Newform data - 850.4.a.s

Formats: - HTML - YAML - JSON - 2025-09-29T00:56:31.537862

• 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': 13600, 'analytic_conductor': 50.151623504879524, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [5, -1], [17, -1]], 'atkin_lehner_string': '---', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [850, 1, [477, 751], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 5, 'field_disc': 21248002256, 'field_disc_factorization': [[2, 4], [13, 2], [7857989, 1]], 'field_poly': [-317, 349, 50, -42, -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, [-118, 936, -230, -72, 5, 1]], [7, [438464, -18846, -9946, -284, 26, 1]]], 'hecke_orbit': 19, 'hecke_orbit_code': 81064793359778642, 'hecke_ring_generator_nbound': 7, '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': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '850.4.a.s', 'level': 850, '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, 17], 'level_radical': 170, 'minimal_twist': '170.4.c.a', 'prim_orbit_index': 1, 'qexp_display': 'q+2q^{2}+(-1-\\beta _{2})q^{3}+4q^{4}+(-2+\\cdots)q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 5, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '850.4.a', 'trace_display': [10, -5, 0, -26], 'trace_hash': 309892791051501622, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.558', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '60.596', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1302.876', 'prec': 27}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [5, 10, -5, 20, 0, -10, -26, 40, 34, 0, -104, -20, -79, -52, 0, 80, 85, 68, -9, 0, -260, -208, 28, -40, 0, -158, -245, -104, -429, 0, -109, 160, 224, 170, 0, 136, -564, -18, -745, 0, -790, -520, -138, -416, 0, 56, -225, -80, -471, 0, -85, -316, 429, -490, 0, -208, -999, -858, -1289, 0, -609, -218, 416, 320, 0, 448, -272, 340, -132, 0, -91, 272, -461, -1128, 0, -36, -118, -1490, -372, 0, -195, -1580, 530, -1040, 0, -276, 1197, -832, -2465, 0, 278, 112, -2493, -450, 0, -160, -2773, -942, -5008, 0, -2232, -170, -1194, -632, 0, 858, -148, -980, -3813, 0, -1220, -416, 1065, -1998, 0, -1716, -592, -2578, -442, 0, 1765, -1218, 6872, -436, 0, 832, 4861, 640, -1858, 0, -1086, 896, 2596, 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-133788, 187268, 24712, -49277, 0, -484808, -28288, -241672, -618764, 0, -166672, 664964, -441720, -524786, 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], [2, 0, 0, 0, 0], [-1, 0, -1, 0, 0], [4, 0, 0, 0, 0], [0, 0, 0, 0, 0], [-2, 0, -2, 0, 0], [-5, -1, 2, -1, 0], [8, 0, 0, 0, 0], [8, -4, 1, 1, -2], [0, 0, 0, 0, 0], [-22, 3, 0, 0, 3], [-4, 0, -4, 0, 0], [-17, 5, 5, 2, 1], [-10, -2, 4, -2, 0], [0, 0, 0, 0, 0], [16, 0, 0, 0, 0], [17, 0, 0, 0, 0], [16, -8, 2, 2, -4], [-4, 14, 9, -4, -3], [0, 0, 0, 0, 0], [-57, 20, 6, 1, 5], [-44, 6, 0, 0, 6], [7, -2, -4, 10, -5], [-8, 0, -8, 0, 0], [0, 0, 0, 0, 0], [-34, 10, 10, 4, 2], [-54, 25, -1, 3, 0], [-20, -4, 8, -4, 0], [-82, -16, -7, 0, -3], [0, 0, 0, 0, 0], [-14, -42, 13, -5, 3], [32, 0, 0, 0, 0], [49, -27, 46, -6, 6], [34, 0, 0, 0, 0], [0, 0, 0, 0, 0], [32, -16, 4, 4, -8], [-108, -26, 14, -16, 2], [-8, 28, 18, -8, -6], [-146, -23, 25, -15, 8], [0, 0, 0, 0, 0], [-158, 5, -42, 13, -5], [-114, 40, 12, 2, 10], [-29, 7, 10, 8, 0], [-88, 12, 0, 0, 12], [0, 0, 0, 0, 0], [14, -4, -8, 20, -10], [-29, -73, 3, 10, -7], [-16, 0, -16, 0, 0], [-88, -20, -12, 9, -11], [0, 0, 0, 0, 0], [-17, 0, -17, 0, 0], [-68, 20, 20, 8, 4], [72, 74, 3, 0, -5], [-108, 50, -2, 6, 0], [0, 0, 0, 0, 0], [-40, -8, 16, -8, 0], [-200, 6, 5, -12, -5], [-164, -32, -14, 0, -6], [-268, 52, -23, 26, -1], [0, 0, 0, 0, 0], [-138, 89, -45, -37, -8], [-28, -84, 26, -10, 6], [97, -76, 56, -6, 7], [64, 0, 0, 0, 0], [0, 0, 0, 0, 0], [98, -54, 92, -12, 12], [-57, 33, 100, -32, -20], [68, 0, 0, 0, 0], [-11, -56, -64, -9, -21], [0, 0, 0, 0, 0], [-14, -11, -55, 4, -10], [64, -32, 8, 8, -16], [-102, 13, 37, -13, 36], [-216, -52, 28, -32, 4], [0, 0, 0, 0, 0], [-16, 56, 36, -16, -12], [-31, 67, -110, 22, -30], [-292, -46, 50, -30, 16], [-82, 40, -58, 63, -2], [0, 0, 0, 0, 0], [-36, -42, 46, -57, 27], [-316, 10, -84, 26, -10], [123, -75, -64, -20, -10], [-228, 80, 24, 4, 20], [0, 0, 0, 0, 0], [-58, 14, 20, 16, 0], [228, 64, 45, 26, -7], [-176, 24, 0, 0, 24], [-465, -164, -17, -5, 24], [0, 0, 0, 0, 0], [78, -85, -136, 5, -27], [28, -8, -16, 40, -20], [-571, 285, 3, 36, 77], [-58, -146, 6, 20, -14], [0, 0, 0, 0, 0], [-32, 0, -32, 0, 0], [-540, -76, -51, 24, 3], [-176, -40, -24, 18, -22], [-1064, 256, -22, -13, 56], [0, 0, 0, 0, 0]], 'ap': [[2, 0, 0, 0, 0], [-1, 0, -1, 0, 0], [0, 0, 0, 0, 0], [-5, -1, 2, -1, 0], [-22, 3, 0, 0, 3], [-17, 5, 5, 2, 1], [17, 0, 0, 0, 0], [-4, 14, 9, -4, -3], [7, -2, -4, 10, -5], [-82, -16, -7, 