Newform data - 1150.4.a.w

Formats: - HTML - YAML - JSON - 2026-08-18T05:12:13.968159

• 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': 18400, 'analytic_conductor': 67.8521965066017, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [5, -1], [23, -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': [1150, 1, [277, 51], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 6, 'field_disc': 18179751094965, 'field_disc_factorization': [[3, 2], [5, 1], [403994468777, 1]], 'field_poly': [-9774, 81, 2808, 94, -109, -1, 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': [[3, [-6900, -5544, 2441, 332, -99, -5, 1]], [7, [1951776, -839880, -270876, 34228, -471, -42, 1]]], 'hecke_orbit': 23, 'hecke_orbit_code': 99079191869260926, 'hecke_ring_generator_nbound': 11, 'hecke_ring_index': 4, 'hecke_ring_index_factorization': [[2, 2]], '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': '1150.4.a.w', 'level': 1150, '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': False, 'level_primes': [2, 5, 23], 'level_radical': 230, 'minimal_twist': '1150.4.a.w', 'prim_orbit_index': 1, 'qexp_display': 'q-2q^{2}+(1-\\beta _{1})q^{3}+4q^{4}+(-2+2\\beta _{1}+\\cdots)q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 6, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '1150.4.a', 'trace_display': [-12, 5, 0, 42], 'trace_hash': 601851655635976373, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.092', 'prec': 7}, {'__RealLiteral__': 0, 'data': '5.545', 'prec': 14}, {'__RealLiteral__': 0, 'data': '0.670', 'prec': 10}, {'__RealLiteral__': 0, 'data': '87.693', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.312', 'prec': 10}, {'__RealLiteral__': 0, 'data': '2144.590', 'prec': 24}], 'trace_zratio': 0, 'traces': [6, -12, 5, 24, 0, -10, 42, -48, 61, 0, -49, 20, 16, -84, 0, 96, 175, -122, -229, 0, 92, 98, 138, -40, 0, -32, 344, 168, -182, 0, 114, -192, 641, -350, 0, 244, 64, 458, -143, 0, 243, -184, 182, -196, 0, -276, 498, 80, 648, 0, -1031, 64, 1290, -688, 0, -336, -353, 364, -559, 0, -688, -228, 3656, 384, 0, -1282, -2069, 700, 115, 0, 584, -488, 2485, -128, 0, -916, -810, 286, -1432, 0, 34, -486, 2089, 368, 0, -364, 527, 392, -591, 0, -2864, 552, 4899, -996, 0, -160, -968, -1296, -142, 0, -151, 2062, 3250, -128, 0, -2580, 167, 1376, -320, 0, -3960, 672, 4737, 706, 0, -728, -2804, 1118, 2716, 0, -487, 1376, 4535, 456, 0, -7312, -826, -768, 3848, 0, -5074, 2564, 282, 4138, 0, 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372504, 597564, -710318, 0, 618396, -367544, -131628, -225096, 0, -105480, 88504, -83616, 659702, 0, 383117, 133560, -819914, -403436, 0, -156768, 224792, -461470, 565433, 0, -590142, -321192, -251418, 334864, 0, -149468, -30230, 76688, -848632, 0, -602768, 12336, -120120, 58484, 0, 151216, -114454, 247114, -199816, 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, 0, 0, 0, 0, 0], [-2, 0, 0, 0, 0, 0], [1, -1, 0, 0, 0, 0], [4, 0, 0, 0, 0, 0], [0, 0, 0, 0, 0, 0], [-2, 2, 0, 0, 0, 0], [7, 0, -1, 1, -1, -1], [-8, 0, 0, 0, 0, 0], [10, -2, -2, 1, -1, -1], [0, 0, 0, 