code': 9007199321849934, 'p': 11}
  • id: 242930
    {'charpoly_factorization': [[[-13, 1], 1]], 'hecke_orbit_code': 9007199321849934, 'p': 13}
  • id: 242931
    {'charpoly_factorization': [[[-130, 1], 1]], 'hecke_orbit_code': 9007199321849934, 'p': 17}
  • id: 242932
    {'charpoly_factorization': [[[20, 1], 1]], 'hecke_orbit_code': 9007199321849934, 'p': 19}
  • id: 242933
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 9007199321849934, 'p': 23}
  • id: 242934
    {'charpoly_factorization': [[[18, 1], 1]], 'hecke_orbit_code': 9007199321849934, 'p': 29}
  • id: 242935
    {'charpoly_factorization': [[[184, 1], 1]], 'hecke_orbit_code': 9007199321849934, 'p': 31}
  • id: 242936
    {'charpoly_factorization': [[[74, 1], 1]], 'hecke_orbit_code': 9007199321849934, 'p': 37}
  • id: 242937
    {'charpoly_factorization': [[[362, 1], 1]], 'hecke_orbit_code': 9007199321849934, 'p': 41}
  • id: 242938
    {'charpoly_factorization': [[[-76, 1], 1]], 'hecke_orbit_code': 9007199321849934, 'p': 43}
  • id: 242939
    {'charpoly_factorization': [[[452, 1], 1]], 'hecke_orbit_code': 9007199321849934, 'p': 47}
  • id: 242940
    {'charpoly_factorization': [[[-382, 1], 1]], 'hecke_orbit_code': 9007199321849934, 'p': 53}
  • id: 242941
    {'charpoly_factorization': [[[-464, 1], 1]], 'hecke_orbit_code': 9007199321849934, 'p': 59}
  • id: 242942
    {'charpoly_factorization': [[[-358, 1], 1]], 'hecke_orbit_code': 9007199321849934, 'p': 61}
  • id: 242943
    {'charpoly_factorization': [[[700, 1], 1]], 'hecke_orbit_code': 9007199321849934, 'p': 67}
  • id: 242944
    {'charpoly_factorization': [[[748, 1], 1]], 'hecke_orbit_code': 9007199321849934, 'p': 71}
  • id: 242945
    {'charpoly_factorization': [[[-1058, 1], 1]], 'hecke_orbit_code': 9007199321849934, 'p': 73}
  • id: 242946
    {'charpoly_factorization': [[[976, 1], 1]], 'hecke_orbit_code': 9007199321849934, 'p': 79}
  • id: 242947
    {'charpoly_factorization': [[[1008, 1], 1]], 'hecke_orbit_code': 9007199321849934, 'p': 83}
  • id: 242948
    {'charpoly_factorization': [[[386, 1], 1]], 'hecke_orbit_code': 9007199321849934, 'p': 89}
  • id: 242949
    {'charpoly_factorization': [[[614, 1], 1]], 'hecke_orbit_code': 9007199321849934, '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': '78.4.a.c', 'level': 78, 'portrait': 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', 'weight': 4}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 28323733
    {'hecke_orbit_code': 9007199321849934, 'n': 1, 'trace_an': 1}
  • id: 28323734
    {'hecke_orbit_code': 9007199321849934, 'n': 2, 'trace_an': -2}
  • id: 28323735
    {'hecke_orbit_code': 9007199321849934, 'n': 3, 'trace_an': 3}
  • id: 28323736
    {'hecke_orbit_code': 9007199321849934, 'n': 4, 'trace_an': 4}
  • id: 28323737
    {'hecke_orbit_code': 9007199321849934, 'n': 5, 'trace_an': 10}
  • id: 28323738
    {'hecke_orbit_code': 9007199321849934, 'n': 6, 'trace_an': -6}
  • id: 28323739
    {'hecke_orbit_code': 9007199321849934, 'n': 7, 'trace_an': -8}
  • id: 28323740
    {'hecke_orbit_code': 9007199321849934, 'n': 8, 'trace_an': -8}
  • id: 28323741
    {'hecke_orbit_code': 9007199321849934, 'n': 9, 'trace_an': 9}
  • id: 28323742
    {'hecke_orbit_code': 9007199321849934, 'n': 10, 'trace_an': -20}
  • id: 28323743
    {'hecke_orbit_code': 9007199321849934, 'n': 11, 'trace_an': 40}
  • id: 28323744
    {'hecke_orbit_code': 9007199321849934, 'n': 12, 'trace_an': 12}
  • id: 28323745
    {'hecke_orbit_code': 9007199321849934, 'n': 13, 'trace_an': 13}
  • id: 28323746
    {'hecke_orbit_code': 9007199321849934, 'n': 14, 'trace_an': 16}
  • id: 28323747
    {'hecke_orbit_code': 9007199321849934, 'n': 15, 'trace_an': 30}
  • id: 28323748
    {'hecke_orbit_code': 9007199321849934, 'n': 16, 'trace_an': 16}
  • id: 28323749
    {'hecke_orbit_code': 9007199321849934, 'n': 17, 'trace_an': 130}
  • id: 28323750
    {'hecke_orbit_code': 9007199321849934, 'n': 18, 'trace_an': -18}
