Newform data - 225.4.a.g

Formats: - HTML - YAML - JSON - 2026-02-14T23:21:07.587553

• 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': 3600, 'analytic_conductor': 13.275429751291638, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [5, 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': [225, 1, [101, 127], [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]], [7, [20, 1]]], 'hecke_orbit': 7, 'hecke_orbit_code': 27021597831332065, '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': False, 'label': '225.4.a.g', 'level': 225, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3, 5], 'level_radical': 15, 'minimal_twist': '15.4.a.b', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+3q^{2}+q^{4}-20q^{7}-21q^{8}+24q^{11}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '225.4.a', 'trace_display': [3, 0, 0, -20], 'trace_hash': 1709780090063613729, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.004', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.983', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.975', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.048', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.976', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.002', 'prec': 17}, 'traces': [1, 3, 0, 1, 0, 0, -20, -21, 0, 0, 24, 0, -74, -60, 0, -71, 54, 0, -124, 0, 0, 72, -120, 0, 0, -222, 0, -20, 78, 0, 200, -45, 0, 162, 0, 0, 70, -372, 0, 0, -330, 0, -92, 24, 0, -360, -24, 0, 57, 0, 0, -74, 450, 0, 0, 420, 0, 234, -24, 0, -322, 600, 0, 433, 0, 0, 196, 54, 0, 0, 288, 0, 430, 210, 0, -124, -480, 0, -520, 0, 0, -990, 156, 0, 0, -276, 0, -504, -1026, 0, 1480, -120, 0, -72, 0, 0, 286, 171, 0, 0, 1734, 0, -452, 1554, 0, 1350, -1404, 0, -1474, 0, 0, 1420, 1086, 0, 0, 78, 0, -72, -1080, 0, -755, -966, 0, 200, 0, 0, -1244, 1659, 0, 0, -2328, 0, 2480, 588, 0, -1134, 2118, 0, 2324, 0, 0, 864, -1776, 0, 0, 1290, 0, 70, -258, 0, -808, 2604, 0, -1440, 0, 0, -2378, -1560, 0, 0, 2400, 0, 52, -330, 0, 468, -3720, 0, 3279, 0, 0, -92, 426, 0, 0, -1704, 0, -3078, 1440, 0, -3130, 4440, 0, 2520, 0, 0, 1296, -24, 0, 0, -3576, 0, -2666, 858, 0, 57, -2718, 0, -3832, 0, 0, 5202, -1560, 0, 0, -1356, 0, 5254, -2976, 0, 1100, 450, 0, -4212, 0, 0, -4000, -4422, 0, 0, -3996, 0, -1964, 900, 0, 3258, 660, 0, -1906, 0, 0, -1638, -1458, 0, 0, -24, 0, -3240, -1176, 0, 866, -2265, 0, -322, 0, 0, 9176, -4200, 0, 0, -432, 0, -2880, -3732, 0, 1513, 2526, 0, -1400, 0, 0, -6984, 5448, 0, 0, 7440, 0, 196, 2574, 0, -3184, -3834, 0, 6354, 0, 0, -3962, 6972, 0, 0, 8286, 0, 2716, 288, 0, -5328, 6600, 0, -1997, 0, 0, 430, 6018, 0, 0, -1470, 0, -774, 8880, 0, 1840, -2424, 0, 8804, 0, 0, -9236, -480, 0, 0, -1536, 0, 7342, -7134, 0, -520, -3894, 0, 1872, 0, 0, 7200, -6696, 0, 0, 156, 0, 6930, 480, 0, 3692, 156, 0, -11160, 0, 0, 8998, 9837, 0, 0, 4800, 0, 5720, 1932, 0, 1278, 5244, 0, 6302, 0, 0, -1080, 3414, 0, 0, -1026, 0, 4320, -4824, 0, 8517, -9390, 0, 1480, 0, 0, 3508, 8520, 0, 0, -9000, 0, -10802, 3888, 0, 504, -5772, 0, 1460, 0, 0, -10728, -4872, 0, 0, -7998, 0, 286, 14046, 0, -6480, -1197, 0, -8154, 0, 0, 2734, -11496, 0, 0, 15942, 0, -14800, 1734, 0, -4680, 1680, 0, 8714, 0, 0, -452, 480, 0, 0, 3330, 0, -8928, -11976, 