0, 0, 0], [-7, -3, 1, -1, -2, 2], [4, -4, 0, 0, 0, 0], [3, 0, 0, -4, -2, 3], [-14, 0, 2, -2, 2, 2], [0, 0, 0, 0, 0, 0], [16, 0, 0, 0, 0, 0], [29, 6, 3, 2, -4, 5], [-20, 4, 4, -2, 2, 2], [-35, 3, 5, 1, -8, 4], [0, 0, 0, 0, 0, 0], [17, -23, -7, -2, 1, -4], [14, 6, -2, 2, 4, -4], [23, 0, 0, 0, 0, 0], [-8, 8, 0, 0, 0, 0], [0, 0, 0, 0, 0, 0], [-6, 0, 0, 8, 4, -6], [54, -9, -16, -1, -1, -8], [28, 0, -4, 4, -4, -4], [-28, 0, -8, 4, -7, -14], [0, 0, 0, 0, 0, 0], [19, -24, -5, 3, 0, 3], [-32, 0, 0, 0, 0, 0], [100, 7, 0, 10, 3, 9], [-58, -12, -6, -4, 8, -10], [0, 0, 0, 0, 0, 0], [40, -8, -8, 4, -4, -4], [15, 25, -1, 0, -3, -24], [70, -6, -10, -2, 16, -8], [-36, 6, 0, 17, 16, 9], [0, 0, 0, 0, 0, 0], [54, -11, 1, 1, -11, -23], [-34, 46, 14, 4, -2, 8], [46, -7, 20, 3, -8, -7], [-28, -12, 4, -4, -8, 8], [0, 0, 0, 0, 0, 0], [-46, 0, 0, 0, 0, 0], [71, -3, -12, -5, 0, 22], [16, -16, 0, 0, 0, 0], [93, -23, -36, -5, 18, -13], [0, 0, 0, 0, 0, 0], [-163, -30, 35, -8, 0, 45], [12, 0, 0, -16, -8, 12], [229, -23, -3, -8, -5, -26], [-108, 18, 32, 2, 2, 16], [0, 0, 0, 0, 0, 0], [-56, 0, 8, -8, 8, 8], [-70, 37, 32, 10, 15, 43], [56, 0, 16, -8, 14, 28], [-69, 22, 12, -9, -29, -32], [0, 0, 0, 0, 0, 0], [-111, -7, 41, 10, 13, 36], [-38, 48, 10, -6, 0, -6], [597, -78, -63, -1, 17, -35], [64, 0, 0, 0, 0, 0], [0, 0, 0, 0, 0, 0], [-200, -14, 0, -20, -6, -18], [-321, -2, 27, 18, 10, -49], [116, 24, 12, 8, -16, 20], [23, -23, 0, 0, 0, 0], [0, 0, 0, 0, 0, 0], [78, -14, -31, -17, 31, -4], [-80, 16, 16, -8, 8, 8], [416, -11, 18, -4, -10, 39], [-30, -50, 2, 0, 6, 48], [0, 0, 0, 0, 0, 0], [-140, 12, 20, 4, -32, 16], [-115, -56, 11, -43, -7, 13], [72, -12, 0, -34, -32, -18], [-239, -20, 49, -7, 3, 85], [0, 0, 0, 0, 0, 0], [4, -128, -62, -20, 41, -55], [-108, 22, -2, -2, 22, 46], [351, -21, 43, 49, 12, 30], [68, -92, -28, -8, 4, -16], [0, 0, 0, 0, 0, 0], [-92, 14, -40, -6, 16, 14], [76, -70, -71, 4, 33, -71], [56, 24, -8, 8, 16, -16], [-93, -70, -31, -42, -18, 11], [0, 0, 0, 0, 0, 0], [-420, 3, 36, -17, -98, -13], [92, 0, 0, 0, 0, 0], [819, -101, -64, 4, -42, -13], [-142, 6, 24, 10, 0, -44], [0, 0, 0, 0, 0, 0], [-32, 32, 0, 0, 0, 0], [-191, -115, -23, -2, 39, 74], [-186, 46, 72, 10, -36, 26], [-2, -59, 18, -35, -6, 15], [0, 0, 0, 0, 0, 0]], 'ap': [[-2, 0, 0, 0, 0, 0], [1, -1, 0, 0, 0, 0], [0, 0, 0, 0, 0, 0], [7, 0, -1, 1, -1, -1], [-7, -3, 1, -1, -2, 2], [3, 0, 0, -4, -2, 3], [29, 6, 3, 2, -4, 5], [-35, 3, 5, 1, -8, 4], [23, 0, 0, 0, 0, 0], [-28, 0, -8, 4, -7, -14], [19, -24, -5, 3, 0, 3], [15, 25, -1, 0, -3, -24], [54, -11, 1, 1, -11, -23], [46, -7, 20, 3, -8, -7], [71, -3, -12, -5, 0, 22], [229, -23, -3, -8, -5, -26], [-69, 22, 12, -9, -29, -32], [-111, -7, 41, 10, 13, 36], [-321, -2, 27, 18, 10, -49], [78, -14, -31, -17, 31, -4], [416, -11, 18, -4, -10, 39], [-239, -20, 49, 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[50230, 9365, 6545, -7239, -1222, 11118], [52414, -3390, 3288, 4686, -996, 5528], [-7050, 9064, 4638, -2522, 11384, 388], [203, -732, -1687, -4346, -6366, 4063], [-129405, -813, -4704, -1288, 5427, -2939], [37006, -2603, 