0, -3], [-14, -42, 13, -5, 3], [-108, -26, 14, -16, 2], [-158, 5, -42, 13, -5], [-29, 7, 10, 8, 0], [-29, -73, 3, 10, -7], [72, 74, 3, 0, -5], [-268, 52, -23, 26, -1], [-138, 89, -45, -37, -8], [-57, 33, 100, -32, -20], [-14, -11, -55, 4, -10], [-102, 13, 37, -13, 36], [-82, 40, -58, 63, -2], [123, -75, -64, -20, -10], [-465, -164, -17, -5, 24], [-540, -76, -51, 24, 3], [-437, -100, 36, -13, 53], [-251, 117, -152, -28, -56], [-33, -52, -144, 6, 69], [-812, 229, 103, -5, 18], [248, -171, -277, 11, -4], [1041, -275, -115, 120, -69], [-226, 150, -80, 135, -106], [117, 135, 38, -106, 182], [-744, -259, 130, 14, -15], [-1152, -82, -182, -44, -84], [-408, -36, 170, 46, -68], [262, 228, -160, -12, -140], [-697, 547, 150, -105, 116], [1019, 131, 96, -9, 98], [1010, 242, 74, 44, 88], [-1558, 148, 280, -224, 22], [476, -162, 148, -206, -12], [308, 28, -286, 4, -16], [-48, -213, 126, 41, 157], [-266, 168, 192, 48, 100], [-388, -178, 55, -11, 255], [-1804, 162, 310, -215, 90], [1453, -395, 11, -382, -153], [311, 185, -17, 27, -5], [-177, -28, 246, 219, 207], [1024, 566, -159, -20, -83], [-422, 800, -166, -50, 68], [192, 41, 310, -247, 29], [100, -234, 230, 302, -114], [2093, -201, -458, 406, 22], [3537, -459, 103, -116, 73], [-104, -995, -641, 223, -94], [1752, 350, 114, 42, -84], [-590, 539, 166, -453, -121], [1054, -146, 915, 114, 51], [-1903, 285, -185, 57, 377], [1052, 338, 701, 166, 211], [1563, -163, -904, -258, 202], [-732, -85, 190, -416, 255], [-1008, 131, -526, 179, -163], [-4590, 573, -256, -273, -101], [-952, 1430, 163, -108, 195], [-5170, 958, -345, -6, -175], [-1445, -675, -299, -359, -155], [2226, 1008, 434, -292, 348], [2130, -350, 432, 28, -304], [2606, -616, -232, -304, 262], [2875, -985, 224, 411, 106], [-1321, -1049, 444, 80, 210], [436, -810, -6, 165, -406], [-2309, -611, -937, -224, -259], [-389, 128, -196, -737, 627], [-4228, -1585, -122, 193, -199], [-752, -400, -356, 144, -706], [6920, -1686, -761, -232, 39], [1160, -1132, 490, 585, -368], [4307, 678, 862, 261, -369], [-6726, -1172, -174, -51, 86], [-355, 1741, 162, -48, -124], [-2906, 2977, 650, -440, 479], [4601, -845, -362, -230, 232], [-5668, 545, -588, -209, 159], [1203, -1929, -658, 344, -192], [-1518, 320, -748, 1072, -606], [-3309, 75, -843, 796, -79], [7997, 847, 1208, -418, -8], [-790, 898, 1367, 521, -231], [1035, -2877, -928, -41, -674], [-3128, 832, 145, -614, -431], [5220, -1020, 1442, 501, 192], [825, -45, 80, -539, -848], [4404, 870, -198, 116, 742], [-4124, 2562, 1830, 282, 82], [907, 173, 1780, 40, 652], [4190, -2152, -2608, 28, 176], [7297, 2416, 423, -326, -486], [-3935, 487, -1471, 166, 897], [615, -385, 1072, -570, 104], [-11492, 748, 1293, -394, 359], [3730, 2176, 1072, 151, 1028], [-4547, 861, 1278, -1100, -56], [7015, -2633, -360, -926, 140], [966, -624, 1536, -1332, -544], [3864, -584, 774, -932, -88], [7436, 2401, 2296, -347, -565], [2889, 1636, 732, 304, 1003], [-7346, 1380, -641, -202, -371], [-1328, -2243, -1345, 663, -340], [-448, -2889, -1640, -302, -1083], [1474, -612, -1872, 1636, 140], [-2000, -2361, -284, 537, -375], [-1467, 296, -428, 1634, -373], [11157, -471, -139, 678, -1085], [-14962, -1434, -1624, 104, 102], [-11084, 184, -1783, 244, -1019], [9616, -2044, -464, 418, -932], [-7136, -1223, 825, 1139, -1038], [-1318, -1067, 1704, 833, 451], [-597, 206, 451, 1936, 62], [-3326, -2941, -54, -376, 445], [-14183, -2172, -1402, 625, 279], [-7172, -2252, 1097, -744, -313], [-21228, -803, -707, 78, 384], [3101, 3227, -1307, -282, 683], [-1120, 1748, 970, 824, -730], [-6996, -676, -1317, 1210, -1147], [11967, 1622, 1324, -298, 331], [6942, 3379, 3959, -210, 518], [-13299, 1663, -183, -270, -355], [-11371, -476, 2614, 481, -779], [-12577, -204, 1841, -1969, -218], [1843, 1973, -832, -458, 412], [-2885, -3119, -1495, -223, -747], [-6192, -2038, 1750, 958, -1376], [-1802, -852, 932, 98, 1544], [-6740, 3917, 1830, -820, 149], [-13010, 1703, -3237, -977, -986], [-17929, -578, 2758, 100, -487], [-8005, -20, 3164, -262, 373], [-20490, 3060, 2308, 1020, -96], [7822, -4509, -1661, 958, 594], [5060, 1964, 2128, -1950, -890], [-16850, 4331, 1351, 57, 656], [1070, 5488, 2887, 368, 1285], [4239, -2479, -2650, -256, -182], [-14404, -2339, 966, 113, -1505], [-2996, -2881, 836, 739, -1391], [-28221, -963, 42, -458, 116], [-4127, 878, 1010, 996, 1367], [-325, -3951, -3349, 291, 1067], [-2198, -1523, -3954, 1968, -1329], [-5538, 1324, -5132, -450, -460], [-3186, -579, 624, -763, -915], [-11084, -1770, 2114, -1656, -106], [-9740, 3434, -2515, -1686, -1159], [8439, 1325, 2751, -1777, -1641], [-5049, 1825, -3310, 3438, 62], [18983, 1287, 2866, -672, 1544], [9794, -666, -1933, -2574, 1963], [-13608, 8, 1020, 1982, 430], [-9867, 5965, 972, -637, 86], [1772, -5653, -1343, 