Newform data - 57.10.a.b

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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': 5700, 'analytic_conductor': 29.357042661340767, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, 1], [19, -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': [57, 1, [20, 40], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 6, 'field_disc': 57090426603298930078750332, 'field_disc_factorization': [[2, 2], [3, 3], [53, 2], [1637, 1], [257470043, 1], [446490691, 1]], 'field_poly': [-725760, 4023504, 626016, 264, -1860, -3, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [43621632, -9984384, 241968, 41136, -1410, -33, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599795142713, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 216, 'hecke_ring_index_factorization': [[2, 3], [3, 3]], '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': '57.10.a.b', 'level': 57, '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': [3, 19], 'level_radical': 57, 'minimal_twist': '57.10.a.b', 'prim_orbit_index': 1, 'qexp_display': 'q+(6-\\beta _{1})q^{2}-3^{4}q^{3}+(12^{2}-8\\beta _{1}+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 6, 'rm_discs': [], 'sato_tate_group': '9.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '57.10.a', 'trace_display': [33, -486, 1158, 7890], 'trace_hash': 458579922005631820, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.014', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5.384', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '78.272', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1671.320', 'prec': 27}], 'trace_zratio': 0, 'traces': [6, 33, -486, 837, 1158, -2673, 7890, 18327, 39366, -100152, -55530, -67797, 90432, -188448, -93798, 474897, -29298, 216513, 781926, -937992, -639090, -1335768, 5607516, -1484487, 2872092, 5790828, -3188646, 9780036, 13190340, 8112312, 16053744, 35743167, 4497930, 17234874, -9260214, 5491557, 7529988, 4300593, -7324992, 30431904, 30819624, 15264288, -16328262, 5779908, 7597638, 97107978, 102989406, -38466657, -6370776, 2804487, 2373138, 270286296, -20749740, -17537553, -1788090, 320730684, -63336006, 108536826, 292960392, 75977352, -131061714, 253791282, 51766290, 524268801, 75135252, 108197208, 167304000, -23914074, -454208796, -475728108, -111679536, 120243447, 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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, 0, 0, 0], [6, -1, 0, 0, 0, 0], [-81, 0, 0, 0, 0, 0], [144, -8, 0, 1, 0, 0], [179, 29, 0, 0, 1, -1], [-486, 81, 0, 0, 0, 0], [1285, 67, -11, 7, -3, 0], [3170, -200, -20, 25, 4, -6], [6561, 0, 0, 0, 0, 0], [-16659, -63, 22, -6, 6, -9], [-9383, 231, 115, -11, 11, 14], [-11664, 648, 0, -81, 0, 0], [15810, -1414, 91, 77, 66, 15], [-29369, -3959, -66, 84, -46, -35], [-14499, -2349, 0, 0, -81, 81], [85034, -11272, -116, 323, 36, -174], [-2725, -4453, -651, 3, -131, 140], [39366, -6561, 0, 0, 0, 0], [130321, 0, 0, 0, 0, 0], [-158552, 4100, -136, 68, -424, 408], [-104085, -5427, 891, -567, 243, 0], [-225499, 4555, -1078, -1100, 582, 87], [943934, -18632, 1299, -411, -566, -475], [-256770, 16200, 1620, -2025, -324, 486], [476306, 2861, 125, -2845, 69, -954], [1003896, -75074, -572, 2338, 1392, -104], [-531441, 0, 0, 0, 0, 0], [1654828, -46004, 3024, 2548, 1008, -1092], [2203928, -8054, -2032, 3836, -128, 814], [1349379, 5103, -1782, 486, -486, 729], [2694944, -41658, -6445, -5499, 2988, -2481], [6038606, -154056, 4772, 7877, -1556, -890], [760023, -18711, -9315, 891, -891, -1134], [2857059, 32175, 7582, 3924, -3342, 2589], [-1602985, 120961, -10753, 6629, 2857, 4900], [944784, -52488, 0, 6561, 0, 0], [1160510, 183750, 23717, -3873, -6036, 1353], [781926, -130321, 0, 0, 0, 0], [-1280610, 114534, -7371, -6237, -5346, -1215], [4988944, 149240, -19968, -8776, -5952, 8064], [5002716, 276230, 31984, 280, -2514, -8174], [2378889, 320679, 5346, -6804, 3726, 2835], [-2897255, 332515, -2053, -13931, 19221, 5310], [580228, 747828, 1200, -12636, -8176, 5716], [1174419, 190269, 0, 0, 6561, -6561], [16568096, -744044, -37508, 13210, -4008, -9612], [17197089, -33671, -14304, 6444, 24831, -24261], [-6887754, 913032, 9396, -26163, -2916, 14094], [-1101768, 63417, -6997, -19215, 7893, -2688], [-158131, 1213958, 45798, -33324, -14006, 3809], [220725, 360693, 52731, -243, 10611, -11340], [45983308, -1770896, -38120, 