5699, -457, 5426, 15783], [26605, 5622, 2245, -4754, 1942, -2331], [-67596, 12980, -6528, -1144, -1016, -4576], [21567, 7772, 6355, 7772, 1924, -6983], [17229, -4280, 9469, -5915, 217, -2347], [-40596, 6985, -6854, 5788, 5237, -12967], [85589, 14259, 2775, 1029, 1466, 122], [-44726, 7240, 3512, -3920, -2240, -7032], [-70744, 4760, -10379, 725, 580, -6102], [21451, -5684, -3888, -637, -8677, 3829], [-27951, 1626, 2789, -5711, -8079, 4157], [69495, 4880, 11481, -2800, -9552, 4315], [39788, 9668, 7743, 4399, 2149, 1364], [-24918, 19073, -6788, 2613, -447, -10291], [-84010, -14410, 5904, 3732, -2988, 7512], [-61419, -2222, 7258, -10264, 1683, 22181], [42138, -4123, -7398, -1689, -496, -1977], [50066, 30598, 5741, -1123, -369, -7501], [-56771, -1828, 7180, 313, 3433, -8121], [8751, 9274, 1008, 288, 1324, -10691], [10041, -805, -5887, 8121, -3236, 5814], [18440, 2557, 720, -8053, 2954, 12543], [-10534, -13551, 3720, -4092, 3337, -2189], [-24818, -4746, -3706, 4840, -4965, -1798], [147407, 9033, 7141, 3048, -9193, 4406], [125053, 10560, -1338, -6077, 53, 9156], [16219, -8478, -5549, -2250, 266, 11155], [-107569, 5232, -137, 6003, 4365, 7887], [-24242, 7874, -5754, 5300, 7014, -5392], [5752, 6154, 2760, 9142, 1456, -4432], [-53635, -14520, 2874, -7709, 5745, 21700], [-57618, -10264, -1859, -2105, 9907, -6959], [-89655, 6025, -1278, -1676, 2951, -8530], [65533, -6414, 6050, -880, 5276, -2901], [-15554, -27617, -820, 8123, -1064, -9571], [104683, -3164, -8168, -5904, -5424, 13508], [62479, -5233, -4446, 9570, -5998, 1282], [-25683, -7122, -5259, -947, -12660, -14053]], 'char_orbit_index': 1, 'field_poly': [-9774, 81, 2808, 94, -109, -1, 1], 'hecke_orbit_code': 99079191869260926, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 39393, 39393, 4377, 39393], 'hecke_ring_inverse_denominators': [1, 1, 1, 1, 1, 1], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0, 0, 0], [0, 1, 0, 0, 0, 0], [36, 0, -2, 1, -1, -1], [1, 60, 10, 4, -2, 5], [2059, -46, -172, 71, -42, -110], [-1432, 3848, 971, 287, -58, 646]], 'hecke_ring_numerators': [[1, 0, 0, 0, 0, 0], [0, 1, 0, 0, 0, 0], [418401, -281946, -20168, 11996, 65, -113], [-298611, -157242, -29978, -3988, 749, 112], [70518, 15054, -7409, -1195, 107, 16], [-351927, 271164, 37646, -17225, -344, 194]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 6, 'label': '1150.4.a.w', 'level': 1150, 'maxp': 2999, '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': [12, 11, 13, 15, 13, 14, 14, 12], 'ALdims_eis_new': [0, 0, 0, 0, 0, 0, 0, 0], 'ALdims_eis_old': [3, 3, 3, 3, 3, 3, 3, 3], 'ALdims_old': [60, 49, 48, 56, 56, 49, 48, 58], 'Nk2': 18400, 'analytic_conductor': 67.8521965066017, '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': [1150, 1, [277, 51], [1, 1]], 'conrey_index': 1, 'cusp_dim': 528, 'dim': 104, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 7], 'hecke_orbit_code': 67110014, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 3, 4, 4, 4, 5, 5, 5, 5, 5, 5, 6, 6, 7, 7, 9, 9], 'label': '1150.4.a', 'level': 