Newform data - 546.6.a.r

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• 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': 19656, 'analytic_conductor': 87.56956561788742, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, 1], [7, 1], [13, -1]], 'atkin_lehner_string': '-++-', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [546, 1, [365, 157, 379], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 3, 'field_disc': 11485317, 'field_disc_factorization': [[3, 1], [1129, 1], [3391, 1]], 'field_poly': [-4532, -634, -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': [[5, [-203764, -5236, 49, 1]], [11, [14140640, -95256, -102, 1]]], 'hecke_orbit': 18, 'hecke_orbit_code': 76561193765962274, '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': True, 'is_maximal': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '546.6.a.r', 'level': 546, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 7, 13], 'level_radical': 546, 'minimal_twist': '546.6.a.r', 'prim_orbit_index': 1, 'qexp_display': 'q+4q^{2}-9q^{3}+2^{4}q^{4}+(-2^{4}-\\beta _{2})q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 3, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '546.6.a', 'trace_display': [12, -27, -49, -147], 'trace_hash': 991704995214366152, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.763', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '20.908', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '228.045', 'prec': 24}], 'trace_zratio': 0, 'traces': [3, 12, -27, 48, -49, -108, -147, 192, 243, -196, 102, -432, 507, -588, 441, 768, -1432, 972, 137, -784, 1323, 408, 5021, -1728, 3498, 2028, -2187, -2352, -3233, 1764, -6667, 3072, -918, -5728, 2401, 3888, -8484, 548, -4563, -3136, 5574, 5292, 2649, 1632, -3969, 20084, 6415, -6912, 7203, 13992, 12888, 8112, -33677, -8748, -49858, -9408, -1233, -12932, -86764, 7056, 5654, -26668, -11907, 12288, -8281, -3672, 30178, -22912, -45189, 9604, -9744, 15552, -94987, -33936, -31482, 2192, -4998, -18252, -59799, -12544, 19683, 22296, -174901, 21168, -147996, 10596, 29097, 6528, -160259, -15876, -24843, 80336, 60003, 25660, -10857, -27648, -164791, 28812, 8262, 55968, -66994, 51552, -107436, 32448, -21609, -134708, -210780, -34992, 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• 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], [4, 0, 0], [-9, 0, 0], [16, 0, 0], [-16, 0, -1], [-36, 0, 0], [-49, 0, 0], [64, 0, 0], [81, 0, 0], [-64, 0, -4], [33, 1, 4], [-144, 0, 0], [169, 0, 0], [-196, 0, 0], [144, 0, 9], [256, 0, 0], [-490, -24, 14], [324, 0, 0], [57, 35, 1], [-256, 0, -16], [441, 0, 0], [132, 4, 16], [1681, 15, -7], [-576, 0, 0], [1146, -55, 5], [676, 0, 0], [-729, 0, 0], [-784, 0, 0], [-1069, 75, 49], [576, 0, 36], [-2271, -81, 65], [1024, 0, 0], [-297, -9, -36], [-1960, -96, 56], [784, 0, 49], [1296, 0, 0], [-2816, 150, 114], [228, 140, 4], [-1521, 0, 0], [-1024, 0, -64], [1879, -51, -114], [1764, 0, 0], [795, -251, 13], [528, 16, 64], [-1296, 0, -81], [6724, 60, -28], [2210, -20, -235], [-2304, 0, 0], [2401, 0, 0], [4584, -220, 20], [4410, 216, -126], [2704, 0, 0], [-11139, 357, 97], [-2916, 0, 0], [-16572, 176, 34], [-3136, 0, 0], [-513, -315, -9], [-4276, 300, 196], [-28949, 23, 106], [2304, 0, 144], [1998, 200, -140], [-9084, -324, 260], [-3969, 0, 0], [4096, 0, 0], [-2704, 0, -169], [-1188, -36, -144], [10182, 22, -346], [-7840, -384, 224], [-15129, -135, 63], [3136, 0, 196], [-3473, -1217, -542], [5184, 0, 0], [-31769, -265, 55], [-11264, 600, 456], [-10314, 495, -45], [912, 560, 16], [-1617, -49, -196], [-6084, 0, 0], [-20135, -905, -299], [-4096, 0, -256], [6561, 0, 0], [7516, -204, -456], [-58474, 20, 541], [7056, 0, 0], [-48754, 1826, 92], [3180, -1004, 52], [9621, -675, -441], [2112, 64, 256], [-52694, 2234, 57], [-5184, 0, -324], [-8281, 0, 0], [26896, 240, -112], [20439, 729, -585], [8840, -80, -940], [-4367, -1485, 759], [-9216, 0, 0], [-54485, 43, -1293], [9604, 0, 0], [2673, 81, 324], [18336, -880, 80]], 'ap': [[4, 0, 0], [-9, 0, 0], [-16, 0, -1], [-49, 0, 0], [33, 1, 4], [169, 0, 0], [-490, -24, 14], [57, 35, 1], [1681, 15, -7], [-1069, 75, 49], [-2271, -81, 65], [-2816, 150, 114], [1879, -51, -114], [795, -251, 13], [2210, -20, -235], [-11139, 357, 97], [-28949, 23, 106], [1998, 200, -140], [10182, 22, -346], [-3473, -1217, -542], [-31769, -265, 55], [-20135, -905, -299], [-58474, 20, 541], [-52694, 2234, 57], [-54485, 