0, 11054, 3300, 0, -9450, 0, 0, 6440, -1404, 0, 0, -720, 0, 15622, -12000, 0, -1474, 14880, 0, -9880, 0, 0, -11988, -16116, 0, 0, -5892, 0, -8660, -9018, 0, -7920, 1086, 0, 1980, 0, 0, 3670, -5718, 0, 0, -17562, 0, -1172, -5538, 0, -4374, 6876, 0, -3920, 0, 0, 504, -2208, 0, 0, -1080, 0, -3528, -2280, 0, -5180, 2598, 0, -755, 0, 0, 3076, 6762, 0, 0, 18912, 0, 4212, 27528, 0, -14200, -5760, 0, 9956, 0, 0, -1296, -10656, 0, 0, -8640, 0, -1244, 2766, 0, -8600, -8733, 0, 7578, 0, 0, -576, -4200, 0, 0, -10530, 0, -12692, -2328, 0, 16344, 10800, 0, 2233, 0, 0, 2480, 24420, 0, 0, -4116, 0, 7722, 1368, 0, 18110, -9552, 0, -2430, 0, 0, -3620, 2118, 0, 0, -9672, 0, 10400, -11886, 0, 2324, -14166, 0, 6808, 0, 0, 24858, -13404, 0, 0, 8148, 0, -6048, 18654, 0, -7684, -1776, 0, 19800, 0, 0, 1726, -5991, 0, 0, -3120, 0, 10800, -9030, 0, 18054, 10596, 0, -24800, 0, 0, -4970, 2862, 0, 0, -258, 0, 26640, 23592, 0, -9574, 5520, 0, -808, 0, 0, -17444, 5580, 0, 0, 1776, 0, 2374, -27708, 0, 10080, -12162, 0, 8804, 0, 0, -4608, 20520, 0, 0, 22026, 0, -2378, 3780, 0, -12688, 10920, 0, -11682, 0, 0, -4218, 5616, 0, 0, 9150, 0, -25292, 2400, 0, -20088, -2736, 0, -576, 0, 0, 52, 22218, 0, 0, 23430, 0, 1440, -14520, 0, -10618, 11076, 0, -3276, 0, 0, -9360, -3720, 0, 0, -7728, 0, -1370, 26994, 0, 3279, -13758, 0, -5720, 0, 0, 14400, 11988, 0, 0, 17160, 0, 6532, -33300, 0, 32996, 426, 0, 15732, 0, 0, -17820, 18906, 0, 0, 25902, 0, -8680, 10392, 0, 10242, -34680, 0, -27394, 0, 0, 21546, -24000, 0, 0, 1440, 0, -14472, -34848, 0, 9040, 25551, 0, -3130, 0, 0, -28028, -31080, 0, 0, -4968, 0, -18002, 10524, 0, 5400, 4704, 0, 15284, 0, 0, -27000, -18768, 0, 0, -32406, 0, 1296, 28080, 0, 8696, 1704, 0, -17316, 0, 0, 38662, 4380, 0, 0, -23874, 0, 29480, -3576, 0, -14616, 1776, 0, 23618, 0, 0, -2666, 11538, 0, 0, -6006, 0, 42138, 40920, 0, 6912, -19440, 0, -4047, 0, 0, 14884, -2718, 0, 0, -21720, 0, 23828, 8202, 0, -3832, -11334, 0, -1296, 0, 0, 47826, 10320, 0, 0, -44400, 0, -36414, -44730, 0, -42748, -1560, 0, 5040, 0, 0, 11408, 26142, 0, 0, 31686, 0, -11036, 9492, 0, 1440, 25884, 0, 15950, 0, 0, -32042, 3078, 0, 0, -2976, 0, -35928, -13800, 0, -18305, 33162, 0, 1100, 0, 0, 15100, -31950, 0, 0, -8400, 0, 27862, 19320, 0, 29484, -7314, 0, -28780, 0, 0, -2160, -32688, 0, 0, 46866, 0, -4000, -12480, 0, -14504, 30954, 0, 44640, 0, 0, -36650, -29640, 0, 0, 2646, 0, -10892, -3996, 0, -48348, -43464, 0, 24880, 0, 0, -1964, 2976, 0, 0, -33180, 0, -27054, 15600, 0, 24300, -23760, 0, -22806, 0, 0, 14884, 660, 0, 0, 1248, 0, 3744, 11010, 0, -1906, 46560, 0, -6640, 0, 0, -52686, -21312, 0, 0, -3516, 0, -3510, -29946, 0, -7068, -1458, 0, 20628, 0, 0, -45002, -11760, 0, 0, -6090, 0, 39600, 1704, 0, -6624, 56388, 0, -31820, 0, 0, 22680, 10854, 0, 0, -1176, 0, -6840, -42360, 0, 10209, -15540, 0, 866, 0, 0, 42316, 15855, 0, 0, -24480, 0, -46480, 9228, 0, 22862, -6906, 0, -24624, 0, 0, 56736, 6960, 0, 0, 12636, 0, 9176, 11040, 0, 47792, -9000, 0, -17280, 0, 0, -9938, 29868, 0, 