1162, 190], [-3498, 3840, 2730, 1902, -506], [24558, -1168, 1052, -1274, 744], [-36456, -4648, 284, -302, 478], [15846, 360, 857, -2502, 73], [24719, 1468, -3806, 379, 1391], [-20856, 2530, -1291, -1279, -1043], [-939, 705, -542, 1396, -1604], [14140, 4414, 100, 936, 604], [-19026, 2782, -1362, 2358, -1388], [-4244, 3805, -3140, 572, 771], [-10944, 124, 1777, -758, 1123], [1161, 3187, 2305, -1300, -977], [13411, -3028, -1556, 2367, 667], [8651, 563, -3619, 4112, -11], [-64, -3323, -1356, 3504, 583], [-44, 5271, 2718, -459, -975], [-11246, -6272, 3504, -1178, -1054], [23173, 1433, -2130, -368, 1472], [34831, -2262, -2572, -199, 207], [8600, -185, 3980, -1505, -61], [38057, -2435, 1062, -1098, -1440], [6950, 55, 1062, 1813, 789], [-31684, -608, -2270, -1797, 336], [-13032, -3920, -3216, 478, 1770], [-2265, 4984, 517, 3084, -2458], [20718, 248, -1005, -2928, -263], [-18733, 746, -1286, -1159, -477], [-16461, 2087, 919, 1001, 1001], [15644, 5299, -2982, -1631, 1001], [18928, 4741, 670, 1975, -2495], [14250, -5757, -3998, 813, 531], [-9090, -1413, 4541, 879, -162], [-11793, 6523, 825, 542, 1107], [-13922, 1058, 4156, 158, 2170], [12860, -3694, 3409, 4217, -1851], [10862, -1912, -1774, 1198, -3760], [-10011, 2572, 357, 3337, 2456], [8608, -6800, 238, 3096, -1248], [3367, -1971, -2084, -366, -4360], [22628, 5476, -2838, -520, 1402], [-9301, -2465, 518, -2894, 2582], [4766, 5788, 3092, -320, -1264], [-1488, -4920, -2577, -1664, -3307], [-24028, 552, 49, 698, 2627], [-17675, -8608, 336, -1399, 593], [42223, -2980, 448, -2238, 621], [32143, -635, -5242, -3306, -402], [4996, 1508, -915, 1569, 1455], [7406, -3891, 1130, -1427, 2163], [21855, 4061, -1269, -3022, 3349], [-2178, 376, -873, -92, 2359], [18873, -6376, -5164, 1992, -1217], [19003, -1833, 4817, 364, 1851], [24942, -2268, 62, 816, 1282], [-30538, 4949, -7633, -2222, -2532], [2848, -3658, -6302, 2016, -236], [50777, 10469, -7240, 1819, 1322], [-18301, -5385, 3566, -824, 126], [32095, -1080, 1914, -3997, -2859], [-35410, -5016, -75, 1632, 665], [1876, -4297, 2149, 386, 1982], [4739, 12699, 3801, -658, -1751], [-33966, 1386, 2348, 3137, 3394], [30668, 9732, 1687, 736, 771], [10830, -5668, -2734, -2321, 846], [29970, -308, -4450, -2384, 216], [817, 2730, 7879, 2055, -474], [50567, -319, 2860, -1184, -996], [-36991, 1337, -2802, 1132, 1852], [39766, 2541, 5454, -1951, 499], [-13312, -299, 6296, -7267, -35], [-44872, 3168, 1402, -585, 332], [7922, -548, -6802, 3864, 1206], [-34389, -13554, 2729, -616, -4720], [65626, 908, 2822, 1606, -3154], [62599, -6043, -2866, 524, -66], [-39303, -9518, 3580, 1599, 2381], [7344, 8258, 6707, -2436, 471], [-1628, 3671, -5325, 5072, -3796], [23721, 8834, 9544, 450, 3029], [-30938, -298, -986, -295, -4204], [24902, -9106, -916, -2306, -5232], [28215, -2731, 7895, 2696, -171], [3266, 3346, -6599, 2582, -2809], [-13462, 6710, 1886, 732, -380], [-32857, 7557, -2797, -3344, -1711], [24960, -3125, -5098, -593, -2393], [73029, 2399, 2113, -766, -115], [-41992, 394, 709, -1146, 2199], [-5694, 12980, 817, 3452, -2211], [-2709, -3772, 2540, 722, 2193], [-40074, 4250, -5820, 5690, 814], [17609, 2345, 7572, -152, -1650], [-19867, 673, 9410, 1711, -2732], [-15465, 2073, -4804, -284, -5928], [-9668, -8970, 1520, -2864, 4440], [-41162, 2487, 8928, 5311, -1523], [4316, -5150, 1413, 6832, -171], [-18746, 1966, -5276, 5864, 2640], [-31608, -9450, 866, -416, -270], [22470, -7076, 5167, 3488, -3355], [65097, 14821, 4059, -1431, -3079], [-78436, -1576, -3856, 1414, -2262], [-21250, -1308, 3943, -5220, 2039], [17703, -18135, 1644, 882, 1498], [29534, -3730, -2496, -4478, 1962], [-880, -204, -4624, 2606, -2052], [-5776, -9904, 1486, 3718, -1892], [74761, 8107, -115, -968, 1387], [-941, -7793, 2662, 2244, -3736], [11835, 1310, -4570, 2325, -3639], [-44281, -11244, 7281, 143, -52], [-30770, 626, -3135, -3898, 5983], [26103, 20033, 6124, -846, 9182], [10078, -12813, -4591, 1202, -3528], [-11523, 10910, 1570, 432, 2935], [-6108, -5046, -13234, 1488, 3748], [-23933, 16040, 11772, -1898, 1301], [19258, -918, 10958, -6772, 3684], [43920, -14891, -4537, -2683, 284], [36004, -2636, -7736, 8314, -2194], [-28922, -704, -5532, -520, 3704], [7275, 15062, 1189, -3779, 3374], [-2400, 789, 10653, 2705, -1780], [43497, -13412, -13305, 1426, 186], [-58393, 14115, -5386, -1376, -2444], [19420, 41, 894, 5998, 289], [48068, 2653, 1978, 549, 355], [-37194, 459, -4273, -4851, 502], [-69660, -1182, -3948, -2130, -1380], [41623, -13755, -14351, 894, -399], [13318, -8363, 1378, 3156, -7525], [37013, 9329, -11600, 5046, 3544], [32383, 10563, -1582, 4832, 3252], [2849, 4701, 2455, -7740, 7705], [-33572, -15750, 379, -2329, -4101], [-45723, -5179, -313, 317, 1201], [35920, 18398, 6484, -1777, 5440], [23058, 5554, 