43, -1293], [-22962, -768, 1124], [-35618, -1002, -1584], [-69634, 2674, 796], [-40004, -1106, 660], [20673, -1063, 1419], [4402, -894, 1136], [-11322, -2790, 620], [56677, -2753, 3576], [31156, 3012, -3862], [26875, -4267, -1234], [-85814, 5578, 632], [-355188, -1910, 2666], [-168298, 13258, 840], [-48392, -2818, -2581], [-213096, -1202, -2282], [-153365, 1757, 3449], [-543834, 208, 1664], [125456, -14456, -4944], [-302434, 2364, 1736], [33081, -7533, 42], [-36420, -10556, -5708], [640173, -3017, -459], [122611, 1613, -1541], [-228293, 27175, 4614], [293874, 9748, -6812], [108139, -7065, -13147], [313083, 13275, 894], [108783, -27505, -2333], [79060, 2004, -17462], [1129642, 11192, -10084], [526315, -683, -6981], [-353692, 4474, 17070], [-739776, -23664, 14672], [451051, 23487, -17385], [389971, -263, 1114], [-11356, 28248, 5244], [-562982, 17178, -693], [462085, -3685, -12801], [-696540, -32760, 26454], [-895658, -1756, 14996], [1294175, 1421, -9764], [-1041970, -18074, -46674], [725103, -7977, -12585], [871816, 41476, 428], [-2676987, 3233, -10821], [193191, -27235, 37162], [-37381, 3403, -3758], [-1199144, 65876, 26010], [273718, -65136, -27400], [2021004, 40516, 6282], [1933747, -36829, 7730], [2104030, -17040, 9544], [-325991, 38245, 17603], [-1237005, 65725, -16752], [-1199533, 8595, -64161], [-674964, -74444, -10894], [-567186, -53492, -38342], [1865751, 45715, 10004], [90340, 17558, -24994], [1438808, -59404, 59126], [3666821, 26935, -17335], [987571, -15691, -61012], [-1370958, -8772, -7782], [-100551, 133787, -7362], [209698, 84758, 42678], [2864808, -43264, 18610], [3121886, 51244, -88105], [3088400, -89004, -46570], [422042, -43218, 23956], [-1692056, 15468, -2764], [-1224832, 12740, 25206], [557048, -16832, 135583], [4795584, -85662, -47482], [3789200, 55456, 82346], [3725522, -32056, -17814], [-3615831, -40945, -30805], [-3200639, -10337, -112312], [4227704, -178396, 47388], [6715331, 87983, 46429], [-1022807, 230611, 82089], [-5946972, 1770, -91752], [1495314, 1752, -14083], [-1868164, -13960, 47047], [-3350611, 190843, -42455], [-8815514, 100, -70100], [-4951316, -142232, 54130], [4871072, -173778, -35554], [-1404001, -141291, -112142], [1256032, -242588, -41360], [-9903804, -124232, 45390], [-3077101, 24947, -168757], [-9142016, -69404, -71876], [-1098678, 272094, 135306], [7903412, 43174, 8216], [-16091495, 80927, -43153], [-13125939, 86185, 15655], [-15331621, -91949, -121417], [-5819140, -69474, -104032], [-7578477, -186385, -158738], [-2199591, 5719, 43891], [-5661165, -83481, -217969], [-227860, 150670, -5096], [-12892592, 247020, 88430], [-6306574, -104498, 11202], [-15189217, -28949, 144359], [-7192218, -201026, 107746], [11393095, 350815, -145186], [11071547, -448927, -16443], [-15154505, 81675, 60839], [-5087898, -243214, -225385], [-7771621, -298921, -33207], [4542135, 183721, 322518], [8718675, -96451, 203221], [5635896, -152526, 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[27514458, 720426, -163664], [16882998, 149664, -198762], [5568732, 192072, 206156], [32466467, 556669, 360062], [8586360, -336964, -4566], [-6087506, 794848, -208440], [1433056, 1097248, 54600], [-14643770, -443210, -672054], [-14053186, -94920, 173640], [-38656308, -635240, 341883], [-13456523, -725623, 338948], [-11804140, 435046, 442320], [11167025, -370511, 627149], [-16918563, -849641, -6023], [3849112, 344446, 424644], [23413668, -29846, 922191], [43024496, 237650, 43910], [29909125, 245517, 282560], [28591247, 872017, -30003], [-49715234, 362726, 34779], [34187821, -1056933, -115157], [54788060, -463778, -377642], [25088638, 1271476, -376996], [-10376677, -376481, 1049227], [28883822, 506774, 883681], [-18791022, 174078, -722954], [22273019, 923833, -842276], [23303878, -124898, -29428], [33745407, 79035, 618283], [-48565264, -418030, 267174], [-11024256, 216454, -793135], [46881350, 1028684, -657862], [-45073559, -892881, -169811], [52570353, 820083, 332413], [-49502933, -720643, 154640], [76021398, 397862, -401986], [4461565, -92079, 1338825], [26422554, 90584, 393978], [-11438306, 193182, -137724], [-17603727, -761083, -878814], [62774496, -662126, -358511], [3262211, 378079, 154381], [19612597, -775917, 391733], [40552870, -319696, -384454], [-46384481, -1147153, 1158106], [2245201, -1425785, -189036], [41208867, 1325119, 253011], [-23994588, 239276, -173888], [-61686777, -150975, 22400], [4628952, 1139276, -12862], [45742544, 