1150, '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': False, 'level_primes': [2, 5, 23], 'level_radical': 230, 'mf_dim': 552, 'mf_new_dim': 104, 'num_forms': 28, 'plus_dim': 55, 'prim_orbit_index': 1, 'relative_dim': 104, 'sturm_bound': 720, 'trace_bound': 3, 'trace_display': [4, -8, 0, -16], 'traces': [104, 4, -8, 416, 0, -32, -16, 16, 864, 0, -66, -32, -36, 40, 0, 1664, -96, 52, 182, 0, 380, 148, 0, -128, 0, 248, -428, -64, 256, 0, 76, 64, -716, 120, 0, 3456, -494, -484, -396, 0, -604, 64, -366, -264, 0, -92, -452, -128, 3344, 0, 1808, -144, 182, 568, 0, 160, -256, -64, 384, 0, -3098, 1136, 748, 6656, 0, 1016, -2006, -384, -276, 0, 2028, 208, 1040, -1460, 0, 728, 1496, 2800, -1308, 0, 9176, -656, 1090, 1520, 0, -980, 6212, 592, 44, 0, -2124, 0, 1828, -1328, 0, -512, 464, -28, -3746, 0, 1072, -1232, -2140, 992, 0, -3524, 8614, -1712, -1866, 0, -2540, -256, 44, -6632, 0, 1024, 2688, 4064, 216, 0, 14872, 2204, 3740, 304, 0, -328, 4548, 256, -9136, 0, -9652, -2864, -5328, 1772, 0, 480, -252, 552, -7024, 0, -2204, -288, 3968, 13824, 0, -7736, 1504, -1976, 6266, 0, -1108, -1936, -8092, 11136, 0, -1584, -5562, -3112, 5320, 0, 184, -4284, -2792, -2416, 0, 5836, 6768, 256, 26012, 0, 930, -1464, -2284, -2320, 0, -1056, 1264, -1304, -13164, 0, -3758, 2128, -17736, -368, 0, -6432, -14468, -1808, 14740, 0, 9200, -512, -8516, -22368, 0, 13376, 7768, 7476, -12744, 0, 1744, 6824, -812, 7232, 0, -1040, 5152, -576, 3168, 0, 10804, 728, -15004, -6180, 0, 2272, -13900, -2228, -9800, 0, 3436, 17152, -2512, 640, 0, 15104, -8042, -1024, 3814, 0, 24176, -256, 10380, 9080, 0, 1536, 11376, -2272, 28828, 0, -6124, 7468, 5556, -12392, 0, -16856, -19284, 4544, 44256, 0, -110, 2992, -1702, 15264, 0, 26624, 976, -4512, -47632, 0, 39052, -13472, 8056, 4064, 0, 14672, -6560, -8024, -27432, 0, -39056, -1536, 29796, 9944, 0, -1104, -5288, -2208, 27304, 0, 2468, 15344, -9458, 8112, 0, -12616, -21924, 832, 35700, 0, -19292, 4160, 21942, -41920, 0, -5840, -5300, -5836, -4232, 0, -43040, -18144, -4096, 2912, 0, 4304, 5636, 5984, 19612, 0, 15004, 11200, -17820, -26084, 0, -5232, 21300, 4784, -25320, 0, -10628, 1288, 28308, 36704, 0, 36352, 20200, -2624, -19652, 0, -23024, 4360, 39494, 288, 0, 6080, 30664, 3932, 53784, 0, 27812, -9220, 13912, -3920, 0, -43152, 9692, 24848, -34360, 0, -22476, 2368, -1044, 6784, 0, 176, 77368, -18504, 30468, 0, 58080, -16724, 44240, -8496, 0, 23312, -25848, 0, 46140, 0, 109528, 7312, -11462, -33056, 0, -5312, 8548, 13904, -44994, 0, 91212, -20920, -38768, -2048, 0, -32832, -12934, 1856, 82566, 0, 2760, -112, 64772, -9520, 0, -14984, 17084, -29528, 27528, 0, -49308, 32416, -47740, 4288, 0, -54384, 26144, -4928, -54384, 0, -64004, -8560, 3928, -4140, 0, 3968, -26236, -23000, -70154, 0, 19294, -29872, -40576, -14096, 0, 39792, -51728, 34456, -99556, 0, -30212, -6848, -37056, 13152, 0, -7464, 5474, -5248, -61500, 0, 43328, 10880, -47528, -10160, 0, -10864, -16624, -1024, -58728, 0, 20916, 176, -43476, 71260, 0, -26528, -34296, -31140, 43968, 0, -104480, -56512, 31888, 4096, 0, 9320, 15758, 10752, 49104, 0, 20496, 16256, 