8756, -6718, 2850], [-55357, -2279, -868, 1074, 1930], [10726, -12564, 6215, -1342, -857], [23590, -4204, -6332, 10322, -2684], [-11914, 8012, 4171, -5932, 2511], [-7233, 3266, -3904, 8486, 5667], [7244, -626, 8188, -8694, 1592], [11880, -4814, 13854, -2024, -1662], [-84669, -14545, -8730, 3034, -3174], [16963, 21013, 139, -2726, -3747], [-13956, 7914, -321, -6580, 6645], [-37750, 2142, 3107, -3002, 517], [74960, 4875, -7842, -3980, 3423], [2558, -7062, -3228, 6706, -5558], [-21248, -4350, -7575, 4816, 1621], [-8164, 10191, 2024, 4080, 1845], [-23510, 20650, 4501, -3626, 6447], [-4236, -11670, -14146, 2592, 2364], [32811, 8275, 5672, -4688, 2164], [-69734, -8958, 1629, 1060, -6041], [34436, -3312, -3413, 7174, -5655], [-5892, 9683, -9536, 2084, -5511], [-78779, 157, -3529, 6345, -6199], [51023, -3673, 5922, -6009, -4340], [71502, -11317, -7542, 1849, 991], [11638, -557, -6180, 1717, 7567], [-51044, 9762, -1614, 10468, -334], [62002, 7977, 16546, -5544, 2159], [-82467, -4643, -7400, -514, 4802], [-19506, -20454, 8646, 4289, -864], [38687, -23138, -12432, -1692, 623], [2510, 25602, 3882, -2018, -1576], [62794, 2133, -2070, -5649, -5107], [80024, -5211, -1014, -9153, 1397], [6965, -23889, -3026, 8114, 2458], [29602, 25272, -4553, 2146, -2391], [28066, 254, -8834, 8124, -706], [44048, 15493, -3939, -5845, 8236], [-14558, 8296, -7198, -5642, -3804], [14667, -8611, -9184, 2762, 1776], [64402, -15058, -8252, -9209, 614], [-53850, -9211, 5488, -1937, -3355], [-17975, 1859, -3712, 4638, 1166], [41338, 19056, 1889, -3103, 601], [-49096, 5306, 8886, -638, 4810], [45464, -3362, -17400, 6644, 1098], [-10806, -14524, -3816, 1146, -3864], [20782, 27500, 15688, -2908, 624], [112581, -5877, 10440, 235, 4716], [25615, 5048, -10112, 6787, 7133], [35583, 16543, -5564, -1072, 2034], [11108, 11598, 18162, -5456, 6064], [49578, -11933, 7194, -3190, 6209], [-9248, 10849, -9146, 7111, -6525], [-27355, 5767, 1349, 6794, -4363], [51708, 15110, 15660, -6930, 2956], [26468, 642, -17930, 6904, -3234], [-83763, -6307, -18568, 4172, -8792], [30192, 5560, -6980, -3371, 6206], [-26707, -19917, -16986, 7376, 2072], [11378, -7022, 5144, 10880, 8260], [1606, -1243, -3562, 3007, 7617], [90155, -307, -503, 258, -4137], [-36978, -2745, 13386, 5013, 5421], [60984, -9490, 1347, 5908, 3891], [-26134, 33909, 996, -1184, -3775], [-143173, -18556, 2464, 1368, -4015], [-67919, -19718, 1838, 3083, -5803], [3518, -3996, -7306, 9458, -1422], [5542, 10580, -7968, 8876, -7824], [-25428, 15809, -2198, -6170, 13301], [-61192, 11673, 6579, 6026, -3270], [-93215, 13509, 1438, -6776, 2564], [26366, -6890, -20453, -8662, 751], [29802, -4368, -2302, -11094, 1816], [126854, 13140, -13309, 374, 4603], [63098, -23450, 9092, -8746, 7434], [40033, -13014, 542, 2532, 3055], [18088, -17596, -16869, -3724, 3677], [-16130, 5180, -5314, -3255, 6782], [15103, -30834, -6498, 7928, 1185], [-56586, 14520, 11366, -13440, -772], [19529, 12263, -5408, -10494, 1748], [-72299, -9789, -1209, 5027, -11577], [-51261, -9309, 20638, -7574, -3632], [-8336, 8033, -11120, 16667, -233], [30098, -21211, 3610, -9957, -4759], [14026, 9038, -4985, -6964, -7161], [14123, 4097, 16838, -7016, -2206], [32624, 2666, 1344, 416, -512], [-71616, 2389, 5398, -2969, 4799], [-104442, -8060, -6434, -4718, -1040], [79886, 11400, 22642, -8352, -3284], [70784, -10144, 346, -12097, -6308], [-89539, -33280, -4890, 2233, -9193], [-24132, 4821, 9520, 569, -4141], [-7665, -24963, 6628, 7514, -516], [3313, -23991, -9491, 2906, -5869], [-25918, 11664, 24371, -8654, -893], [53112, 4706, 11634, -11952, -7200], [-31564, -14966, 290, -10731, 1950], [-13493, -3711, 4577, -1346, -9023], [-44265, -8026, -2026, 1281, 661], [56907, -22143, 5702, -54, -3750], [76196, -16003, -15908, -6626, 5363], [-5894, 28294, -8141, 9468, -3331], [-3719, -1721, -5583, -3454, 6245], [-92569, 13019, -3542, -12472, 1834], [-28122, -44, 20962, -13615, -3526], [75246, 16298, 164, 7258, 2642], [197880, 5858, 10409, -1888, 5213], [-47562, -16559, 10166, 4518, -11437], [3125, -40952, -3114, 2542, -7379], [73968, -20830, -20125, 8674, -5325], [28109, -18911, 1621, 7630, 2183], [48734, -28226, -10232, 5470, 3362], [65350, 847, 1646, 1405, -4157], [16207, 12349, 21772, -4641, 8764], [13508, -1620, -27579, -1142, 1217], [-1866, -15514, 15035, -3502, 11705], [-2430, 26340, 5063, -10396, -3061], [-75929, 4425, -5982, 7671, -3334], [-48988, 30067, 32908, -7205, 85], [-69234, 8436, -13465, 11526, -5595], [-109060, 23529, -8470, -2658, -3015]], 'char_orbit_index': 1, 'field_poly': [-317, 349, 50, -42, -1, 1], 'hecke_orbit_code': 81064793359778642, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 2, 12, 12], 'hecke_ring_inverse_denominators': [1, 1, 1, 1, 1], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0, 