1555288, 909826], [-98189343, 313337, 436621], [21675626, -961340, 872430], [46542735, -1705639, 20703], [-7246458, -89950, 201418], [8689383, -2008033, -848388], [24265434, 402052, -1345308], [26677098, -1956650, 238464], [51180468, -22108, 497120], [-4975066, -106476, 150244], [88843032, 994312, -326366], [51401730, 1924284, -1275027], [42006726, -207916, 1513504], [-4756043, 846835, -886108], [48974885, 1864595, 666159], [23588778, -434738, 1336098], [4304399, -670405, 426482], [-51082450, 2257070, 867422], [62614376, 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-1289346, 2495046], [-73871957, 311951, -1918060], [-72839823, 1101577, 3055853], [-24486398, 3660122, -457344], [-153424439, -1208557, -205470], [34048144, -2456522, -2576800], [47871463, 3438141, -2692865], [171785063, 2785375, 2911870], [49048644, 5173230, -328418], [-121212674, -3052008, 1927571], [51152587, -7612313, -1232980], [40985573, -3680343, 2243529], [-161395889, 948743, 1181215], [43920930, -1072834, 1894024], [-28779948, 4396070, -2996358], [-39352160, -4063342, -2439100], [-162526890, 2631982, 552776], [61275111, 1040513, -974172], [273055464, -102350, -26774], [-71982310, 2367918, -3794944], [-138881111, 3646047, 900115], [-66559084, 234292, -2956492], [108626080, 4330226, -3983716], [-83827564, -152978, 2141272], [-208276245, 6753051, 455285], [89105838, 3610810, -2937986], [23249542, -2295164, 977677], [-259470108, 929932, 94234], [-176153796, -1223138, 2890255], [-22614716, -1086, -1060454], [40950775, -4655915, 541302], [-215520754, 862956, -2570428], [101013768, 3308820, -2168294], [75023044, -1479030, 1695978], [34722152, -3885802, -833696], [-95995973, -1550955, 3472970], [-69665992, -2136984, -52152], [-258484109, 2089145, 1905128], [73014828, 3705456, 5331604], [139791738, 5050860, 738572], [11805002, -1058138, -2512240], [-106475828, -3391886, 1547599], [239310808, 2119522, 2931228], [374552239, -3704975, -700687], [-186666464, -2251290, 3754548], [-42860415, 4527471, 3743976], [50155122, -6597154, 1341614], [161053382, 2621968, 205600], [16100282, -8315904, 1466140], [-57747686, -1105132, 1251701], [250911588, -2566086, 2283729], [174904540, -483974, 3556148], [16587075, 5835567, 1265592], [-154634822, 5494620, -2092692], [-222350284, 3292762, -760336], [-206354819, -5859285, -2621179], [-319898703, -3766827, 1027334], [10051740, -1617940, 655318], [19899733, -5027287, 2880717], [192047240, 5032568, 182011], [1398496, -3880148, 3170554], [-10723707, -4792007, -1792619], [-239591566, -1649138, -1597668], [292712260, 3175956, 4137650], [-390738505, 1435159, -1508538], [132045805, -5930067, -4913027], [37319624, 5910272, -270588], [235526789, -1628147, 3155529], [-71512055, 7791685, -521206], [474254072, 2298640, 250096], [-287555080, -2801050, -2220508], [365772062, -3546080, -28922], [-36956750, -9879584, -6708], [7443766, -1851802, -830881], [58383627, -8975751, -1738954], [-60717140, -9819372, -2558736], [145493943, -3065823, 930080], [-41331453, 3197737, 6386379], [-139147520, 5262450, 3826777], [-282440700, -6331940, 4451316], [-148750372, 795762, -3263798], [-169856054, -4969314, -6108364], [-195673934, 4431466, 484600], [-97436868, 7602394, 57364], [-179005488, 2959036, 2879661], [-606302237, 1333431, 468538], [123872740, -1718056, 2836992], [161230007, 8473639, -4300134], [-53790833, -6601089, 2638543], [-402233316, 880076, -2687872], [-89195700, 9838466, 766696], [-76834589, 3975609, 1139083], [-307851889, -911651, -2736808], [177672255, -7655537, -713943], [-206829155, 697817, -906443], [-66421194, -5427718, 2651718], [310269562, 943658, 4155025], [-48235116, -7072260, 6580203], [335110680, 5249880, 4944696], [-225159562, 2050972, -888254], [-61956713, 4645449, -3332476], [-203633831, 6314847, -749057], [-147101906, 8566884, 2227825], [169629512, 1020026, 330286], [151922439, 3380651, -2885997], [-43750335, -6455073, 953479], [47012416, 11235444, 7493576], [-45429687, -8594195, -3224019], [169327246, 9405380, -5173262], [235740147, -10612933, 3248906], [-26702388, -10947172, 5627808], [126017049, 8475495, 4951562], [46580770, -9192990, 2824040], [-114185097, -9732873, -6207211], [185196944, -75726, 8904384], [-49532857, -1476737, -2273974], [-288010070, 33758, -1251696], [-359721200, 3005038, -3064240], [281023734, 6533334, -4548713], [78671945, 2116579, 1425809], [163022611, -1008115, -7178764], [131118063, 657997, -4382509], [-154184562, 6663082, -3087882]], 'char_orbit_index': 1, 'field_poly': [-4532, -634, -1, 1], 'hecke_orbit_code': 76561193765962274, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 3], 'hecke_ring_inverse_denominators': [1, 2, 1], 'hecke_ring_inverse_numerators': [[1, 0, 0], [1, 1, 0], [424, 6, 3]], 'hecke_ring_numerators': [[1, 0, 0], [-1, 2, 0], [-418, -12, 1]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 3, 'label': '546.6.a.r', 'level': 546, 'maxp': 2999, 'weight': 6}