  • id: 28323751
    {'hecke_orbit_code': 9007199321849934, 'n': 19, 'trace_an': -20}
  • id: 28323752
    {'hecke_orbit_code': 9007199321849934, 'n': 20, 'trace_an': 40}
  • id: 28323753
    {'hecke_orbit_code': 9007199321849934, 'n': 21, 'trace_an': -24}
  • id: 28323754
    {'hecke_orbit_code': 9007199321849934, 'n': 22, 'trace_an': -80}
  • id: 28323755
    {'hecke_orbit_code': 9007199321849934, 'n': 23, 'trace_an': 0}
  • id: 28323756
    {'hecke_orbit_code': 9007199321849934, 'n': 24, 'trace_an': -24}
  • id: 28323757
    {'hecke_orbit_code': 9007199321849934, 'n': 25, 'trace_an': -25}
  • id: 28323758
    {'hecke_orbit_code': 9007199321849934, 'n': 26, 'trace_an': -26}
  • id: 28323759
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  • id: 28323952
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  • id: 28323953
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  • id: 28323954
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  • id: 28323955
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  • id: 28323956
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  • id: 28323957
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  • id: 28323958
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  • id: 28323959
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  • id: 28323960
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  • id: 28323961
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  • id: 28323962
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  • id: 28323963
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  • id: 28323964
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  • id: 28323965
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  • id: 28323966
    {'hecke_orbit_code': 9007199321849934, 'n': 839, 'trace_an': 23116}
  • id: 28323967
    {'hecke_orbit_code': 9007199321849934, 'n': 841, 'trace_an': -24065}
  • id: 28323968
    {'hecke_orbit_code': 9007199321849934, 'n': 853, 'trace_an': 934}
  • id: 28323969
    {'hecke_orbit_code': 9007199321849934, 'n': 857, 'trace_an': 12642}
  • id: 28323970
    {'hecke_orbit_code': 9007199321849934, 'n': 859, 'trace_an': -22796}
  • id: 28323971
    {'hecke_orbit_code': 9007199321849934, 'n': 863, 'trace_an': -76}
  • id: 28323972
    {'hecke_orbit_code': 9007199321849934, 'n': 877, 'trace_an': -46130}
  • id: 28323973
    {'hecke_orbit_code': 9007199321849934, 'n': 881, 'trace_an': 6682}
  • id: 28323974
    {'hecke_orbit_code': 9007199321849934, 'n': 883, 'trace_an': 47404}
  • id: 28323975
    {'hecke_orbit_code': 9007199321849934, 'n': 887, 'trace_an': 33672}
  • id: 28323976
    {'hecke_orbit_code': 9007199321849934, 'n': 907, 'trace_an': -14540}
  • id: 28323977
    {'hecke_orbit_code': 9007199321849934, 'n': 911, 'trace_an': -7840}
  • id: 28323978
    {'hecke_orbit_code': 9007199321849934, 'n': 919, 'trace_an': 47720}
  • id: 28323979
    {'hecke_orbit_code': 9007199321849934, 'n': 929, 'trace_an': 7502}
  • id: 28323980
    {'hecke_orbit_code': 9007199321849934, 'n': 937, 'trace_an': 22058}
  • id: 28323981
    {'hecke_orbit_code': 9007199321849934, 'n': 941, 'trace_an': 23338}
  • id: 28323982
    {'hecke_orbit_code': 9007199321849934, 'n': 947, 'trace_an': -30488}
  • id: 28323983
    {'hecke_orbit_code': 9007199321849934, 'n': 953, 'trace_an': 9522}
  • id: 28323984
    {'hecke_orbit_code': 9007199321849934, 'n': 961, 'trace_an': 4065}
  • id: 28323985
    {'hecke_orbit_code': 9007199321849934, 'n': 967, 'trace_an': -7616}
  • id: 28323986
    {'hecke_orbit_code': 9007199321849934, 'n': 971, 'trace_an': 51316}
  • id: 28323987
    {'hecke_orbit_code': 9007199321849934, 'n': 977, 'trace_an': -48666}
  • id: 28323988
    {'hecke_orbit_code': 9007199321849934, 'n': 983, 'trace_an': 17388}
  • id: 28323989
    {'hecke_orbit_code': 9007199321849934, 'n': 991, 'trace_an': 11496}
  • id: 28323990
    {'hecke_orbit_code': 9007199321849934, 'n': 997, 'trace_an': 48862}