22868, -27344, 0, 864, -50594, -16752, 23612, 0, 9568, -4016, 644, 59488, 0, -30456, -19364, 8816, -15832, 0, -105432, 14960, -27156, -7144, 0, 1216, -49812, -1024, 57400, 0, -88736, -31012, 57324, -1312, 0, -7084, -78364, 18192, 16856, 0, -130540, 1024, -60760, -58784, 0, -36544, -23108, -74272, 67792, 0, 37576, 37616, -25038, -38608, 0, -112, -56596, -11456, 55016, 0, -60648, -21312, 10156, -116568, 0, 7088, -46380, 31120, -41002, 0, 99752, 14368, 75908, 1920, 0, -10176, -28676, -1008, -160098, 0, 17428, 2208, 102440, 10400, 0, -28096, 86666, 31200, -33180, 0, -108924, -1816, 27610, -8816, 0, -90476, 58888, -1152, 8244, 0, 28454, 15872, -45492, 23280, 0, 55296, -39848, 93836, -88216, 0, -10096, 16400, -45736, -30944, 0, -54260, 79092, 6016, -139320, 0, -36964, -7904, 56956, 48904, 0, 25064, -79844, 14536, -60792, 0, -11540, 22224, 18166, -4432, 0, -32752, 85920, -7744, 3700, 0, -39516, -32368, -70522, -83104, 0, 44544, 15960, -15760, -2202, 0, -12144, 3664, 94136, -6336, 0, 8848, 143744, -22248, 97844, 0, -86888, -12448, -100056, 17504, 0, 21280, 116604, -45960, -111904, 0, -204036, 28096, -105514, 736, 0, -89376, -136300, -17136, -42064, 0, 233620, -11168, -41972, 127168, 0, -9664, -60308, 135520, 102258, 0, 25702, -20000, -101100, 23344, 0, 155212, -11132, 27072, 55056, 0, 40512, 1024, -82920, 13168, 0, 104048, 18358, -63936, -112440, 0, -129908, 18848, 19620, 3720, 0, 90464, -40312, -5856, 64636, 0, -50212, -9136, 119896, 14368, 0, -9280, 96956, 44480, 59444, 0, -130550, 85152, 132056, -4224, 0, 32744, 51064, 5056, -175546, 0, -181164, -5216, 17112, 153008, 0, -52656, 27676, 36328, -27576, 0, -27512, 33100, -86876, -15032, 0, 82584, -41920, 8512, 135336, 0, 49012, -70944, 206746, 156648, 0, -1472, -115932, 105328, 50216, 0, -60928, -9280, -37908, -25728, 0, 113756, 20990, -57872, -146104, 0, -49832, -7232, -43052, -164192, 0, 58960, 46198, -88932, 33580, 0, 16512, -34592, -40104, 36800, 0, -12048, -52512, -2048, -14524, 0, 154308, -34064, 43218, 56124, 0, -89472, -88752, 27868, 18592, 0, 306876, 4048, 302980, 53504, 0, 65824, 43586, 31072, -44584, 0, 54288, 29904, 13908, -41736, 0, -50976, 17674, -20848, 115996, 0, 151840, 43136, 49768, 6976, 0, 9344, -120596, 27296, -81344, 0, 101940, -3248, -190080, 10336, 0, 28928, 103252, -71304, -76464, 0, 210480, 34384, 221164, -4160, 0, -73664, 38102, 20608, -9916, 0, -142956, -2304, 41856, 29112, 0, 12672, 76748, -11988, 258916, 0, 82028, -56300, -176732, 43216, 0, 336, 98408, 2912, 159920, 0, -598, -60016, 218944, -104176, 0, -24720, 67628, -124176, 83076, 0, 429380, 43000, -213868, 9088, 0, -53080, 30376, -55600, 67456, 0, -160280, -8912, -305996, 1196, 0, -39200, -38716, -51136, 5160, 0, 370284, -4748, -79104, 13744, 0, 163744, 2244, 68608, -19444, 0, 264470, -10048, -261168, 67616, 0, 2560, -10488, 152592, 111708, 0, -150124, -71752, -296056, 60416, 0, -48112, -23742, -32168, 183760, 0, 196420, -4096, -30108, -17256, 0, 15256, -255548, -202144, -21592, 0, -648476, -61008, -24316, 96704, 0, -64000, -32176, -1024, 32184, 0, -116594, 41520, 