85228, -13224, -15060], [-4335674, 1708252, -58016, -22952, 4352, 23564], [-3188646, 531441, 0, 0, 0, 0], [53663, -710663, 77033, -10169, -51585, -2862], [54133104, -1283320, -44384, 58996, 51552, -13664], [-10556001, 0, 0, 0, 0, 0], [20268848, -4285142, -38792, 65416, 9192, -8196], [47996082, 1599710, -145976, -40808, -39384, 20782], [12842712, -332100, 11016, -5508, 34344, -33048], [-22067407, 266949, 86259, -91359, -2679, 89268], [41879314, 845422, 284920, 33046, -27820, 26090], [8430885, 439587, -72171, 45927, -19683, 0], [89949954, -5041496, -238084, 114187, 13044, 12042], [12413044, 178288, -79772, -34964, -142906, 5744], [18265419, -368955, 87318, 89100, -47142, -7047], [29477474, -3264858, 338922, -63462, 38316, 14448], [-2300372, -3339652, 50960, -59890, 90032, -90852], [-76458654, 1509192, -105219, 33291, 45846, 38475], [-78399133, -1889315, 195406, -46928, 31674, 64617], [-18264086, -582634, -271280, 115084, 110624, -622], [20798370, -1312200, -131220, 164025, 26244, -39366], [7570191, -4431037, 133219, -37147, -63909, -140766], [-115514270, -151772, -491000, -394310, 24428, -35434], [-38580786, -231741, -10125, 230445, -5589, 77274], [18766224, -1042568, 0, 130321, 0, 0], [-200532817, 2055513, 486621, 135387, -24845, -24178], [-81315576, 6080994, 46332, -189378, -112752, 8424], [-129268992, 4907450, -102905, -297403, 111150, -107097], [17939312, -1078048, 459040, -430400, 74848, -33168], [43046721, 0, 0, 0, 0, 0], [-149299726, -5706548, -700908, -254156, 71220, -192654], [53268736, 7806852, -142904, 82756, -175756, 17072], [-134041068, 3726324, -244944, -206388, -81648, 88452], [-359518715, 4190603, -874969, 597557, 104451, 176370], [-222989253, 9209305, 1028702, -585136, 149514, 258137], [-178518168, 652374, 164592, -310716, 10368, -65934], [-352399904, 5326232, 576064, -545548, -402624, 68016], [18292726, 11544244, -35992, -42772, -276844, 281688], [-109299699, -413343, 144342, -39366, 39366, -59049], [-213104132, -18924, 92074, 772842, 225222, -352254], [89551452, -11389184, -580776, 1495674, 114072, 84348], [-218290464, 3374298, 522045, 445419, -242028, 200961], [136059643, -18385471, 653106, 760718, 119826, -225555], [23327459, 3779309, 0, 0, 130321, -130321], [-489127086, 12478536, -386532, -638037, 126036, 72090], [123224552, -7061562, -1167782, 862746, 281052, -249408], [-50222267, 12115176, 732358, -279440, -36670, 131117], [-61561863, 1515591, 754515, -72171, 72171, 91854], [-1025425348, 16645460, -560784, -635413, -110256, 580092]], 'ap': [[6, -1, 0, 0, 0, 0], [-81, 0, 0, 0, 0, 0], [179, 29, 0, 0, 1, -1], [1285, 67, -11, 7, -3, 0], [-9383, 231, 115, -11, 11, 14], [15810, -1414, 91, 77, 66, 15], [-2725, -4453, -651, 3, -131, 140], [130321, 0, 0, 0, 0, 0], [943934, -18632, 1299, -411, -566, -475], [2203928, -8054, -2032, 3836, -128, 814], [2694944, -41658, -6445, -5499, 2988, -2481], [1160510, 183750, 23717, -3873, -6036, 1353], [5002716, 276230, 31984, 280, -2514, -8174], [-2897255, 332515, -2053, -13931, 19221, 5310], [17197089, -33671, -14304, 6444, 24831, -24261], [-4335674, 1708252, -58016, -22952, 4352, 23564], [47996082, 1599710, -145976, -40808, -39384, 20782], [-22067407, 266949, 86259, -91359, -2679, 89268], [29477474, -3264858, 338922, -63462, 38316, 14448], [-18264086, -582634, -271280, 115084, 110624, -622], [7570191, -4431037, 133219, -37147, -63909, -140766], [-129268992, 4907450, -102905, -297403, 111150, -107097], [53268736, 7806852, -142904, 82756, -175756, 17072], [18292726, 11544244, -35992, -42772, -276844, 281688], [123224552, -7061562, -1167782, 862746, 281052, -249408], [539517808, 4213744, -1371021, 1366029, 77342, -187451], [371106936, 30710282, 1112253, -1433725, -133212, 163593], [348253618, 26922366, 1496158, -592442, 113630, 398672], [151148608, 36541552, -1249557, 436069, -973584, 541977], [1022355832, 11208738, 240762, -2018142, 593756, 78172], [928159642, 68949916, -1386669, -468143, -1834980, -127647], [1752358671, -23112211, 2674919, -816799, -1669599, 1748204], [3078912723, -115080677, 2875877, -22909, -427443, 1192796], [2227554757, 36542491, 2015603, 6468361, 2702265, 38538], [3303736713, 23141099, -5334612, -8045940, -1114389, 1131741], [209569188, -41021986, 210499, 6091289, 4165038, -5411217], [-117602502, 27517952, 2470246, -3307630, -1713228, -3049566], [2880109312, 115487752, 15581800, -434900, 5245620, 1645236], [7054836472, 