0], '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], [0], [1], [0], [0], [-20], [-21], [0], [0], [24], [0], [-74], [-60], [0], [-71], [54], [0], [-124], [0], [0], [72], [-120], [0], [0], [-222], [0], [-20], [78], [0], [200], [-45], [0], [162], [0], [0], [70], [-372], [0], [0], [-330], [0], [-92], [24], [0], [-360], [-24], [0], [57], [0], [0], [-74], [450], [0], [0], [420], [0], [234], [-24], [0], [-322], [600], [0], [433], [0], [0], [196], [54], [0], [0], [288], [0], [430], [210], [0], [-124], [-480], [0], [-520], [0], [0], [-990], [156], [0], [0], [-276], [0], [-504], [-1026], [0], [1480], [-120], [0], [-72], [0], [0], [286], [171], [0], [0]], 'ap': [[3], [0], [0], [-20], [24], [-74], [54], [-124], [-120], [78], [200], [70], [-330], [-92], [-24], [450], [-24], [-322], [196], [288], [430], [-520], [156], [-1026], [286], [1734], [-452], [-1404], [-1474], [1086], [-1244], [-2328], [2118], [2324], [-258], [-808], [-2378], [52], [-3720], [426], [1440], [-3130], [-3576], [-2666], [-2718], [-3832], [1100], [-1964], [660], [-1906], [-1458], [-1176], [866], [-432], [2526], [5448], [2574], [-3184], [-3962], [8286], [2716], [6018], [-9236], [-1536], [7342], [-3894], [3692], [8998], [5244], [6302], [3414], [-4824], [3508], [-10802], [1460], [-4872], [14046], [2734], [15942], [8714], [-11976], [11054], [-720], [15622], [-9880], [-16116], [-9018], [3670], [-17562], [-1172], [6876], [-2280], [3076], [18912], [9956], [-10656], [2766], [-10530], [-12692], [18110], [-3620], [-14166], [-13404], [18654], [-7684], [1726], [10596], [2862], [23592], [-9574], [-17444], [2374], [-12162], [8804], [-12688], [9150], [-25292], [-2736], [22218], [-14520], [-10618], [-1370], [-13758], [11988], [32996], [25902], [-27394], [-34848], [-28028], [-18002], [15284], [-18768], [8696], [38662], [-23874], [23618], [11538], [14884], [-11334], [-44730], [-42748], [31686], [-11036], [25884], [15950], [-13800], [27862], [-7314], [-28780], [-32688], [-36650], [2646], [-10892], [-43464], [14884], [1248], [-6640], [-29946], [-45002], [-6090], [56388], [10854], [42316], [-24480], [-6906], [6960], [47792], [-9938]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 27021597831332065, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '225.4.a.g', 'level': 225, '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': [5, 4, 6, 7], 'ALdims_eis_new': [0, 0, 1, 2], 'ALdims_eis_old': [6, 6, 5, 4], 'ALdims_old': [16, 15, 12, 13], 'Nk2': 3600, 'analytic_conductor': 13.275429751291638, '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': [225, 1, [101, 127], [1, 1]], 'conrey_index': 1, 'cusp_dim': 78, 'dim': 22, 'eis_dim': 24, 'eis_new_dim': 3, 'hecke_cutter_primes': [2, 7], 'hecke_orbit_code': 67109089, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2], 'label': '225.4.a', 'level': 225, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3, 5], 'level_radical': 15, 'mf_dim': 102, 'mf_new_dim': 25, 'num_forms': 15, 'plus_dim': 12, 'prim_orbit_index': 1, 'relative_dim': 22, 'sturm_bound': 120, 'trace_bound': 7, 'trace_display': [0, 0, 0, 38], 'traces': [22, 0, 0, 82, 0, 0, 38, -36, 0, 0, 54, 0, 52, -48, 0, 154, 66, 0, 14, 0, 0, -352, -366, 0, 0, 924, 0, 944, 30, 0, -292, 372, 0, -42, 0, 0, -192, -792, 0, 0, -36, 0, -386, 582, 0, -684, -282, 0, 42, 0, 0, 504, 114, 0, 0, 540, 0, 304, 60, 0, 1184, 744, 0, 2506, 0, 0, 1394, 360, 0, 0, -2196, 0, 976, -3588, 