6284, -261564, 0, 36320, 45148, 144960, 35912, 0, 83238, 49104, 30084, 6144, 0, -139176, 41312, 45504, 133412, 0, 331680, -9088, -60132, -308660, 0, 115312, 33820, -59584, 222304, 0, -41852, -79528, 532134, -24496, 0, -34592, -135220, 29872, -173100, 0, -142190, 22224, -226300, -127408, 0, -49568, -131808, -216992, -29952, 0, 110262, 15192, -21148, -67424, 0, -161296, 205796, -77136, -7774, 0, -380128, 18176, -15380, 90720, 0, 177024, 76076, 37768, -48372, 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: 657337
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 6, 'source_hecke_orbit': 23, 'source_is_minimal': True, 'source_label': '1150.4.a.w', 'source_level': 1150, 'target_char_orbit': 1, 'target_dim': 6, 'target_hecke_orbit': 23, 'target_is_minimal': True, 'target_label': '1150.4.a.w', 'target_level': 1150, 'twist_class_label': '1150.4.a.w', 'twist_class_level': 1150, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 4}
  • id: 657338
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 6, 'source_hecke_orbit': 23, 'source_is_minimal': True, 'source_label': '1150.4.a.w', 'source_level': 1150, 'target_char_orbit': 1, 'target_dim': 6, 'target_hecke_orbit': 24, 'target_is_minimal': True, 'target_label': '1150.4.a.x', 'target_level': 1150, 'twist_class_label': '1150.4.a.w', 'twist_class_level': 1150, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 4}
  • id: 657339
    {'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 6, 'source_hecke_orbit': 23, 'source_is_minimal': True, 'source_label': '1150.4.a.w', 'source_level': 1150, 'target_char_orbit': 2, 'target_dim': 12, 'target_hecke_orbit': 19, 'target_is_minimal': False, 'target_label': '1150.4.b.s', 'target_level': 1150, 'twist_class_label': '1150.4.a.w', 'twist_class_level': 1150, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 4}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 1721425
    {'charpoly_factorization': [[[2, 1], 6]], 'hecke_orbit_code': 99079191869260926, 'p': 2}
  • id: 1721426
    {'charpoly_factorization': [[[-6900, -5544, 2441, 332, -99, -5, 1], 1]], 'hecke_orbit_code': 99079191869260926, 'p': 3}
  • id: 1721427
    {'charpoly_factorization': [[[0, 1], 6]], 'hecke_orbit_code': 99079191869260926, 'p': 5}
  • id: 1721428
    {'charpoly_factorization': [[[1951776, -839880, -270876, 34228, -471, -42, 1], 1]], 'hecke_orbit_code': 99079191869260926, 'p': 7}
  • id: 1721429
    {'charpoly_factorization': [[[-17113032, 10318356, 367008, -70185, -2549, 49, 1], 1]], 'hecke_orbit_code': 99079191869260926, 'p': 11}
  • id: 1721430
    {'charpoly_factorization': [[[-6485194206, -105747525, 26279505, 159235, -11446, -16, 1], 1]], 'hecke_orbit_code': 99079191869260926, 'p': 13}
  • id: 1721431
    {'charpoly_factorization': [[[-39615096960, -2782306560, 341016, 1333396, -2788, -175, 1], 1]], 'hecke_orbit_code': 99079191869260926, 'p': 17}
  • id: 1721432
    {'charpoly_factorization': [[[315942692928, 10748082832, -69139700, -3154577, -3953, 229, 1], 1]], 'hecke_orbit_code': 99079191869260926, 'p': 19}
  • id: 1721433