132189988, -4372740, -4329024, 4278926, 1935760], [1918642942, -154222192, 9645738, 10398102, 4510424, 487606], [-2494095472, -397709892, -15505798, 6174290, -7671014, -6053222], [-2610169816, -396776184, -7168907, 7101807, -6707142, -1116345], [4281116575, -56359161, -3267932, 10079752, 1601345, -5736679], [959989582, -13476008, -13560196, -16961528, 883338, -4958748], [-9801241912, 219669228, 10498393, -18602537, 12029326, 9537651], [705960745, -270551945, 25514837, 3625135, -5416515, 17483244], [7345624910, -9665778, 2078784, 5088228, -11711916, -9850230], [25467351630, 1014717920, -43756727, 1605575, -16068270, 25381695], [12259520052, 125760528, 30842022, 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246378916644], [387805569345991, -67592834898113, -1139690949095, -808470467981, -473067236997, 619303628220], [462156519181912, 42723835983980, -572193633086, -2030927058230, -919477167058, -49230745462], [1366830705926318, 38754855788976, -999804201897, -408836919303, -561391040330, -1228211416087], [-1660087363962555, 38030297336933, -3441981781327, 753680200751, -723205075131, -271223880966], [1590638754072797, -44857019848247, -1965748395417, 371233736817, -509434279901, 370020068972], [-1131127327881972, 12946594953722, 1429519335220, -2158379427532, 507055097010, -372758829102], [808982662108250, -1116826750824, 5118555777552, 2328498500424, 1423167870328, 231313656056], [1929806063733609, 17213616931197, 2888589546487, 643954821889, 1736935116879, -288424498712], [975634881228411, -29375983832035, -2129674919521, -2665133454091, -124447519401, -7262019852], [-162652431031359, 30487341379337, 2782060885073, -3450553605073, -165668277465, -670678108438], [-264631731591840, 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-1608919077964, 1056219582588, 1301967430766], [940747844735482, -104858609883692, -4460936468286, -207709329962, -957707797920, 1773940968018], [1996001476828752, -24185817030418, 905961714601, 1086553126571, -1701474747270, -301736477535], [585750653179392, -17528440012998, 562482601514, -363809780110, 810745190412, -533441324428], [-92476489155300, -5894702504932, 4745684020684, -1849966521160, -2165025098526, 685011485592], [1341938891928392, 14157835920248, 2952768264571, 2031105871069, 1853738739682, -1896094846299], [-436365229154664, -76094095576624, -2125475265113, 654243189569, -676752070500, -870367255875], [-436851946510255, 16937811756773, -3908088222797, 2112055363141, 592064669215, -1755971931756], [756094439864022, -26915754799456, 2385243603343, 2150469788909, -2318679398952, 1590295314921], [-8606029760522, 36319219258220, 2246123115324, 3042666781008, 633100825520, -433697272340], [802108097837510, 70385213460160, 4473671937116, -1310451734176, 937036727530, 497413041580], [-321975640848057, 36478940289821, 610518424141, -3488509085473, -399403818813, 1852069105950], [-1108352412233769, -82099012296361, 1532774518981, 2475499383527, -804802810845, -298687333656], [-1199933065537332, 7837344410478, 6463429395442, 294605177938, 142271383218, -404376862580], [-1651134847692748, -52248461457816, 4198697170042, -3532021854318, 778729134090, 1377932958486], [1718713202751115, 88736386011393, 4893599362595, -3655241111083, -332777062315, 729597157404], [2116341277137094, 6760394338492, 2240063460836, -2417048603444, 1973470387464, -559093644312], [-194933447673961, 23402728696417, 1642099861008, -2255737098288, -373644624971, 974131392443], [641700821059490, -71366158294698, -886977946074, -526522905906, -1177365169226, 1765026693200], [-1533487432283389, -60978146826003, 41850859109, 852322508679, 1530612036975, 1282453794174], [-963981593937954, 76895012313788, -3864208051280, 1010941003640, 55998956208, -782706940716], [2613932901366244, -29702574484428, -5464864697365, 1638035922077, 143780694326, 2036012150889], [64083259909372, -55292102392712, -1037940047172, 1112912505816, -2232600284554, 2124135900172], [1681839892250820, 47432148123542, -2378857968029, 2889555779225, -2058694618938, -1166291300073], [-556477310900282, -78725016349568, 5815468617950, 2309448998378, 884940224684, 2133740590890], [2743957469467370, -34163875156838, 8899459870720, -472652902784, -2228676281102, -360925867410], [2155384307118222, 68637319542596, -2490626982334, -5234222761846, -541082475294, 