• mf_newspaces •

  Column	Type
  ALdims	integer[]
  ALdims_eis_new	integer[]
  ALdims_eis_old	integer[]
  ALdims_old	integer[]
  Nk2	integer
  a4_dim	integer
  a5_dim	integer
  analytic_conductor	double precision
  char_conductor	integer
  char_degree	integer
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  conrey_index	integer
  cusp_dim	integer
  dihedral_dim	integer
  dim	integer
  eis_dim	integer
  eis_new_dim	integer
  hecke_cutter_primes	integer[]
  hecke_orbit_code	bigint
  hecke_orbit_dims	integer[]
  label	text
  level	integer
  level_is_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  mf_dim	integer
  mf_new_dim	integer
  num_forms	smallint
  plus_dim	integer
  prim_orbit_index	smallint
  relative_dim	integer
  s4_dim	integer
  sturm_bound	integer
  trace_bound	integer
  trace_display	numeric[]
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'ALdims': [3, 4, 5, 3, 4, 4, 3, 4, 4, 3, 3, 5, 3, 5, 5, 2], 'ALdims_eis_new': [0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], 'ALdims_eis_old': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1], 'ALdims_old': [28, 32, 31, 31, 30, 31, 31, 32, 33, 30, 30, 29, 33, 29, 30, 32], 'Nk2': 19656, 'analytic_conductor': 87.56956561788742, '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': [546, 1, [365, 157, 379], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 552, 'dim': 60, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 11], 'hecke_orbit_code': 100663842, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 3, 3, 3, 3, 3, 3, 4, 4, 4, 5, 5, 5], 'label': '546.6.a', 'level': 546, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 7, 13], 'level_radical': 546, 'mf_dim': 568, 'mf_new_dim': 60, 'num_forms': 24, 'plus_dim': 24, 'prim_orbit_index': 1, 'relative_dim': 60, 'sturm_bound': 672, 'trace_bound': 5, 'trace_display': [0, 0, 0, 0], 'traces': [60, 0, 0, 960, 0, 0, 0, 0, 4860, 0, 0, 0, 0, 0, 0, 15360, -3824, 0, 1136, 0, -1764, -1888, 5448, 0, 39804, 0, 0, 0, 22008, 8352, -13904, 0, -4464, 0, 12152, 77760, 31632, -16064, 0, 0, -24448, 0, 37144, 0, 0, 4512, -38720, 0, 144060, -11392, 51696, 0, 107944, 0, -39744, 0, -78192, -69856, -78688, 0, 123696, 184960, 0, 245760, 1352, 23616, 13368, -61184, -47664, -56448, 200240, 0, -67152, 39296, 75456, 18176, 0, -24336, -37456, 0, 393660, 356512, -5280, -28224, -86288, -47744, 124920, -30208, -443232, 0, -33124, 87168, 340704, 94560, 4096, 0, 214368, 0, 0, 636864, -122096, -224064, 704392, 0, 0, 51808, -806760, 0, -396304, -290048, 56304, 0, 93944, 124128, 652192, 352128, 0, 71680, 293216, 133632, 1091476, 425728, -34920, -222464, 1119648, 0, -538352, 0, 1188144, -135200, 399712, -71424, -121520, 1427392, 0, 0, 1043936, 479232, 2092400, 194432, -638064, 589696, 375856, 1244160, 1770528, -153792, 0, 506112, -125392, -243072, 2559456, -257024, -309744, -379456, 2773168, 0, 963424, 450112, 557064, 0, 0, 0, 209208, -391168, 598032, 2239104, 2205664, 0, 1713660, 1964160, 92016, 594304, 1770208, 542016, 0, 0, 1264248, -417440, -271112, 0, 312192, 0, 166896, 72192, -1781920, -252864, -2170016, -619520, -142884, 1115200, -2254712, 0, 1122584, -1311808, 0, 2304960, 763312, -152928, -2040344, -182272, -1459152, -203200, 1271648, 827136, 1383296, 1336448, 441288, 0, 2866992, -352800, 81160, 1727104, -1361088, -1238016, 822624, 0, -623280, 200512, 294624, -635904, 1108640, 1989216, -764288, 0, 3224124, -1097920, 333408, -1251072, 1514592, -55360, 924336, -1117696, -2160872, 0, 4722448, -1259008, -679968, 359072, 1884640, 0, 8250672, -2915584, 0, 1979136, 0, -725472, 148720, 2959360, -2270088, 142656, -1862832, 0, -2835152, 1169856, 1346976, 3932160, 2621008, -652032, 748720, 21632, 1782648, 23168, -6321304, 377856, -10267488, -956480, -2717064, 213888, -1944976, 676512, -4368736, -978944, -298116, 3869120, 7868128, -762624, -7570136, 4685696, -1126224, -903168, -4089360, -2452896, -5918656, 3203840, 313920, 