    {'charpoly_factorization': [[[-23, 1], 6]], 'hecke_orbit_code': 99079191869260926, 'p': 23}
  • id: 1721434
    {'charpoly_factorization': [[[194358059568, 25471313811, 663039835, -7336531, -55314, 182, 1], 1]], 'hecke_orbit_code': 99079191869260926, 'p': 29}
  • id: 1721435
    {'charpoly_factorization': [[[1219003806240, 71701658388, 1140711064, 887685, -71603, -114, 1], 1]], 'hecke_orbit_code': 99079191869260926, 'p': 31}
  • id: 1721436
    {'charpoly_factorization': [[[-6510888786112, 61871694112, 4323049408, 16356696, -174808, -64, 1], 1]], 'hecke_orbit_code': 99079191869260926, 'p': 37}
  • id: 1721437
    {'charpoly_factorization': [[[-190890178116489, -1025126522394, 11802908692, 32627565, -196172, -243, 1], 1]], 'hecke_orbit_code': 99079191869260926, 'p': 41}
  • id: 1721438
    {'charpoly_factorization': [[[-8699897931040, 455840779736, 7075544956, -6619140, -216331, -182, 1], 1]], 'hecke_orbit_code': 99079191869260926, 'p': 43}
  • id: 1721439
    {'charpoly_factorization': [[[-126686028693600, 3237857850840, -30629691150, 122642119, -113319, -498, 1], 1]], 'hecke_orbit_code': 99079191869260926, 'p': 47}
  • id: 1721440
    {'charpoly_factorization': [[[309174347367936, 2749802494464, -55862510976, 124240968, 346956, -1290, 1], 1]], 'hecke_orbit_code': 99079191869260926, 'p': 53}
  • id: 1721441
    {'charpoly_factorization': [[[9864878183774352, 80991797696908, 87228436624, -447934979, -727265, 559, 1], 1]], 'hecke_orbit_code': 99079191869260926, 'p': 59}
  • id: 1721442
    {'charpoly_factorization': [[[-388743615564288, 1837412399008, 103630299568, -326850152, -655904, 688, 1], 1]], 'hecke_orbit_code': 99079191869260926, 'p': 61}
  • id: 1721443
    {'charpoly_factorization': [[[-71924841434050560, -570000521521152, -1595816567232, -1579805904, 596188, 2069, 1], 1]], 'hecke_orbit_code': 99079191869260926, 'p': 67}
  • id: 1721444
    {'charpoly_factorization': [[[-1081098694267920, -1582670427004, 68216679908, 123811397, -502775, -584, 1], 1]], 'hecke_orbit_code': 99079191869260926, 'p': 71}
  • id: 1721445
    {'charpoly_factorization': [[[930500741801387, -22762338865370, 212465685376, -965995617, 2240324, -2485, 1], 1]], 'hecke_orbit_code': 99079191869260926, 'p': 73}
  • id: 1721446
    {'charpoly_factorization': [[[31243372649658576, -14322002926800, -843096774580, -2040420250, -849339, 1432, 1], 1]], 'hecke_orbit_code': 99079191869260926, 'p': 79}
  • id: 1721447
    {'charpoly_factorization': [[[-57645938321892864, -654315204151552, -240610157816, 2739019769, -624761, -2089, 1], 1]], 'hecke_orbit_code': 99079191869260926, 'p': 83}
  • id: 1721448
    {'charpoly_factorization': [[[-13806602527720032, -134351110887408, 695175230232, -152150040, -1748184, 591, 1], 1]], 'hecke_orbit_code': 99079191869260926, 'p': 89}
  • id: 1721449
    {'charpoly_factorization': [[[-40612424875635456, -707970183303104, 2473056636368, -885428504, -2743676, 968, 1], 1]], 'hecke_orbit_code': 99079191869260926, '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': 23, 'label': '1150.4.a.w', 'level': 1150, 'portrait': 'data:image/png;base64,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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: 65746117