813735845618], [246313530660730, -11467034850518, -2366536275277, -4137475952483, -535272241770, -2526487573881], [-410503714439403, -2380884286731, -2230509194340, -1610583467760, -2855709947637, 157717265523], [904013511145980, -160512700468736, 2628875830670, -4076181248098, 736140862146, 289801334474], [1667907311574412, 236336316802, 7085264627332, 681513495892, -1020255359670, 1178321171898], [1357872674731524, 7550187299826, -5268061835222, 2771085451474, -431235374196, -2211679651652], [315709341394380, 147921499648812, -2988235808390, -2931197126018, 1603308057354, -774735319970], [3296825625618737, 78715498553465, 4008646688757, -7992589020837, -836814892493, 1091392286222], [-1313155225271695, 199124261504319, -4845054925189, 3141348687273, -500973348963, -272396344986], [2746296118308053, -29558223531367, 3610667935162, -1420482951806, 1331928380431, -875112783447]], 'char_orbit_index': 1, 'field_poly': [-725760, 4023504, 626016, 264, -1860, -3, 1], 'hecke_orbit_code': 4503599795142713, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 70912, 1, 70912, 8864], '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], [620, 4, 0, 1, 0, 0], [2062, 1188, 20, -7, -4, 6], [744778, 4952, 364, 1475, -60, -30], [2552910, 1597416, 39908, -10147, -6996, 10118]], 'hecke_ring_numerators': [[1, 0, 0, 0, 0, 0], [0, 1, 0, 0, 0, 0], [22805376, 6429864, 42820, -25530, -47, 15], [-620, -4, 1, 0, 0, 0], [10203264, 41842216, 1524772, -152506, -1159, 87], [-18109856, -988696, 119564, -594, -77, 1]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 6, 'label': '57.10.a.b', 'level': 57, 'maxp': 2999, 'weight': 10}
• mf_newspaces •

  Column	Type
  ALdims	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': [7, 6, 8, 5], 'Nk2': 5700, 'analytic_conductor': 29.357042661340767, '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': [57, 1, [20, 40], [1, 1]], 'conrey_index': 1, 'cusp_dim': 58, 'dim': 26, 'eis_dim': 4, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 167772217, 'hecke_orbit_dims': [5, 6, 7, 8], 'label': '57.10.a', 'level': 57, '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': [3, 19], 'level_radical': 57, 'mf_dim': 62, 'mf_new_dim': 26, 'num_forms': 4, 'plus_dim': 12, 'prim_orbit_index': 1, 'relative_dim': 26, 'sturm_bound': 66, 'trace_bound': 1, 'trace_display': [36, 0, 5120, -3660], 'traces': [26, 36, 0, 5804, 5120, -2592, -3660, 43356, 170586, -57656, -151532, 115992, 315320, -173084, 38556, 1440548, 77408, 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• mf_twists_nf •

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

  
  
  • id: 49011
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 6, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '57.10.a.b', 'source_level': 57, 'target_char_orbit': 1, 'target_dim': 6, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '57.10.a.b', 'target_level': 57, 'twist_class_label': '57.10.a.b', 'twist_class_level': 57, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 10}
  • id: 49012
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 6, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '57.10.a.b', 'source_level': 57, 'target_char_orbit': 1, 'target_dim': 6, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '171.10.a.b', 'target_level': 171, 'twist_class_label': '57.10.a.b', 'twist_class_level': 57, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 10}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 191200
    {'charpoly_factorization': [[[43621632, -9984384, 241968, 41136, -1410, -33, 1], 1]], 'hecke_orbit_code': 4503599795142713, 'p': 2}
  • id: 191201
    {'charpoly_factorization': [[[81, 1], 6]], 'hecke_orbit_code': 4503599795142713, 'p': 3}
  • id: 191202
    {'charpoly_factorization': [[[-1786294622492640000, -2402860621086000, 10008415595100, 4698630420, -6624939, -1158, 1], 1]], 'hecke_orbit_code': 4503599795142713, 'p': 5}
  • id: 191203
    {'charpoly_factorization': [[[47301227937298998842368, -22114052526233208576, 876064863623376, 837323257064, -86749383, -7890, 1], 1]], 'hecke_orbit_code': 4503599795142713, 'p': 7}
  • id: 191204
    {'charpoly_factorization': [[[-3001383321293692007564516352, 230597874125347041312768, 9291923334247521456, -236413894938624, -5613126327, 55530, 1], 1]], 'hecke_orbit_code': 4503599795142713, 'p': 11}
  • id: 191205
    {'charpoly_factorization': [[[-65336385504086573106988774400, -3785119181062264534837056, 78487068486232588464, 3295686735442256, -32950553136, -90432, 1], 1]], 'hecke_orbit_code': 4503599795142713, 'p': 13}