0, -2219896, 0, 1327964, 8002176, 1711296, -1074432, -424640, 0, -1838656, 628736, -361584, 6961760, 959920, 1207296, -3009776, -7840320, -5142456, 290816, 2774512, 0, 10902688, 0, 1316448, -4958720, -4789520, -389376, -10696168, 1329280, 984312, -599296, 4689952, -840384, -899360, 0, 4385016, 377888, -12663072, 6298560, 978848, -2367680, -8383536, 5704192, -5439000, 3388032, 2546936, -84480, 2562192, 935008, -6134608, -451584, -120400, 0, -3615696, -1380608, 3896800, -1301184, 0, -763904, -9894528, -7055488, -4717256, 1998720, 3323104, 4189696, 0, -483328, 15137856, 556128, -1655728, -7091712, -1019592, 1962176, -18470736, 0, 879460, -4035328, 7519104, -529984, -9998640, -3221280, -4375304, 1394688, -1980288, -78592, -2736160, 5451264, -3189656, 1444160, 2860704, 1512960, 1308736, 0, -2870808, 65536, -6865056, -17088672, 562976, 0, 7086576, -8559936, 3008664, 3429888, -7956280, 0, -4867968, 0, 14721480, -3476064, 2555584, 0, -23151200, -19314688, 5574240, 10189824, -16548224, -821664, -5967728, -1953536, 0, 3374336, -1548512, -3585024, -2525152, 18812480, -2340288, 11270272, -2183832, 365472, -18417376, 0, -584496, 1876992, -9570272, 0, -6998464, 16284544, -3136320, 828928, -32819648, 806976, 1848280, -12908160, -2944656, -21241152, -4755344, 0, -20449624, 909440, -23656320, -6340864, -78209216, -2604096, -10026056, -4640768, 11668860, -1173536, -13834744, 900864, 31187568, -33820096, -6817104, 0, 9953920, -922752, -14867648, 1503104, -12709152, 9606080, 0, 1986048, -7784440, -17613440, 4187376, 10435072, -3941184, -8749440, -819072, 5634048, -4134096, 2956416, -3150720, 0, 8741208, -15526272, 17114256, 1146880, -7929568, 20169792, -54134576, 4691456, 8743464, -6826944, 3358016, 2138112, -3302936, 12527232, -1866312, 17463616, 4189056, 0, -27480880, 6811648, 12735504, 0, 34083672, -558720, -26722512, 0, -3219264, -3559424, -1453536, -10153440, 22275800, 17914368, -15531408, -1918720, -8831728, 0, 19065712, -3979712, 0, -8613632, 28527616, 4867776, -15782312, 0, -6333552, 622784, -44759216, 19010304, -18320864, 0, -19097784, -2163200, 5949568, -5658336, 25140384, 6395392, -3201660, -8436832, 44878848, -1142784, 22470004, -64286272, -6373728, -1944320, 2718872, -16503264, 21062816, 22838272, -29501640, 19678016, 0, 0, -30353184, -20894016, 15145920, 0, -51223360, -3577392, -30566592, 16702976, 10019376, -49345408, 69998272, 7667712, -6071296, -838400, 23955480, 33478400, -9554048, 14981760, -4250688, 3110912, -40384368, -24527392, 38085360, -10209024, -32795904, 4272512, 0, 9435136, -42426088, -4005504, 6394768, 6013696, -15412320, -11758432, -33204776, 19906560, 26288112, 18540416, -27539136, 28328448, 17330712, 122976, 7919456, -2460672, 109512, -7712064, 6250432, 0, -35225648, -6348480, 15000912, 8097792, -9619008, 1912896, 14733320, -2006272, -11235744, 12741248, 21768984, -3889152, 82757752, -1499008, 1082808, 40951296, 169162688, 1429632, -28411784, -4112384, 1756944, 21458144, 9397752, -4955904, -46021792, -40204928, -23418288, -6071296, 19510992, -22864032, -19081408, 44370688, -3860784, -55175936, 9459352, 0, 70471260, 67545984, 24261336, 15414784, 98485696, -4572288, -60098896, 7201792, -15719616, -3620320, 21722784, 8913024, 0, -23780608, 16219440, 0, 25599848, -626112, -21043424, 0, 34287120, -375456, -3664528, 0, 4396624, 0, 6329232, 3347328, -17684120, -9794016, 131315360, -6258688, -5439312, -1630720, 22900728, 9568512, -49428896, 18803392, 8712288, 35825664, -9034816, 3182976, 57424920, 35290624, -6318144, 23925120, 39750464, 0, -60028656, 48655360, 6111936, 27418560, 57692144, -35920512, 4813368, 31426560, -25839000, -26783360, -65894064, 1472256, -11954144, 0, 36251136, 9508864, -2403856, 8216928, 120292192, 28323328, 0, -14568128, 109300032, 8672256, 78529040, -56194432, -17600976, 0, 154629848, -1971216, 74436480, 0, -12039408, -16756256, -22675632, 20227968, 34867024, -13292544, -3033936, -6679040, 71123840, 1255968, 31408312, -4337792, -1699200, 11798848, 23875856, 0, 11435032, -19509376, -31596336, 4995072, 75235208, 44591616, 63362744, 0, 31886460, -13558912, -121192688, 2670336, -114911264, -143185792, 0, 1155072, 58700560, 28877472, 25974616, -28510720, 16597152, 22380064, -7810944, -4045824, 163161408, -37755456, -427680, -34720256, 18751712, 28299456, 101890944, -9912320, 38712312, -14109472, 135333200, -2286144, 82083032, 11766720, 3596256, 17843200, 48805120, 23810688, 