0], [0, 1, 0, 0, 0], [17, 0, 2, 0, 0], [-10, 25, -2, 2, 2], [425, -16, 64, 4, -8]], 'hecke_ring_numerators': [[1, 0, 0, 0, 0], [0, 1, 0, 0, 0], [-17, 0, 1, 0, 0], [91, -84, -28, 4, 1], [-133, -66, 34, 2, -1]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 5, 'label': '850.4.a.s', 'level': 850, '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': [8, 10, 10, 10, 7, 11, 12, 8], 'ALdims_eis_new': [0, 0, 0, 0, 0, 0, 0, 0], 'ALdims_eis_old': [3, 3, 3, 3, 3, 3, 3, 3], 'ALdims_old': [45, 37, 36, 40, 42, 38, 37, 43], 'Nk2': 13600, 'analytic_conductor': 50.151623504879524, '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': [850, 1, [477, 751], [1, 1]], 'conrey_index': 1, 'cusp_dim': 394, 'dim': 76, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 7], 'hecke_orbit_code': 67109714, 'hecke_orbit_dims': [1, 1, 1, 1, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 5, 5, 5, 5, 5, 5, 7, 7], 'label': '850.4.a', 'level': 850, '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, 17], 'level_radical': 170, 'mf_dim': 418, 'mf_new_dim': 76, 'num_forms': 23, 'plus_dim': 41, 'prim_orbit_index': 1, 'relative_dim': 76, 'sturm_bound': 540, 'trace_bound': 7, 'trace_display': [0, -14, 0, -16], 'traces': [76, 0, -14, 304, 0, -20, -16, 0, 776, 0, -50, -56, -148, 40, 0, 1216, 34, 40, 184, 0, 232, 212, 236, -80, 0, 152, 28, -64, 62, 0, -168, 0, -316, -68, 0, 3104, -314, -80, -500, 0, 4, -432, 612, -200, 0, -256, -280, -224, 1812, 0, -102, -592, 132, 472, 0, 160, -152, -468, 1764, 0, -1478, -152, 3136, 4864, 0, 72, 1780, 136, 5176, 0, 4476, 160, 1912, -20, 0, 736, 864, 2136, 1492, 0, 8280, 1576, -516, 928, 0, 232, 1744, 848, 5200, 0, -2168, 944, 1688, -528, 0, -320, 1076, 0, -8202, 0, 1844, 204, -1776, 608, 0, -1096, -866, 112, -8978, 0, -7544, -256, -648, 2960, 0, 248, -9876, -1224, -680, 0, 7576, 3764, 8756, -672, 0, 9608, -3920, 0, -56, 0, -302, -1264, -1120, 6488, 0, -272, -9204, -896, -6566, 0, -8160, -1392, -1132, 12416, 0, 1648, -10606, -1256, 2808, 0, -1872, -320, -170, 15760, 0, -2000, -2168, 4288, -15652, 0, -5400, 1080, -4778, 16, 0, 4744, 5560, -1728, 17884, 0, -528, 2448, 2474, 7712, 0, -800, 10224, 480, -17168, 0, 4778, 3264, 2328, -1024, 0, 9952, 2006, -1120, -4072, 0, 2520, -896, -12652, -6888, 0, 7248, -6674, 16324, 6292, 0, -44240, 1224, -12504, -408, 0, -11984, 22076, -2368, 2104, 0, -1674, 528, -5872, 3380, 0, 1888, -16792, -2036, -12124, 0, -1224, -1504, -15112, 640, 0, -5936, 9198, -608, -16584, 0, 12784, -1872, 12976, 14456, 0, 7056, 21016, 952, 4104, 0, 8212, -4472, 27062, -5912, 0, -18456, -8464, -608, 22272, 0, -25236, 12544, -2392, 14480, 0, 19456, 15988, -8160, 11048, 0, 35790, -260, 22432, 288, 0, 4512, -636, 7120, -36162, 0, -11528, 544, 2888, -2024, 0, 20704, -26998, -4340, -42176, 0, -10316, -9504, 16306, 17904, 0, 23320, -192, 640, 21964, 0, 14252, 7648, -7136, -42500, 0, -80, -14464, -5968, 24960, 0, -40024, -11616, 1012, 2944, 0, -6460, -17920, 3456, -61728, 0, -16896, 8544, -4604, 10816, 0, 5968, 13166, -14776, -9856, 0, -156, 9696, 4896, 33120, 0, -7116, -15248, 6304, -42416, 0, -8252, -2064, -25538, 20760, 0, 3712, 17024, -14432, 21108, 0, -43776, -1088, -19712, 928, 0, -33036, 13310, 6976, 23996, 0, -17248, 3392, 18132, 42144, 0, 20800, -3944, -10592, 8760, 0, 44228, -12860, -54398, -8672, 0, 67664, -30284, 3776, -30796, 0, -4800, 6752, -41596, -2108, 0, -2112, 23164, -19216, -26386, 0, -34472, 1776, -1112, -1280, 0, 18920, -1300, 4304, 9712, 0, 3060, 0, -63340, -33668, 0, -32808, 9838, 15040, -688, 0, 19636, 6112, 34256, 7376, 0, -21312, 24968, 816, -39612, 0, -38188, -7104, 65552, 5024, 0, 2432, -1420, -3472, -27334, 0, -29708, 13492, -29352, -4384, 0, 56768, 30520, -3464, 32896, 0, 56572, 448, 27704, 39056, 0, -35912, -42176, 56664, -82092, 0, 53024, -6800, 2052, -30176, 0, -2624, -33588, -1024, -149068, 0, -5532, -2592, 69680, 10724, 0, 11840, 14552, -52192, 8772, 0, 94668, 16496, -28856, 992, 0, 8528, -5408, -39504, 70704, 0, -46460, -4896, 53336, -73776, 0, -2720, 16372, -14768, -17996, 0, -61420, 1624, 33184, 30304, 0, -44396, -25836, 15056, 16476, 0, -3256, 35024, 9690, -14096, 0, -2688, 19704, 67584, 34582, 0, -12848, 17960, -106956, 38432, 0, -75568, -63394, -15680, 29400, 0, -82848, 0, -19728, -16408, 0, -224, 20872, 57072, -78304, 0, -28380, -43940, 66916, -1208, 0, 57776, -9792, -5056, 54460, 0, -12260, -4480, -89424, -19288, 0, 25952, 26120, 43868, -21290, 0, 4314, 24608, -91416, -1088, 0, -50992, 2334, -36816, 14834, 0, -17176, -3584, 288, 14436, 0, -26264, -6116, 4376, 29896, 0, -13396, 47864, -92612, -32640, 0, -111764, 88496, -5568, 132072, 0, 115562, -4528, 17760, 11664, 0, 49664, 72180, 0, 26820, 0, 137936, -4472, 159380, 6592, 0, -26096, 38904, -42424, -51000, 