  • id: 191206
    {'charpoly_factorization': [[[312752182641253766448009356250000, -6282691447875165869701500000, 30567211791678685065000, 34121423732312400, -364462954887, 29298, 1], 1]], 'hecke_orbit_code': 4503599795142713, 'p': 17}
  • id: 191207
    {'charpoly_factorization': [[[-130321, 1], 6]], 'hecke_orbit_code': 4503599795142713, 'p': 19}
  • id: 191208
    {'charpoly_factorization': [[[2015658035932096982789646090796210176, 2003667344940879025154186570496, -11838146088534782140744512, 3864719412552235728, 7938200199708, -5607516, 1], 1]], 'hecke_orbit_code': 4503599795142713, 'p': 23}
  • id: 191209
    {'charpoly_factorization': [[[-308910364682474253393193581755161928640, 665497416002651467693777172578752, -344244717912805493490001680, -13008842795218201440, 52308178011900, -13190340, 1], 1]], 'hecke_orbit_code': 4503599795142713, 'p': 29}
  • id: 191210
    {'charpoly_factorization': [[[-1794657710265057997795221484329163301888, 5009981397199002491724311361134016, -4067109098159460273157960848, 983300775520135325264, -1824046095264, -16053744, 1], 1]], 'hecke_orbit_code': 4503599795142713, 'p': 31}
  • id: 191211
    {'charpoly_factorization': [[[-834721256988873165976489868375137970266112, -157935070723218787271788614395593728, 45826064754215370977932699776, 2210054359323241745648, -461889863961108, -7529988, 1], 1]], 'hecke_orbit_code': 4503599795142713, 'p': 37}
  • id: 191212
    {'charpoly_factorization': [[[-2262349797647892227440633017990223856630784, -719644464850369148093447837223261696, 252775556807771858621197141200, 17285314251930709687584, -800388334160376, -30819624, 1], 1]], 'hecke_orbit_code': 4503599795142713, 'p': 41}
  • id: 191213
    {'charpoly_factorization': [[[8728091508953429954945380668165505676424448, 9252207605698905074049979024480644096, 976494972247447807103044548000, -24521870681482443029632, -2075738293133127, 16328262, 1], 1]], 'hecke_orbit_code': 4503599795142713, 'p': 43}
  • id: 191214
    {'charpoly_factorization': [[[-128100543381884678115473081303073641516965248, -38015499284172866959661019955684457520, -1927801689884548951740093851028, 135907265255797943300892, 987087860321925, -102989406, 1], 1]], 'hecke_orbit_code': 4503599795142713, 'p': 47}
  • id: 191215
    {'charpoly_factorization': [[[-3668865333790079615637988026018235052630260416, -114995359434968390401622716629878851392, 21068388192056595420307633558896, -131753859726491528268768, -11156374519821876, 20749740, 1], 1]], 'hecke_orbit_code': 4503599795142713, 'p': 53}
  • id: 191216
    {'charpoly_factorization': [[[32295697511677345289756922557668309127715987456, -1323042623398496390947178180402607888384, -51808418999926909364917423396608, 1845796427719547352009216, 12081986200671168, -292960392, 1], 1]], 'hecke_orbit_code': 4503599795142713, 'p': 59}
  • id: 191217
    {'charpoly_factorization': [[[-7757818551547585851315056187540933041267556080, -3097796811979549465591265117539097796864, -288008208763179860568045840394872, -6342244998212061373231096, -33240500370748911, 131061714, 1], 1]], 'hecke_orbit_code': 4503599795142713, 'p': 61}
  • id: 191218
    {'charpoly_factorization': [[[989191969817622319589395810754424180762713128960, -54745794950053918084296052949762256924672, -112253294143954330703912988913152, 12500100633125808265636352, -60558392773581168, -167304000, 1], 1]], 'hecke_orbit_code': 4503599795142713, 'p': 67}
  • id: 191219
    {'charpoly_factorization': [[[-13483407821029307087753427297957753536066019655680, 118295519570066682344335129172898540945408, 2031148446024310990761702702858240, -8990580156473875023416064, -94228973677767024, 111679536, 1], 1]], 'hecke_orbit_code': 4503599795142713, 'p': 71}
  • id: 191220
    {'charpoly_factorization': [[[-158352653900769225460300130139622616955944673143408, -212852864307050409235612032614113253071008, 10739814449799490612692642084589704, 3875254468060751233721168, -194368549978170015, -31817178, 1], 1]], 'hecke_orbit_code': 4503599795142713, 'p': 73}
  • id: 191221
    {'charpoly_factorization': [[[311610427908884361083861087633351655453225019936768, 1910803749251484207496390191643019654972928, -10745368123905373004888576541800832, -81701536935356480442394768, 16269531680614764, 760320684, 1], 1]], 'hecke_orbit_code': 4503599795142713, 'p': 79}