    {'hecke_orbit_code': 99079191869260926, 'n': 1, 'trace_an': 6}
  • id: 65746118
    {'hecke_orbit_code': 99079191869260926, 'n': 2, 'trace_an': -12}
  • id: 65746119
    {'hecke_orbit_code': 99079191869260926, 'n': 3, 'trace_an': 5}
  • id: 65746120
    {'hecke_orbit_code': 99079191869260926, 'n': 4, 'trace_an': 24}
  • id: 65746121
    {'hecke_orbit_code': 99079191869260926, 'n': 5, 'trace_an': 0}
  • id: 65746122
    {'hecke_orbit_code': 99079191869260926, 'n': 6, 'trace_an': -10}
  • id: 65746123
    {'hecke_orbit_code': 99079191869260926, 'n': 7, 'trace_an': 42}
  • id: 65746124
    {'hecke_orbit_code': 99079191869260926, 'n': 8, 'trace_an': -48}
  • id: 65746125
    {'hecke_orbit_code': 99079191869260926, 'n': 9, 'trace_an': 61}
  • id: 65746126
    {'hecke_orbit_code': 99079191869260926, 'n': 10, 'trace_an': 0}
  • id: 65746127
    {'hecke_orbit_code': 99079191869260926, 'n': 11, 'trace_an': -49}
  • id: 65746128
    {'hecke_orbit_code': 99079191869260926, 'n': 12, 'trace_an': 20}
  • id: 65746129
    {'hecke_orbit_code': 99079191869260926, 'n': 13, 'trace_an': 16}
  • id: 65746130
    {'hecke_orbit_code': 99079191869260926, 'n': 14, 'trace_an': -84}
  • id: 65746131
    {'hecke_orbit_code': 99079191869260926, 'n': 15, 'trace_an': 0}
  • id: 65746132
    {'hecke_orbit_code': 99079191869260926, 'n': 16, 'trace_an': 96}
  • id: 65746133
    {'hecke_orbit_code': 99079191869260926, 'n': 17, 'trace_an': 175}
  • id: 65746134
    {'hecke_orbit_code': 99079191869260926, 'n': 18, 'trace_an': -122}
  • id: 65746135
    {'hecke_orbit_code': 99079191869260926, 'n': 19, 'trace_an': -229}
  • id: 65746136
    {'hecke_orbit_code': 99079191869260926, 'n': 20, 'trace_an': 0}
  • id: 65746137
    {'hecke_orbit_code': 99079191869260926, 'n': 21, 'trace_an': 92}
  • id: 65746138
    {'hecke_orbit_code': 99079191869260926, 'n': 22, 'trace_an': 98}
  • id: 65746139
    {'hecke_orbit_code': 99079191869260926, 'n': 23, 'trace_an': 138}
  • id: 65746140
    {'hecke_orbit_code': 99079191869260926, 'n': 24, 'trace_an': -40}
  • id: 65746141
    {'hecke_orbit_code': 99079191869260926, 'n': 25, 'trace_an': 0}
  • id: 65746142
    {'hecke_orbit_code': 99079191869260926, 'n': 26, 'trace_an': -32}
  • id: 65746143
    {'hecke_orbit_code': 99079191869260926, 'n': 27, 'trace_an': 344}
  • id: 65746144
    {'hecke_orbit_code': 99079191869260926, 'n': 28, 'trace_an': 168}
  • id: 65746145
    {'hecke_orbit_code': 99079191869260926, 'n': 29, 'trace_an': -182}
  • id: 65746146
    {'hecke_orbit_code': 99079191869260926, 'n': 30, 'trace_an': 0}
  • id: 65746147
    {'hecke_orbit_code': 99079191869260926, 'n': 31, 'trace_an': 114}
  • id: 65746148
    {'hecke_orbit_code': 99079191869260926, 'n': 32, 'trace_an': -192}
  • id: 65746149
    {'hecke_orbit_code': 99079191869260926, 'n': 33, 'trace_an': 641}
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