0, -271720, -5024, -5200, -2976, 0, 11232, -50720, -23952, -16432, 0, 168560, -63520, 59556, -7488, 0, -107640, -39720, -1280, 14936, 0, 134904, -680, -11208, -17600, 0, 63040, -52168, 21632, 138706, 0, 43880, 88872, -4784, -8000, 0, -21784, -38616, -8672, -5134, 0, 71512, 17152, -107724, -92084, 0, -62608, 36300, -66528, -26900, 0, -4156, -116456, 89138, -21600, 0, -9248, -31712, 4320, 237648, 0, -242400, -19112, 91258, -89088, 0, 64, -3104, 52896, -17336, 0, 44092, -42824, 29036, 18976, 0, 31932, 80680, 22240, -63200, 0, -7960, -6912, -127740, -126416, 0, 71536, -129098, -6024, -71856, 0, 190228, -44016, -50406, -2112, 0, 42704, -82660, 9792, 94256, 0, -38346, 9896, 233728, 37748, 0, 30848, -21352, -60168, 88948, 0, -7452, -9584, -127368, -3200, 0, 52104, 89920, 40896, 109886, 0, -96980, 1920, -148472, -31552, 0, -68672, -76544, -43184, -69156, 0, -186448, -45728, -30460, 19112, 0, 8892, -19464, 13056, 356204, 0, -37740, 9312, -72860, 11168, 0, -4096, 66824, 184, -24400, 0, 388744, 12432, 202280, 39808, 0, 31336, 66716, 8024, -123168, 0, 9020, -4480, 331888, 55512, 0, -16288, 118120, -53772, -35184, 0, 32148, -32128, -47496, 10080, 0, 55808, 72968, -3584, -170644, 0, -18068, -50608, 116144, 99048, 0, -27552, -40464, 92240, 97824, 0, 128312, 4896, -56480, 28992, 0, 936, -53042, -26696, 114816, 0, -103072, 65296, 41268, 35884, 0, 25168, 40420, -172208, 32368, 0, 112608, 56584, -180260, -176960, 0, 16352, -75168, 4896, -78476, 0, -232610, -50016, 132576, -95776, 0, -1632, 55176, -56040, 315152, 0, 69818, -8568, 91260, -47936, 0, -166464, 59658, 88304, -25424, 0, 226320, -9472, 68442, -235464, 0, 8416, 213256, 173580, 222312, 0, -68336, 41368, -193652, -6696, 0, -97856, -115088, 2112, 26236, 0, 27928, -23488, -12782, -157024, 0, 13520, 3188, 135136, -59996, 0, 189576, -81856, 125656, 7552, 0, 62544, -4046, -67168, 227800, 0, 119944, -8144, -124068, 24768, 0, -48496, 46522, -13696, -263692, 0, -78416, 83496, -221940, -4896, 0, 120744, -83732, -6016, 43448, 0, 102518, -60448, -9800, -77288, 0, 2560, 41688, 81736, 189216, 0, -37264, 80536, -137632, -23744, 0, -160000, 38378, 36792, -132292, 0, 190472, -2432, 194056, 122848, 0, -66336, 100352, 15912, 57536, 0, 299880, 23768, 278264, 51136, 0, -363824, 66176, -7488, 285572, 0, -220264, 51904, -107280, -32304, 0, 57824, -25932, -66656, -139500, 0, 262994, -142280, 69528, 28224, 0, -46464, -46146, 84064, 132224, 0, 342328, 3808, -49528, -64536, 0, 16416, -251648, -102720, 229528, 0, 152348, 76536, 177134, 32848, 0, -295648, -35968, -17888, -77384, 0, 279116, 108248, -125904, 83968, 0, -23648, -33072, 38392, -1052, 0, -416978, -144336, 34532, -73824, 0, -23052, -66952, -33856, 8160, 0, -475636, -2432, 10672, 75200, 0, 89088, -191970, 158596, -376304, 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: 537700
    {'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 5, 'source_hecke_orbit': 19, 'source_is_minimal': False, 'source_label': '850.4.a.s', 'source_level': 850, 'target_char_orbit': 3, 'target_dim': 10, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '170.4.c.a', 'target_level': 170, 'twist_class_label': '170.4.c.a', 'twist_class_level': 170, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 4}
  • id: 537701
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 5, 'source_hecke_orbit': 19, 'source_is_minimal': False, 'source_label': '850.4.a.s', 'source_level': 850, 'target_char_orbit': 1, 'target_dim': 5, 'target_hecke_orbit': 18, 'target_is_minimal': False, 'target_label': '850.4.a.r', 'target_level': 850, 'twist_class_label': '170.4.c.a', 'twist_class_level': 170, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 4}
  • id: 537702
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 5, 'source_hecke_orbit': 19, 'source_is_minimal': False, 'source_label': '850.4.a.s', 'source_level': 850, 'target_char_orbit': 1, 'target_dim': 5, 'target_hecke_orbit': 19, 'target_is_minimal': False, 'target_label': '850.4.a.s', 'target_level': 850, 'twist_class_label': '170.4.c.a', 'twist_class_level': 170, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 4}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 1410550
    {'charpoly_factorization': [[[-2, 1], 5]], 'hecke_orbit_code': 81064793359778642, 'p': 2}
  • id: 1410551
    {'charpoly_factorization': [[[-118, 936, -230, -72, 5, 1], 1]], 'hecke_orbit_code': 81064793359778642, 'p': 3}
  • id: 1410552
    {'charpoly_factorization': [[[0, 1], 5]], 'hecke_orbit_code': 81064793359778642, 'p': 5}
  • id: 1410553
    {'charpoly_factorization': [[[438464, -18846, -9946, -284, 26, 1], 1]], 'hecke_orbit_code': 81064793359778642, 'p': 7}
  • id: 1410554
    {'charpoly_factorization': [[[-6730100, -1782166, -114362, 1198, 104, 1], 1]], 'hecke_orbit_code': 81064793359778642, 'p': 11}