0, -622, -1536, 0, -3184, 0, 0, -5024, 1650, 0, 0, -1116, 0, -4224, 180, 0, -164, 432, 0, -4392, 0, 0, 3624, 1632, 0, 0, -126, 0, -3126, 6120, 0, 636, -2562, 0, 5156, 0, 0, 6848, 3690, 0, 0, -4440, 0, 1328, 7032, 0, 4960, 1848, 0, -148, 0, 0, -3266, 204, 0, 0, 6624, 0, -2360, -12078, 0, -2250, -2430, 0, -4546, 0, 0, -4160, -1848, 0, 0, -9906, 0, -56, -30, 0, -6892, 2904, 0, 5556, 0, 0, 7680, -4200, 0, 0, -636, 0, 6558, -14658, 0, -894, -618, 0, -1422, 0, 0, -18624, -270, 0, 0, 9894, 0, 10992, 12690, 0, -3352, 4824, 0, -3900, 0, 0, 2192, -5928, 0, 0, 8784, 0, -9780, 13272, 0, 6498, -2406, 0, 10796, 0, 0, 13728, -7380, 0, 0, 23424, 0, 9960, -10650, 0, 6734, 2832, 0, 5118, 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-121914, 24144, 0, 156554, 0, 0, 21894, -4740, 0, 0, -72306, 0, 7240, 262632, 0, -170092, 33066, 0, -160410, 0, 0, 98752, 35634, 0, 0, 15600, 0, -24784, -136332, 0, -187276, -83016, 0, -159024, 0, 0, 5480, 37608, 0, 0], 'weight': 4, 'weight_parity': 1}
• mf_twists_nf •

  Column	Type
  conductor	integer
  degree	integer
  multiplicity	smallint
  order	integer
  parity	smallint
  self_twist_disc	integer
  source_char_orbit	smallint
  source_dim	integer
  source_hecke_orbit	integer
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_char_orbit	smallint
  target_dim	integer
  target_hecke_orbit	integer
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_char_orbit	smallint
  weight	smallint

  
  
  • id: 182023
    {'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '225.4.a.g', 'source_level': 225, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '15.4.a.b', 'target_level': 15, 'twist_class_label': '15.4.a.b', 'twist_class_level': 15, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 4}
  • id: 182024
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '225.4.a.g', 'source_level': 225, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '45.4.a.b', 'target_level': 45, 'twist_class_label': '15.4.a.b', 'twist_class_level': 15, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 4}
  • id: 182025
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '225.4.a.g', 'source_level': 225, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '75.4.a.a', 'target_level': 75, 'twist_class_label': '15.4.a.b', 'twist_class_level': 15, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 4}
  • id: 182026
    {'conductor': 15, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '225.4.a.g', 'source_level': 225, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '75.4.b.a', 'target_level': 75, 'twist_class_label': '15.4.a.b', 'twist_class_level': 15, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 4}
  • id: 182027
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '225.4.a.g', 'source_level': 225, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '225.4.a.g', 'target_level': 225, 'twist_class_label': '15.4.a.b', 'twist_class_level': 15, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 4}
  • id: 182028
    {'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '225.4.a.g', 'source_level': 225, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '225.4.b.d', 'target_level': 225, 'twist_class_label': '15.4.a.b', 'twist_class_level': 15, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 4}