7340592, -36075392, -6989328, -17348064, -31662488, 0, -28153616, 27195392, -41055480, 17961344, 107108160, -3867264, -64926384, -20988928, 10524024, -13353376, 69960048, 0, 19366576, 61044224, 10118520, 36879360, -77709840, 6757056, 44009376, 12212992, 27013824, 65897280, 826336, -2446848, -14147328, -3877376, 2341008, -32645504, -5187552, -2596608, -69845120, -2916352, -35901792, -8282080, 12287920, -23346432, 20202896, -22767680, 61721208, -3251200, -36312344, 0, -117992944, 20346368, 33706368, -66032448, 218304912, 13234176, 107013568, -30747264, -2683044, 22132736, 62006784, -81884160, 24928304, 21383168, 62956368, 12429536, 40309296, 7060608, -167984496, -49626304, -90549216, 0, -9181424, -9770112, -133571784, 45871872, 27597024, -46472576, -110187264, -5644800, 190475548, 583680, -55179216, 1298560, 0, 7659360, 20380864, 27633664, 47819808, 128663168, 20269760, -21777408, 163726944, -19201728, 331776, -19808256, 246850976, -11778624, -34743616, 13161984, 3252816, 59371840, -12172080, 0, 35786176, 54195584, -102925728, -9972480, -46036480, 17804448, -6653192, 3208192, 17363808, -21214400, -67184880, 4713984, 94929424, -84004096, 17885376, -10174464, -45729456, 0, -40854376, 17738240, 5178528, -90903168, -97829312, 31827456, -16670192, -294914496, 0, -12228608, 71719760, 23046912, 17267232, 0, 18325008, 44911424, 4106976, 51585984, -1018832, -29821568, 13625136, -17566720, 89115728, 23937408, 76266864, 5334528, -9889776, -13249600, -180632056, -20017152, -106945312, -41648704, -77037120, 24233472, -23161712, -18149184, 16474432, -885760, -83490768, -31409344, -19801392, 14789376, -135750656, -44903104, 57055752, -17883136, -132632608, 16426368, 2727536, -34573952, -66699216, 40105344, 292313056, 0, -205919560, -83938176, 65290320, 75559168, -191234912, 122604192, -102196304, -20144128, 0, -87463584, -134717392, -10879488, 11755640, -88779264, 149203296, 5745152, -114194872, 4196448, 5645344, 30154240, -32692896, -28531232, 65184896, 0, 89174732, 18192512, -65347560, 132010752, -118339552, 42688800, 34331728, -46649344, 75176064, -29064192, -134625136, 0, 1495088, -19353792, 0, 31666176, -178228384, -74687904, 129313328, 0, -32100624, -65437440, 103764160, -11607552, -479917872, 88042624, 27296136, 2379520, 41343360, -23493888, -128999616, 47349760, 3474000, 5509952, -258381392, -36321408, -29013648, -210367936, 4560624, 2282496], 'weight': 6, '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

  
  {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 18, 'source_is_minimal': True, 'source_label': '546.6.a.r', 'source_level': 546, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 18, 'target_is_minimal': True, 'target_label': '546.6.a.r', 'target_level': 546, 'twist_class_label': '546.6.a.r', 'twist_class_level': 546, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 1032425
    {'charpoly_factorization': [[[-4, 1], 3]], 'hecke_orbit_code': 76561193765962274, 'p': 2}
  • id: 1032426
    {'charpoly_factorization': [[[9, 1], 3]], 'hecke_orbit_code': 76561193765962274, 'p': 3}
  • id: 1032427
    {'charpoly_factorization': [[[-203764, -5236, 49, 1], 1]], 'hecke_orbit_code': 76561193765962274, 'p': 5}
  • id: 1032428
    {'charpoly_factorization': [[[49, 1], 3]], 'hecke_orbit_code': 76561193765962274, 'p': 7}
  • id: 1032429
    {'charpoly_factorization': [[[14140640, -95256, -102, 1], 1]], 'hecke_orbit_code': 76561193765962274, 'p': 11}
  • id: 1032430
    {'charpoly_factorization': [[[-169, 1], 3]], 'hecke_orbit_code': 76561193765962274, 'p': 13}
  • id: 1032431
    {'charpoly_factorization': [[[-2794595824, -1994236, 1432, 1], 1]], 'hecke_orbit_code': 76561193765962274, 'p': 17}
  • id: 1032432
    {'charpoly_factorization': [[[-1649969200, -3104560, -137, 1], 1]], 'hecke_orbit_code': 76561193765962274, 'p': 19}
  • id: 1032433
    {'charpoly_factorization': [[[-2958187200, 7526440, -5021, 1], 1]], 'hecke_orbit_code': 76561193765962274, 'p': 23}
  • id: 1032434
    {'charpoly_factorization': [[[-22026054204, -24919040, 3233, 1], 1]], 'hecke_orbit_code': 76561193765962274, 'p': 29}
  • id: 1032435
    {'charpoly_factorization': [[[-189018657984, -27854136, 6667, 1], 1]], 'hecke_orbit_code': 76561193765962274, 'p': 31}
  • id: 1032436
    {'charpoly_factorization': [[[-148806077824, -109858236, 8484, 1], 1]], 'hecke_orbit_code': 76561193765962274, 'p': 37}
  • id: 1032437