  • id: 1410555
    {'charpoly_factorization': [[[-54676180, -7215572, -289068, -2086, 79, 1], 1]], 'hecke_orbit_code': 81064793359778642, 'p': 13}
  • id: 1410556
    {'charpoly_factorization': [[[-17, 1], 5]], 'hecke_orbit_code': 81064793359778642, 'p': 17}
  • id: 1410557
    {'charpoly_factorization': [[[-323725936, 14096176, 745304, -19904, 9, 1], 1]], 'hecke_orbit_code': 81064793359778642, 'p': 19}
  • id: 1410558
    {'charpoly_factorization': [[[-244176896, 80181946, 1330262, -27816, -28, 1], 1]], 'hecke_orbit_code': 81064793359778642, 'p': 23}
  • id: 1410559
    {'charpoly_factorization': [[[-79797328, 41097472, 3054480, 60108, 429, 1], 1]], 'hecke_orbit_code': 81064793359778642, 'p': 29}
  • id: 1410560
    {'charpoly_factorization': [[[183983556422, 1322023364, -15317304, -105098, 109, 1], 1]], 'hecke_orbit_code': 81064793359778642, 'p': 31}
  • id: 1410561
    {'charpoly_factorization': [[[81652362112, -932506576, -20941616, 18784, 564, 1], 1]], 'hecke_orbit_code': 81064793359778642, 'p': 37}
  • id: 1410562
    {'charpoly_factorization': [[[-473106238784, -9664210360, -44808648, 89372, 790, 1], 1]], 'hecke_orbit_code': 81064793359778642, 'p': 41}
  • id: 1410563
    {'charpoly_factorization': [[[-912218896, -169150500, -4336568, -23292, 138, 1], 1]], 'hecke_orbit_code': 81064793359778642, 'p': 43}
  • id: 1410564
    {'charpoly_factorization': [[[101704831756, 3643420244, -39957896, -223626, 225, 1], 1]], 'hecke_orbit_code': 81064793359778642, 'p': 47}
  • id: 1410565
    {'charpoly_factorization': [[[-2420910879056, 8500961392, 67155112, -177488, -429, 1], 1]], 'hecke_orbit_code': 81064793359778642, 'p': 53}
  • id: 1410566
    {'charpoly_factorization': [[[-678267250832, -29818475072, -85947328, 332124, 1289, 1], 1]], 'hecke_orbit_code': 81064793359778642, 'p': 59}
  • id: 1410567
    {'charpoly_factorization': [[[80879412314024, 128967688488, -563866564, -922622, 609, 1], 1]], 'hecke_orbit_code': 81064793359778642, 'p': 61}
  • id: 1410568
    {'charpoly_factorization': [[[-28652020483688, 230701806468, -15102920, -1079804, 272, 1], 1]], 'hecke_orbit_code': 81064793359778642, 'p': 67}
  • id: 1410569
    {'charpoly_factorization': [[[54066860182, -2401677076, -62605900, -243684, 91, 1], 1]], 'hecke_orbit_code': 81064793359778642, 'p': 71}
  • id: 1410570
    {'charpoly_factorization': [[[392981834872, 7352654824, -16572112, -398210, 461, 1], 1]], 'hecke_orbit_code': 81064793359778642, 'p': 73}
  • id: 1410571
    {'charpoly_factorization': [[[-56359197318400, 348205214670, -148572222, -1149082, 372, 1], 1]], 'hecke_orbit_code': 81064793359778642, 'p': 79}
  • id: 1410572
    {'charpoly_factorization': [[[6713457927440, -95486305188, 435909312, -573512, -530, 1], 1]], 'hecke_orbit_code': 81064793359778642, 'p': 83}
  • id: 1410573
    {'charpoly_factorization': [[[123503446265116, -528878251888, -1151748588, 960280, 2465, 1], 1]], 'hecke_orbit_code': 81064793359778642, 'p': 89}
  • id: 1410574
    {'charpoly_factorization': [[[-5118591823600, 90737983600, 952954648, 2620140, 2773, 1], 1]], 'hecke_orbit_code': 81064793359778642, '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': 19, 'label': '850.4.a.s', 'level': 850, 'portrait': 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', 'weight': 4}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 63415861
    {'hecke_orbit_code': 81064793359778642, 'n': 1, 'trace_an': 5}
  • id: 63415862
    {'hecke_orbit_code': 81064793359778642, 'n': 2, 'trace_an': 10}
  • id: 63415863
    {'hecke_orbit_code': 81064793359778642, 'n': 3, 'trace_an': -5}
  • id: 63415864
    {'hecke_orbit_code': 81064793359778642, 'n': 4, 'trace_an': 20}
  • id: 63415865
    {'hecke_orbit_code': 81064793359778642, 'n': 5, 'trace_an': 0}
  • id: 63415866
    {'hecke_orbit_code': 81064793359778642, 'n': 6, 'trace_an': -10}
  • id: 63415867
    {'hecke_orbit_code': 81064793359778642, 'n': 7, 'trace_an': -26}
  • id: 63415868
    {'hecke_orbit_code': 81064793359778642, 'n': 8, 'trace_an': 40}
  • id: 63415869
    {'hecke_orbit_code': 81064793359778642, 'n': 9, 'trace_an': 34}
  • id: 63415870
    {'hecke_orbit_code': 81064793359778642, 'n': 10, 'trace_an': 0}
  • id: 63415871
    {'hecke_orbit_code': 81064793359778642, 'n': 11, 'trace_an': -104}
  • id: 63415872
    {'hecke_orbit_code': 81064793359778642, 'n': 12, 'trace_an': -20}
  • id: 63415873
    {'hecke_orbit_code': 81064793359778642, 'n': 13, 'trace_an': -79}
  • id: 63415874
    {'hecke_orbit_code': 81064793359778642, 'n': 14, 'trace_an': -52}
  • id: 63415875
    {'hecke_orbit_code': 81064793359778642, 'n': 15, 'trace_an': 0}
  • id: 63415876
    {'hecke_orbit_code': 81064793359778642, 'n': 16, 'trace_an': 80}
  • id: 63415877