  • id: 182029
    {'conductor': 60, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '225.4.a.g', 'source_level': 225, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '240.4.a.f', 'target_level': 240, 'twist_class_label': '15.4.a.b', 'twist_class_level': 15, 'twisting_char_label': '60.h', 'twisting_char_orbit': 8, 'weight': 4}
  • id: 182030
    {'conductor': 45, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '225.4.a.g', 'source_level': 225, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '405.4.e.d', 'target_level': 405, 'twist_class_label': '15.4.a.b', 'twist_class_level': 15, 'twisting_char_label': '45.h', 'twisting_char_orbit': 8, 'weight': 4}
  • id: 182031
    {'conductor': 45, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '225.4.a.g', 'source_level': 225, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 11, 'target_is_minimal': False, 'target_label': '405.4.e.k', 'target_level': 405, 'twist_class_label': '15.4.a.b', 'twist_class_level': 15, 'twisting_char_label': '45.j', 'twisting_char_orbit': 10, 'weight': 4}
  • id: 182032
    {'conductor': 20, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '225.4.a.g', 'source_level': 225, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 18, 'target_is_minimal': False, 'target_label': '720.4.a.r', 'target_level': 720, 'twist_class_label': '15.4.a.b', 'twist_class_level': 15, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 4}
  • id: 182033
    {'conductor': 105, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '225.4.a.g', 'source_level': 225, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '735.4.a.i', 'target_level': 735, 'twist_class_label': '15.4.a.b', 'twist_class_level': 15, 'twisting_char_label': '105.g', 'twisting_char_orbit': 7, 'weight': 4}
  • id: 182034
    {'conductor': 120, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '225.4.a.g', 'source_level': 225, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 12, 'target_is_minimal': False, 'target_label': '960.4.a.l', 'target_level': 960, 'twist_class_label': '15.4.a.b', 'twist_class_level': 15, 'twisting_char_label': '120.m', 'twisting_char_orbit': 13, 'weight': 4}
  • id: 182035
    {'conductor': 120, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '225.4.a.g', 'source_level': 225, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 35, 'target_is_minimal': False, 'target_label': '960.4.a.bi', 'target_level': 960, 'twist_class_label': '15.4.a.b', 'twist_class_level': 15, 'twisting_char_label': '120.i', 'twisting_char_orbit': 9, 'weight': 4}
  • id: 182036
    {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '225.4.a.g', 'source_level': 225, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 15, 'target_is_minimal': False, 'target_label': '1200.4.a.o', 'target_level': 1200, 'twist_class_label': '15.4.a.b', 'twist_class_level': 15, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 4}
  • id: 182037