    {'charpoly_factorization': [[[-147585918088, -74117652, -5574, 1], 1]], 'hecke_orbit_code': 76561193765962274, 'p': 41}
  • id: 1032438
    {'charpoly_factorization': [[[613414319024, -158857560, -2649, 1], 1]], 'hecke_orbit_code': 76561193765962274, 'p': 43}
  • id: 1032439
    {'charpoly_factorization': [[[-1008758166000, -320190300, -6415, 1], 1]], 'hecke_orbit_code': 76561193765962274, 'p': 47}
  • id: 1032440
    {'charpoly_factorization': [[[-5276366431260, 1287048, 33677, 1], 1]], 'hecke_orbit_code': 76561193765962274, 'p': 53}
  • id: 1032441
    {'charpoly_factorization': [[[22391044971648, 2440404624, 86764, 1], 1]], 'hecke_orbit_code': 76561193765962274, 'p': 59}
  • id: 1032442
    {'charpoly_factorization': [[[1690806278168, -211912228, -5654, 1], 1]], 'hecke_orbit_code': 76561193765962274, 'p': 61}
  • id: 1032443
    {'charpoly_factorization': [[[2485890205792, -421054240, -30178, 1], 1]], 'hecke_orbit_code': 76561193765962274, 'p': 67}
  • id: 1032444
    {'charpoly_factorization': [[[48933411489856, -5434543488, 9744, 1], 1]], 'hecke_orbit_code': 76561193765962274, 'p': 71}
  • id: 1032445
    {'charpoly_factorization': [[[25428127207164, 2809627848, 94987, 1], 1]], 'hecke_orbit_code': 76561193765962274, 'p': 73}
  • id: 1032446
    {'charpoly_factorization': [[[-5960300790080, -1399121496, 59799, 1], 1]], 'hecke_orbit_code': 76561193765962274, 'p': 79}
  • id: 1032447
    {'charpoly_factorization': [[[114090718756464, 8430119164, 174901, 1], 1]], 'hecke_orbit_code': 76561193765962274, 'p': 83}
  • id: 1032448
    {'charpoly_factorization': [[[-986036345948556, -4109277228, 160259, 1], 1]], 'hecke_orbit_code': 76561193765962274, 'p': 89}
  • id: 1032449
    {'charpoly_factorization': [[[-605723495954548, -1049990584, 164791, 1], 1]], 'hecke_orbit_code': 76561193765962274, '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': 18, 'label': '546.6.a.r', 'level': 546, 'portrait': 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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 62768023
    {'hecke_orbit_code': 76561193765962274, 'n': 1, 'trace_an': 3}
  • id: 62768024
    {'hecke_orbit_code': 76561193765962274, 'n': 2, 'trace_an': 12}
  • id: 62768025
    {'hecke_orbit_code': 76561193765962274, 'n': 3, 'trace_an': -27}
  • id: 62768026
    {'hecke_orbit_code': 76561193765962274, 'n': 4, 'trace_an': 48}
  • id: 62768027
    {'hecke_orbit_code': 76561193765962274, 'n': 5, 'trace_an': -49}
  • id: 62768028
    {'hecke_orbit_code': 76561193765962274, 'n': 6, 'trace_an': -108}
  • id: 62768029
    {'hecke_orbit_code': 76561193765962274, 'n': 7, 'trace_an': -147}
  • id: 62768030
    {'hecke_orbit_code': 76561193765962274, 'n': 8, 'trace_an': 192}
  • id: 62768031
    {'hecke_orbit_code': 76561193765962274, 'n': 9, 'trace_an': 243}
  • id: 62768032
    {'hecke_orbit_code': 76561193765962274, 'n': 10, 'trace_an': -196}
  • id: 62768033
    {'hecke_orbit_code': 76561193765962274, 'n': 11, 'trace_an': 102}
  • id: 62768034
    {'hecke_orbit_code': 76561193765962274, 'n': 12, 'trace_an': -432}
  • id: 62768035
    {'hecke_orbit_code': 76561193765962274, 'n': 13, 'trace_an': 507}
  • id: 62768036
    {'hecke_orbit_code': 76561193765962274, 'n': 14, 'trace_an': -588}
  • id: 62768037
    {'hecke_orbit_code': 76561193765962274, 'n': 15, 'trace_an': 441}
  • id: 62768038
    {'hecke_orbit_code': 76561193765962274, 'n': 16, 'trace_an': 768}
  • id: 62768039
    {'hecke_orbit_code': 76561193765962274, 'n': 17, 'trace_an': -1432}
  • id: 62768040
    {'hecke_orbit_code': 76561193765962274, 'n': 18, 'trace_an': 972}
  • id: 62768041
    {'hecke_orbit_code': 76561193765962274, 'n': 19, 'trace_an': 137}
  • id: 62768042
    {'hecke_orbit_code': 76561193765962274, 'n': 20, 'trace_an': -784}
  • id: 62768043
    {'hecke_orbit_code': 76561193765962274, 'n': 21, 'trace_an': 1323}
  • id: 62768044
    {'hecke_orbit_code': 76561193765962274, 'n': 22, 'trace_an': 408}
  • id: 62768045
    {'hecke_orbit_code': 76561193765962274, 'n': 23, 'trace_an': 5021}
  • id: 62768046
    {'hecke_orbit_code': 76561193765962274, 'n': 24, 'trace_an': -1728}
  • id: 62768047
    {'hecke_orbit_code': 76561193765962274, 'n': 25, 'trace_an': 3498}
  • id: 62768048
    {'hecke_orbit_code': 76561193765962274, 'n': 26, 'trace_an': 2028}
  • id: 62768049
    {'hecke_orbit_code': 76561193765962274, 'n': 27, 'trace_an': -2187}
  • id: 62768050
    {'hecke_orbit_code': 76561193765962274, 'n': 28, 'trace_an': -2352}