  • id: 191222
    {'charpoly_factorization': [[[-192414913177458736312968718687353645688609225310208, -1122765366572961814745221009602950928433152, 10904859801501926414699940718934016, 44814571604820075655813248, -179797875667382448, -342835920, 1], 1]], 'hecke_orbit_code': 4503599795142713, 'p': 83}
  • id: 191223
    {'charpoly_factorization': [[[1801274330570613923800195921088316320872487921605440, -29165621764677678067414556956405296123694656, 112418938338786804829379472172759152, 131398453669730898080426016, -689164323088659924, -145362468, 1], 1]], 'hecke_orbit_code': 4503599795142713, 'p': 89}
  • id: 191224
    {'charpoly_factorization': [[[19302411319089015223721945344765483625841459252190528, 194484598552494283087263780469614895360252608, 581441890387711054304190564473913456, 182950989802696570348867616, -1346308799017434612, -714826164, 1], 1]], 'hecke_orbit_code': 4503599795142713, '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': 2, 'label': '57.10.a.b', 'level': 57, 'portrait': 'data:image/png;base64,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', 'weight': 10}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 19696044
    {'hecke_orbit_code': 4503599795142713, 'n': 1, 'trace_an': 6}
  • id: 19696045
    {'hecke_orbit_code': 4503599795142713, 'n': 2, 'trace_an': 33}
  • id: 19696046
    {'hecke_orbit_code': 4503599795142713, 'n': 3, 'trace_an': -486}
  • id: 19696047
    {'hecke_orbit_code': 4503599795142713, 'n': 4, 'trace_an': 837}
  • id: 19696048
    {'hecke_orbit_code': 4503599795142713, 'n': 5, 'trace_an': 1158}
  • id: 19696049
    {'hecke_orbit_code': 4503599795142713, 'n': 6, 'trace_an': -2673}
  • id: 19696050
    {'hecke_orbit_code': 4503599795142713, 'n': 7, 'trace_an': 7890}
  • id: 19696051
    {'hecke_orbit_code': 4503599795142713, 'n': 8, 'trace_an': 18327}
  • id: 19696052
    {'hecke_orbit_code': 4503599795142713, 'n': 9, 'trace_an': 39366}
  • id: 19696053
    {'hecke_orbit_code': 4503599795142713, 'n': 10, 'trace_an': -100152}
  • id: 19696054
    {'hecke_orbit_code': 4503599795142713, 'n': 11, 'trace_an': -55530}
  • id: 19696055
    {'hecke_orbit_code': 4503599795142713, 'n': 12, 'trace_an': -67797}
  • id: 19696056
    {'hecke_orbit_code': 4503599795142713, 'n': 13, 'trace_an': 90432}
  • id: 19696057
    {'hecke_orbit_code': 4503599795142713, 'n': 14, 'trace_an': -188448}
  • id: 19696058
    {'hecke_orbit_code': 4503599795142713, 'n': 15, 'trace_an': -93798}
  • id: 19696059
    {'hecke_orbit_code': 4503599795142713, 'n': 16, 'trace_an': 474897}
  • id: 19696060
    {'hecke_orbit_code': 4503599795142713, 'n': 17, 'trace_an': -29298}
  • id: 19696061
    {'hecke_orbit_code': 4503599795142713, 'n': 18, 'trace_an': 216513}
  • id: 19696062
    {'hecke_orbit_code': 4503599795142713, 'n': 19, 'trace_an': 781926}
  • id: 19696063
    {'hecke_orbit_code': 4503599795142713, 'n': 20, 'trace_an': -937992}
  • id: 19696064
    {'hecke_orbit_code': 4503599795142713, 'n': 21, 'trace_an': -639090}
  • id: 19696065
    {'hecke_orbit_code': 4503599795142713, 'n': 22, 'trace_an': -1335768}
  • id: 19696066
    {'hecke_orbit_code': 4503599795142713, 'n': 23, 'trace_an': 5607516}
  • id: 19696067
    {'hecke_orbit_code': 4503599795142713, 'n': 24, 'trace_an': -1484487}
  • id: 19696068
    {'hecke_orbit_code': 4503599795142713, 'n': 25, 'trace_an': 2872092}
  • id: 19696069
    {'hecke_orbit_code': 4503599795142713, 'n': 26, 'trace_an': 5790828}
  • id: 19696070
    {'hecke_orbit_code': 4503599795142713, 'n': 27, 'trace_an': -3188646}
  • id: 19696071
    {'hecke_orbit_code': 4503599795142713, 'n': 28, 'trace_an': 9780036}
  • id: 19696072
    {'hecke_orbit_code': 4503599795142713, 'n': 29, 'trace_an': 13190340}
  • id: 19696073
    {'hecke_orbit_code': 4503599795142713, 'n': 30, 'trace_an': 8112312}
  • id: 19696074
    {'hecke_orbit_code': 4503599795142713, 'n': 31, 'trace_an': 16053744}
  • id: 19696075
    {'hecke_orbit_code': 4503599795142713, 'n': 32, 'trace_an': 35743167}
  • id: 19696076
    {'hecke_orbit_code': 4503599795142713, 'n': 33, 'trace_an': 4497930}
  • id: 19696077
    {'hecke_orbit_code': 4503599795142713, 'n': 34, 'trace_an': 17234874}
  • id: 19696078
    {'hecke_orbit_code': 4503599795142713, 'n': 35, 'trace_an': -9260214}
  • id: 19696079
    {'hecke_orbit_code': 4503599795142713, 'n': 36, 'trace_an': 5491557}