    {'conductor': 60, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '225.4.a.g', 'source_level': 225, 'target_char_orbit': 6, 'target_dim': 2, 'target_hecke_orbit': 13, 'target_is_minimal': False, 'target_label': '1200.4.f.m', 'target_level': 1200, 'twist_class_label': '15.4.a.b', 'twist_class_level': 15, 'twisting_char_label': '60.l', 'twisting_char_orbit': 12, 'weight': 4}
  • id: 182038
    {'conductor': 165, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '225.4.a.g', 'source_level': 225, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '1815.4.a.a', 'target_level': 1815, 'twist_class_label': '15.4.a.b', 'twist_class_level': 15, 'twisting_char_label': '165.d', 'twisting_char_orbit': 4, 'weight': 4}
  • id: 182039
    {'conductor': 35, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '225.4.a.g', 'source_level': 225, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '2205.4.a.c', 'target_level': 2205, 'twist_class_label': '15.4.a.b', 'twist_class_level': 15, 'twisting_char_label': '35.c', 'twisting_char_orbit': 3, 'weight': 4}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 539050
    {'charpoly_factorization': [[[-3, 1], 1]], 'hecke_orbit_code': 27021597831332065, 'p': 2}
  • id: 539051
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 27021597831332065, 'p': 3}
  • id: 539052
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 27021597831332065, 'p': 5}
  • id: 539053
    {'charpoly_factorization': [[[20, 1], 1]], 'hecke_orbit_code': 27021597831332065, 'p': 7}
  • id: 539054
    {'charpoly_factorization': [[[-24, 1], 1]], 'hecke_orbit_code': 27021597831332065, 'p': 11}
  • id: 539055
    {'charpoly_factorization': [[[74, 1], 1]], 'hecke_orbit_code': 27021597831332065, 'p': 13}
  • id: 539056
    {'charpoly_factorization': [[[-54, 1], 1]], 'hecke_orbit_code': 27021597831332065, 'p': 17}
  • id: 539057
    {'charpoly_factorization': [[[124, 1], 1]], 'hecke_orbit_code': 27021597831332065, 'p': 19}
  • id: 539058
    {'charpoly_factorization': [[[120, 1], 1]], 'hecke_orbit_code': 27021597831332065, 'p': 23}
  • id: 539059
    {'charpoly_factorization': [[[-78, 1], 1]], 'hecke_orbit_code': 27021597831332065, 'p': 29}
  • id: 539060
    {'charpoly_factorization': [[[-200, 1], 1]], 'hecke_orbit_code': 27021597831332065, 'p': 31}
  • id: 539061
    {'charpoly_factorization': [[[-70, 1], 1]], 'hecke_orbit_code': 27021597831332065, 'p': 37}
  • id: 539062
    {'charpoly_factorization': [[[330, 1], 1]], 'hecke_orbit_code': 27021597831332065, 'p': 41}
  • id: 539063
    {'charpoly_factorization': [[[92, 1], 1]], 'hecke_orbit_code': 27021597831332065, 'p': 43}
  • id: 539064
    {'charpoly_factorization': [[[24, 1], 1]], 'hecke_orbit_code': 27021597831332065, 'p': 47}
  • id: 539065
    {'charpoly_factorization': [[[-450, 1], 1]], 'hecke_orbit_code': 27021597831332065, 'p': 53}
  • id: 539066
    {'charpoly_factorization': [[[24, 1], 1]], 'hecke_orbit_code': 27021597831332065, 'p': 59}
  • id: 539067
    {'charpoly_factorization': [[[322, 1], 1]], 'hecke_orbit_code': 27021597831332065, 'p': 61}
  • id: 539068
    {'charpoly_factorization': [[[-196, 1], 1]], 'hecke_orbit_code': 27021597831332065, 'p': 67}
  • id: 539069
    {'charpoly_factorization': [[[-288, 1], 1]], 'hecke_orbit_code': 27021597831332065, 'p': 71}
  • id: 539070