  • id: 62768051
    {'hecke_orbit_code': 76561193765962274, 'n': 29, 'trace_an': -3233}
  • id: 62768052
    {'hecke_orbit_code': 76561193765962274, 'n': 30, 'trace_an': 1764}
  • id: 62768053
    {'hecke_orbit_code': 76561193765962274, 'n': 31, 'trace_an': -6667}
  • id: 62768054
    {'hecke_orbit_code': 76561193765962274, 'n': 32, 'trace_an': 3072}
  • id: 62768055
    {'hecke_orbit_code': 76561193765962274, 'n': 33, 'trace_an': -918}
  • id: 62768056
    {'hecke_orbit_code': 76561193765962274, 'n': 34, 'trace_an': -5728}
  • id: 62768057
    {'hecke_orbit_code': 76561193765962274, 'n': 35, 'trace_an': 2401}
  • id: 62768058
    {'hecke_orbit_code': 76561193765962274, 'n': 36, 'trace_an': 3888}
  • id: 62768059
    {'hecke_orbit_code': 76561193765962274, 'n': 37, 'trace_an': -8484}
  • id: 62768060
    {'hecke_orbit_code': 76561193765962274, 'n': 38, 'trace_an': 548}
  • id: 62768061
    {'hecke_orbit_code': 76561193765962274, 'n': 39, 'trace_an': -4563}
  • id: 62768062
    {'hecke_orbit_code': 76561193765962274, 'n': 40, 'trace_an': -3136}
  • id: 62768063
    {'hecke_orbit_code': 76561193765962274, 'n': 41, 'trace_an': 5574}
  • id: 62768064
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  • id: 62768247
    {'hecke_orbit_code': 76561193765962274, 'n': 773, 'trace_an': 13765202}
  • id: 62768248
    {'hecke_orbit_code': 76561193765962274, 'n': 787, 'trace_an': 26455697}
  • id: 62768249
    {'hecke_orbit_code': 76561193765962274, 'n': 797, 'trace_an': 17033318}
  • id: 62768250
    {'hecke_orbit_code': 76561193765962274, 'n': 809, 'trace_an': -11916119}
  • id: 62768251
    {'hecke_orbit_code': 76561193765962274, 'n': 811, 'trace_an': -37190780}
  • id: 62768252
    {'hecke_orbit_code': 76561193765962274, 'n': 821, 'trace_an': 16671286}
  • id: 62768253
    {'hecke_orbit_code': 76561193765962274, 'n': 823, 'trace_an': 15726424}
  • id: 62768254
    {'hecke_orbit_code': 76561193765962274, 'n': 827, 'trace_an': 46701996}
  • id: 62768255
    {'hecke_orbit_code': 76561193765962274, 'n': 829, 'trace_an': -12285314}
  • id: 62768256
    {'hecke_orbit_code': 76561193765962274, 'n': 839, 'trace_an': 24989092}
  • id: 62768257
    {'hecke_orbit_code': 76561193765962274, 'n': 841, 'trace_an': -1243078}
  • id: 62768258
    {'hecke_orbit_code': 76561193765962274, 'n': 853, 'trace_an': 61068639}
  • id: 62768259
    {'hecke_orbit_code': 76561193765962274, 'n': 857, 'trace_an': 50110914}
  • id: 62768260
    {'hecke_orbit_code': 76561193765962274, 'n': 859, 'trace_an': -62287374}
  • id: 62768261
    {'hecke_orbit_code': 76561193765962274, 'n': 863, 'trace_an': 28930340}
  • id: 62768262
    {'hecke_orbit_code': 76561193765962274, 'n': 877, 'trace_an': -23230396}
  • id: 62768263
    {'hecke_orbit_code': 76561193765962274, 'n': 881, 'trace_an': 5498798}
  • id: 62768264
    {'hecke_orbit_code': 76561193765962274, 'n': 883, 'trace_an': -10034140}
  • id: 62768265
    {'hecke_orbit_code': 76561193765962274, 'n': 887, 'trace_an': 16920344}
  • id: 62768266
    {'hecke_orbit_code': 76561193765962274, 'n': 907, 'trace_an': 15170617}
  • id: 62768267
    {'hecke_orbit_code': 76561193765962274, 'n': 911, 'trace_an': 7239839}
  • id: 62768268
    {'hecke_orbit_code': 76561193765962274, 'n': 919, 'trace_an': 4632288}
  • id: 62768269
    {'hecke_orbit_code': 76561193765962274, 'n': 929, 'trace_an': -24870757}
  • id: 62768270
    {'hecke_orbit_code': 76561193765962274, 'n': 937, 'trace_an': -4261912}
  • id: 62768271
    {'hecke_orbit_code': 76561193765962274, 'n': 941, 'trace_an': -15345219}
  • id: 62768272
    {'hecke_orbit_code': 76561193765962274, 'n': 947, 'trace_an': -3862054}
  • id: 62768273
    {'hecke_orbit_code': 76561193765962274, 'n': 953, 'trace_an': -13127863}
  • id: 62768274
    {'hecke_orbit_code': 76561193765962274, 'n': 961, 'trace_an': 14269708}
  • id: 62768275
    {'hecke_orbit_code': 76561193765962274, 'n': 967, 'trace_an': 7819222}
  • id: 62768276
    {'hecke_orbit_code': 76561193765962274, 'n': 971, 'trace_an': -50696162}
  • id: 62768277
    {'hecke_orbit_code': 76561193765962274, 'n': 977, 'trace_an': -16275930}
  • id: 62768278
    {'hecke_orbit_code': 76561193765962274, 'n': 983, 'trace_an': 110991713}
  • id: 62768279
    {'hecke_orbit_code': 76561193765962274, 'n': 991, 'trace_an': 15504372}
  • id: 62768280
    {'hecke_orbit_code': 76561193765962274, 'n': 997, 'trace_an': -16145712}