  • id: 19696080
    {'hecke_orbit_code': 4503599795142713, 'n': 37, 'trace_an': 7529988}
  • id: 19696081
    {'hecke_orbit_code': 4503599795142713, 'n': 38, 'trace_an': 4300593}
  • id: 19696082
    {'hecke_orbit_code': 4503599795142713, 'n': 39, 'trace_an': -7324992}
  • id: 19696083
    {'hecke_orbit_code': 4503599795142713, 'n': 40, 'trace_an': 30431904}
  • id: 19696084
    {'hecke_orbit_code': 4503599795142713, 'n': 41, 'trace_an': 30819624}
  • id: 19696085
    {'hecke_orbit_code': 4503599795142713, 'n': 42, 'trace_an': 15264288}
  • id: 19696086
    {'hecke_orbit_code': 4503599795142713, 'n': 43, 'trace_an': -16328262}
  • id: 19696087
    {'hecke_orbit_code': 4503599795142713, 'n': 44, 'trace_an': 5779908}
  • id: 19696088
    {'hecke_orbit_code': 4503599795142713, 'n': 45, 'trace_an': 7597638}
  • id: 19696089
    {'hecke_orbit_code': 4503599795142713, 'n': 46, 'trace_an': 97107978}
  • id: 19696090
    {'hecke_orbit_code': 4503599795142713, 'n': 47, 'trace_an': 102989406}
  • id: 19696091
    {'hecke_orbit_code': 4503599795142713, 'n': 48, 'trace_an': -38466657}
  • id: 19696092
    {'hecke_orbit_code': 4503599795142713, 'n': 49, 'trace_an': -6370776}
  • id: 19696093
    {'hecke_orbit_code': 4503599795142713, 'n': 50, 'trace_an': 2804487}
  • id: 19696094
    {'hecke_orbit_code': 4503599795142713, 'n': 51, 'trace_an': 2373138}
  • id: 19696095
    {'hecke_orbit_code': 4503599795142713, 'n': 52, 'trace_an': 270286296}
  • id: 19696096
    {'hecke_orbit_code': 4503599795142713, 'n': 53, 'trace_an': -20749740}
  • id: 19696097
    {'hecke_orbit_code': 4503599795142713, 'n': 54, 'trace_an': -17537553}
  • id: 19696098
    {'hecke_orbit_code': 4503599795142713, 'n': 55, 'trace_an': -1788090}
  • id: 19696099
    {'hecke_orbit_code': 4503599795142713, 'n': 56, 'trace_an': 320730684}
  • id: 19696100
    {'hecke_orbit_code': 4503599795142713, 'n': 57, 'trace_an': -63336006}
  • id: 19696101
    {'hecke_orbit_code': 4503599795142713, 'n': 58, 'trace_an': 108536826}
  • id: 19696102
    {'hecke_orbit_code': 4503599795142713, 'n': 59, 'trace_an': 292960392}
  • id: 19696103
    {'hecke_orbit_code': 4503599795142713, 'n': 60, 'trace_an': 75977352}
  • id: 19696104
    {'hecke_orbit_code': 4503599795142713, 'n': 61, 'trace_an': -131061714}
  • id: 19696105
    {'hecke_orbit_code': 4503599795142713, 'n': 62, 'trace_an': 253791282}
  • id: 19696106
    {'hecke_orbit_code': 4503599795142713, 'n': 63, 'trace_an': 51766290}
  • id: 19696107
    {'hecke_orbit_code': 4503599795142713, 'n': 64, 'trace_an': 524268801}
  • id: 19696108
    {'hecke_orbit_code': 4503599795142713, 'n': 65, 'trace_an': 75135252}
  • id: 19696109
    {'hecke_orbit_code': 4503599795142713, 'n': 66, 'trace_an': 108197208}
  • id: 19696110
    {'hecke_orbit_code': 4503599795142713, 'n': 67, 'trace_an': 167304000}
  • id: 19696111
    {'hecke_orbit_code': 4503599795142713, 'n': 68, 'trace_an': -23914074}
  • id: 19696112
    {'hecke_orbit_code': 4503599795142713, 'n': 69, 'trace_an': -454208796}
  • id: 19696113
    {'hecke_orbit_code': 4503599795142713, 'n': 70, 'trace_an': -475728108}
  • id: 19696114
    {'hecke_orbit_code': 4503599795142713, 'n': 71, 'trace_an': -111679536}
  • id: 19696115
    {'hecke_orbit_code': 4503599795142713, 'n': 72, 'trace_an': 120243447}
  • id: 19696116
    {'hecke_orbit_code': 4503599795142713, 'n': 73, 'trace_an': 31817178}
  • id: 19696117
    {'hecke_orbit_code': 4503599795142713, 'n': 74, 'trace_an': -692464308}
  • id: 19696118
    {'hecke_orbit_code': 4503599795142713, 'n': 75, 'trace_an': -232639452}
  • id: 19696119
    {'hecke_orbit_code': 4503599795142713, 'n': 76, 'trace_an': 109078677}
  • id: 19696120
    {'hecke_orbit_code': 4503599795142713, 'n': 77, 'trace_an': -1197509058}
  • id: 19696121
    {'hecke_orbit_code': 4503599795142713, 'n': 78, 'trace_an': -469057068}
  • id: 19696122
    {'hecke_orbit_code': 4503599795142713, 'n': 79, 'trace_an': -760320684}
  • id: 19696123
    {'hecke_orbit_code': 4503599795142713, 'n': 80, 'trace_an': 105593424}
  • id: 19696124
    {'hecke_orbit_code': 4503599795142713, 'n': 81, 'trace_an': 258280326}
  • id: 19696125
    {'hecke_orbit_code': 4503599795142713, 'n': 82, 'trace_an': -912733494}
  • id: 19696126
    {'hecke_orbit_code': 4503599795142713, 'n': 83, 'trace_an': 342835920}
  • id: 19696127