    {'charpoly_factorization': [[[-430, 1], 1]], 'hecke_orbit_code': 27021597831332065, 'p': 73}
  • id: 539071
    {'charpoly_factorization': [[[520, 1], 1]], 'hecke_orbit_code': 27021597831332065, 'p': 79}
  • id: 539072
    {'charpoly_factorization': [[[-156, 1], 1]], 'hecke_orbit_code': 27021597831332065, 'p': 83}
  • id: 539073
    {'charpoly_factorization': [[[1026, 1], 1]], 'hecke_orbit_code': 27021597831332065, 'p': 89}
  • id: 539074
    {'charpoly_factorization': [[[-286, 1], 1]], 'hecke_orbit_code': 27021597831332065, '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': 7, 'label': '225.4.a.g', 'level': 225, 'portrait': 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', 'weight': 4}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 46502929
    {'hecke_orbit_code': 27021597831332065, 'n': 1, 'trace_an': 1}
  • id: 46502930
    {'hecke_orbit_code': 27021597831332065, 'n': 2, 'trace_an': 3}
  • id: 46502931
    {'hecke_orbit_code': 27021597831332065, 'n': 3, 'trace_an': 0}
  • id: 46502932
    {'hecke_orbit_code': 27021597831332065, 'n': 4, 'trace_an': 1}
  • id: 46502933
    {'hecke_orbit_code': 27021597831332065, 'n': 5, 'trace_an': 0}
  • id: 46502934
    {'hecke_orbit_code': 27021597831332065, 'n': 6, 'trace_an': 0}
  • id: 46502935
    {'hecke_orbit_code': 27021597831332065, 'n': 7, 'trace_an': -20}
  • id: 46502936
    {'hecke_orbit_code': 27021597831332065, 'n': 8, 'trace_an': -21}
  • id: 46502937
    {'hecke_orbit_code': 27021597831332065, 'n': 9, 'trace_an': 0}
  • id: 46502938
    {'hecke_orbit_code': 27021597831332065, 'n': 10, 'trace_an': 0}
  • id: 46502939
    {'hecke_orbit_code': 27021597831332065, 'n': 11, 'trace_an': 24}
  • id: 46502940
    {'hecke_orbit_code': 27021597831332065, 'n': 12, 'trace_an': 0}
  • id: 46502941
    {'hecke_orbit_code': 27021597831332065, 'n': 13, 'trace_an': -74}
  • id: 46502942
    {'hecke_orbit_code': 27021597831332065, 'n': 14, 'trace_an': -60}
  • id: 46502943
    {'hecke_orbit_code': 27021597831332065, 'n': 15, 'trace_an': 0}
  • id: 46502944
    {'hecke_orbit_code': 27021597831332065, 'n': 16, 'trace_an': -71}
  • id: 46502945
    {'hecke_orbit_code': 27021597831332065, 'n': 17, 'trace_an': 54}
  • id: 46502946
    {'hecke_orbit_code': 27021597831332065, 'n': 18, 'trace_an': 0}
  • id: 46502947
    {'hecke_orbit_code': 27021597831332065, 'n': 19, 'trace_an': -124}
  • id: 46502948
    {'hecke_orbit_code': 27021597831332065, 'n': 20, 'trace_an': 0}
  • id: 46502949
    {'hecke_orbit_code': 27021597831332065, 'n': 21, 'trace_an': 0}
  • id: 46502950
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  • id: 46503145
    {'hecke_orbit_code': 27021597831332065, 'n': 729, 'trace_an': 0}
  • id: 46503146
    {'hecke_orbit_code': 27021597831332065, 'n': 733, 'trace_an': -18002}
  • id: 46503147
    {'hecke_orbit_code': 27021597831332065, 'n': 739, 'trace_an': 15284}
  • id: 46503148
    {'hecke_orbit_code': 27021597831332065, 'n': 743, 'trace_an': -18768}
  • id: 46503149
    {'hecke_orbit_code': 27021597831332065, 'n': 751, 'trace_an': 8696}
  • id: 46503150
    {'hecke_orbit_code': 27021597831332065, 'n': 757, 'trace_an': 38662}
  • id: 46503151
    {'hecke_orbit_code': 27021597831332065, 'n': 761, 'trace_an': -23874}