    {'hecke_orbit_code': 81064793359778642, 'n': 17, 'trace_an': 85}
  • id: 63415878
    {'hecke_orbit_code': 81064793359778642, 'n': 18, 'trace_an': 68}
  • id: 63415879
    {'hecke_orbit_code': 81064793359778642, 'n': 19, 'trace_an': -9}
  • id: 63415880
    {'hecke_orbit_code': 81064793359778642, 'n': 20, 'trace_an': 0}
  • id: 63415881
    {'hecke_orbit_code': 81064793359778642, 'n': 21, 'trace_an': -260}
  • id: 63415882
    {'hecke_orbit_code': 81064793359778642, 'n': 22, 'trace_an': -208}
  • id: 63415883
    {'hecke_orbit_code': 81064793359778642, 'n': 23, 'trace_an': 28}
  • id: 63415884
    {'hecke_orbit_code': 81064793359778642, 'n': 24, 'trace_an': -40}
  • id: 63415885
    {'hecke_orbit_code': 81064793359778642, 'n': 25, 'trace_an': 0}
  • id: 63415886
    {'hecke_orbit_code': 81064793359778642, 'n': 26, 'trace_an': -158}
  • id: 63415887
    {'hecke_orbit_code': 81064793359778642, 'n': 27, 'trace_an': -245}
  • id: 63415888
    {'hecke_orbit_code': 81064793359778642, 'n': 28, 'trace_an': -104}
  • id: 63415889
    {'hecke_orbit_code': 81064793359778642, 'n': 29, 'trace_an': -429}
  • id: 63415890
    {'hecke_orbit_code': 81064793359778642, 'n': 30, 'trace_an': 0}
  • id: 63415891
    {'hecke_orbit_code': 81064793359778642, 'n': 31, 'trace_an': -109}
  • id: 63415892
    {'hecke_orbit_code': 81064793359778642, 'n': 32, 'trace_an': 160}
  • id: 63415893
    {'hecke_orbit_code': 81064793359778642, 'n': 33, 'trace_an': 224}
  • id: 63415894
    {'hecke_orbit_code': 81064793359778642, 'n': 34, 'trace_an': 170}
  • id: 63415895
    {'hecke_orbit_code': 81064793359778642, 'n': 35, 'trace_an': 0}
  • id: 63415896
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  • id: 63416084
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  • id: 63416085
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  • id: 63416086
    {'hecke_orbit_code': 81064793359778642, 'n': 787, 'trace_an': -18291}
  • id: 63416087
    {'hecke_orbit_code': 81064793359778642, 'n': 797, 'trace_an': -34374}
  • id: 63416088
    {'hecke_orbit_code': 81064793359778642, 'n': 809, 'trace_an': -8318}
  • id: 63416089
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  • id: 63416090
    {'hecke_orbit_code': 81064793359778642, 'n': 821, 'trace_an': -64333}
  • id: 63416091
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  • id: 63416092
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  • id: 63416093
    {'hecke_orbit_code': 81064793359778642, 'n': 829, 'trace_an': -99486}
  • id: 63416094
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  • id: 63416095
    {'hecke_orbit_code': 81064793359778642, 'n': 841, 'trace_an': -58120}
  • id: 63416096
    {'hecke_orbit_code': 81064793359778642, 'n': 853, 'trace_an': 26374}
  • id: 63416097
    {'hecke_orbit_code': 81064793359778642, 'n': 857, 'trace_an': -79263}
  • id: 63416098
    {'hecke_orbit_code': 81064793359778642, 'n': 859, 'trace_an': 12123}
  • id: 63416099
    {'hecke_orbit_code': 81064793359778642, 'n': 863, 'trace_an': 18534}
  • id: 63416100
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  • id: 63416101
    {'hecke_orbit_code': 81064793359778642, 'n': 881, 'trace_an': -19252}
  • id: 63416102
    {'hecke_orbit_code': 81064793359778642, 'n': 883, 'trace_an': -141952}
  • id: 63416103
    {'hecke_orbit_code': 81064793359778642, 'n': 887, 'trace_an': -18390}
  • id: 63416104
    {'hecke_orbit_code': 81064793359778642, 'n': 907, 'trace_an': -4509}
  • id: 63416105
    {'hecke_orbit_code': 81064793359778642, 'n': 911, 'trace_an': -13842}
  • id: 63416106
    {'hecke_orbit_code': 81064793359778642, 'n': 919, 'trace_an': -26826}
  • id: 63416107
    {'hecke_orbit_code': 81064793359778642, 'n': 929, 'trace_an': -17424}
  • id: 63416108
    {'hecke_orbit_code': 81064793359778642, 'n': 937, 'trace_an': -57296}
  • id: 63416109
    {'hecke_orbit_code': 81064793359778642, 'n': 941, 'trace_an': -46425}
  • id: 63416110
    {'hecke_orbit_code': 81064793359778642, 'n': 947, 'trace_an': 41879}
  • id: 63416111
    {'hecke_orbit_code': 81064793359778642, 'n': 953, 'trace_an': -23358}
  • id: 63416112
    {'hecke_orbit_code': 81064793359778642, 'n': 961, 'trace_an': 73122}
  • id: 63416113
    {'hecke_orbit_code': 81064793359778642, 'n': 967, 'trace_an': 97746}
  • id: 63416114
    {'hecke_orbit_code': 81064793359778642, 'n': 971, 'trace_an': 50267}
  • id: 63416115
    {'hecke_orbit_code': 81064793359778642, 'n': 977, 'trace_an': -67602}
  • id: 63416116
    {'hecke_orbit_code': 81064793359778642, 'n': 983, 'trace_an': -43284}
  • id: 63416117
    {'hecke_orbit_code': 81064793359778642, 'n': 991, 'trace_an': 3397}
  • id: 63416118
    {'hecke_orbit_code': 81064793359778642, 'n': 997, 'trace_an': -14156}