  • id: 46503152
    {'hecke_orbit_code': 27021597831332065, 'n': 769, 'trace_an': 23618}
  • id: 46503153
    {'hecke_orbit_code': 27021597831332065, 'n': 773, 'trace_an': 11538}
  • id: 46503154
    {'hecke_orbit_code': 27021597831332065, 'n': 787, 'trace_an': 14884}
  • id: 46503155
    {'hecke_orbit_code': 27021597831332065, 'n': 797, 'trace_an': -11334}
  • id: 46503156
    {'hecke_orbit_code': 27021597831332065, 'n': 809, 'trace_an': -44730}
  • id: 46503157
    {'hecke_orbit_code': 27021597831332065, 'n': 811, 'trace_an': -42748}
  • id: 46503158
    {'hecke_orbit_code': 27021597831332065, 'n': 821, 'trace_an': 31686}
  • id: 46503159
    {'hecke_orbit_code': 27021597831332065, 'n': 823, 'trace_an': -11036}
  • id: 46503160
    {'hecke_orbit_code': 27021597831332065, 'n': 827, 'trace_an': 25884}
  • id: 46503161
    {'hecke_orbit_code': 27021597831332065, 'n': 829, 'trace_an': 15950}
  • id: 46503162
    {'hecke_orbit_code': 27021597831332065, 'n': 839, 'trace_an': -13800}
  • id: 46503163
    {'hecke_orbit_code': 27021597831332065, 'n': 841, 'trace_an': -18305}
  • id: 46503164
    {'hecke_orbit_code': 27021597831332065, 'n': 853, 'trace_an': 27862}
  • id: 46503165
    {'hecke_orbit_code': 27021597831332065, 'n': 857, 'trace_an': -7314}
  • id: 46503166
    {'hecke_orbit_code': 27021597831332065, 'n': 859, 'trace_an': -28780}
  • id: 46503167
    {'hecke_orbit_code': 27021597831332065, 'n': 863, 'trace_an': -32688}
  • id: 46503168
    {'hecke_orbit_code': 27021597831332065, 'n': 877, 'trace_an': -36650}
  • id: 46503169
    {'hecke_orbit_code': 27021597831332065, 'n': 881, 'trace_an': 2646}
  • id: 46503170
    {'hecke_orbit_code': 27021597831332065, 'n': 883, 'trace_an': -10892}
  • id: 46503171
    {'hecke_orbit_code': 27021597831332065, 'n': 887, 'trace_an': -43464}
  • id: 46503172
    {'hecke_orbit_code': 27021597831332065, 'n': 907, 'trace_an': 14884}
  • id: 46503173
    {'hecke_orbit_code': 27021597831332065, 'n': 911, 'trace_an': 1248}
  • id: 46503174
    {'hecke_orbit_code': 27021597831332065, 'n': 919, 'trace_an': -6640}
  • id: 46503175
    {'hecke_orbit_code': 27021597831332065, 'n': 929, 'trace_an': -29946}
  • id: 46503176
    {'hecke_orbit_code': 27021597831332065, 'n': 937, 'trace_an': -45002}
  • id: 46503177
    {'hecke_orbit_code': 27021597831332065, 'n': 941, 'trace_an': -6090}
  • id: 46503178
    {'hecke_orbit_code': 27021597831332065, 'n': 947, 'trace_an': 56388}
  • id: 46503179
    {'hecke_orbit_code': 27021597831332065, 'n': 953, 'trace_an': 10854}
  • id: 46503180
    {'hecke_orbit_code': 27021597831332065, 'n': 961, 'trace_an': 10209}
  • id: 46503181
    {'hecke_orbit_code': 27021597831332065, 'n': 967, 'trace_an': 42316}
  • id: 46503182
    {'hecke_orbit_code': 27021597831332065, 'n': 971, 'trace_an': -24480}
  • id: 46503183
    {'hecke_orbit_code': 27021597831332065, 'n': 977, 'trace_an': -6906}
  • id: 46503184
    {'hecke_orbit_code': 27021597831332065, 'n': 983, 'trace_an': 6960}
  • id: 46503185
    {'hecke_orbit_code': 27021597831332065, 'n': 991, 'trace_an': 47792}
  • id: 46503186
    {'hecke_orbit_code': 27021597831332065, 'n': 997, 'trace_an': -9938}