    {'hecke_orbit_code': 4503599795142713, 'n': 84, 'trace_an': -792182916}
  • id: 19696128
    {'hecke_orbit_code': 4503599795142713, 'n': 85, 'trace_an': -2145804042}
  • id: 19696129
    {'hecke_orbit_code': 4503599795142713, 'n': 86, 'trace_an': -1307777784}
  • id: 19696130
    {'hecke_orbit_code': 4503599795142713, 'n': 87, 'trace_an': -1068417540}
  • id: 19696131
    {'hecke_orbit_code': 4503599795142713, 'n': 88, 'trace_an': -2096580036}
  • id: 19696132
    {'hecke_orbit_code': 4503599795142713, 'n': 89, 'trace_an': 145362468}
  • id: 19696133
    {'hecke_orbit_code': 4503599795142713, 'n': 90, 'trace_an': -657097272}
  • id: 19696134
    {'hecke_orbit_code': 4503599795142713, 'n': 91, 'trace_an': -1282056852}
  • id: 19696135
    {'hecke_orbit_code': 4503599795142713, 'n': 92, 'trace_an': 498907182}
  • id: 19696136
    {'hecke_orbit_code': 4503599795142713, 'n': 93, 'trace_an': -1300353264}
  • id: 19696137
    {'hecke_orbit_code': 4503599795142713, 'n': 94, 'trace_an': 758242626}
  • id: 19696138
    {'hecke_orbit_code': 4503599795142713, 'n': 95, 'trace_an': 150911718}
  • id: 19696139
    {'hecke_orbit_code': 4503599795142713, 'n': 96, 'trace_an': -2895196527}
  • id: 19696140
    {'hecke_orbit_code': 4503599795142713, 'n': 97, 'trace_an': 714826164}
  • id: 19696141
    {'hecke_orbit_code': 4503599795142713, 'n': 98, 'trace_an': -263756403}
  • id: 19696142
    {'hecke_orbit_code': 4503599795142713, 'n': 99, 'trace_an': -364332330}
  • id: 19696143
    {'hecke_orbit_code': 4503599795142713, 'n': 100, 'trace_an': -6098969193}
  • id: 19696144
    {'hecke_orbit_code': 4503599795142713, 'n': 101, 'trace_an': 3245087640}
  • id: 19696145
    {'hecke_orbit_code': 4503599795142713, 'n': 103, 'trace_an': 2323564416}
  • id: 19696146
    {'hecke_orbit_code': 4503599795142713, 'n': 107, 'trace_an': 2173262148}
  • id: 19696147
    {'hecke_orbit_code': 4503599795142713, 'n': 109, 'trace_an': 1016834028}
  • id: 19696148
    {'hecke_orbit_code': 4503599795142713, 'n': 113, 'trace_an': 6174050148}
  • id: 19696149
    {'hecke_orbit_code': 4503599795142713, 'n': 121, 'trace_an': 162147408}
  • id: 19696150
    {'hecke_orbit_code': 4503599795142713, 'n': 125, 'trace_an': 5948545638}
  • id: 19696151
    {'hecke_orbit_code': 4503599795142713, 'n': 127, 'trace_an': 5776829088}
  • id: 19696152
    {'hecke_orbit_code': 4503599795142713, 'n': 128, 'trace_an': 3852555423}
  • id: 19696153
    {'hecke_orbit_code': 4503599795142713, 'n': 131, 'trace_an': 10452510402}
  • id: 19696154
    {'hecke_orbit_code': 4503599795142713, 'n': 137, 'trace_an': 18131881422}
  • id: 19696155
    {'hecke_orbit_code': 4503599795142713, 'n': 139, 'trace_an': 13455666546}
  • id: 19696156
    {'hecke_orbit_code': 4503599795142713, 'n': 149, 'trace_an': 19919376618}
  • id: 19696157
    {'hecke_orbit_code': 4503599795142713, 'n': 151, 'trace_an': 1099841652}
  • id: 19696158
    {'hecke_orbit_code': 4503599795142713, 'n': 157, 'trace_an': -622286964}
  • id: 19696159
    {'hecke_orbit_code': 4503599795142713, 'n': 163, 'trace_an': 17633359536}
  • id: 19696160
    {'hecke_orbit_code': 4503599795142713, 'n': 167, 'trace_an': 42744383148}
  • id: 19696161
    {'hecke_orbit_code': 4503599795142713, 'n': 169, 'trace_an': 10452056658}
  • id: 19696162
    {'hecke_orbit_code': 4503599795142713, 'n': 173, 'trace_an': 11019459588}
  • id: 19696163
    {'hecke_orbit_code': 4503599795142713, 'n': 179, 'trace_an': -16194385044}
  • id: 19696164
    {'hecke_orbit_code': 4503599795142713, 'n': 181, 'trace_an': -16876001904}
  • id: 19696165
    {'hecke_orbit_code': 4503599795142713, 'n': 191, 'trace_an': 25470172674}
  • id: 19696166
    {'hecke_orbit_code': 4503599795142713, 'n': 193, 'trace_an': 5755517808}
  • id: 19696167
    {'hecke_orbit_code': 4503599795142713, 'n': 197, 'trace_an': -58064023224}
  • id: 19696168
    {'hecke_orbit_code': 4503599795142713, 'n': 199, 'trace_an': 3465682962}
  • id: 19696169
    {'hecke_orbit_code': 4503599795142713, 'n': 211, 'trace_an': 43999936752}
  • id: 19696170
    {'hecke_orbit_code': 4503599795142713, 'n': 223, 'trace_an': 155919591900}
  • id: 19696171
    {'hecke_orbit_code': 4503599795142713, 'n': 227, 'trace_an': 73866697092}
  • id: 19696172
    {'hecke_orbit_code': 4503599795142713, 'n': 229, 'trace_an': -26987418558}
  • id: 19696173
    {'hecke_orbit_code': 4503599795142713, 'n': 233, 'trace_an': -36420440646}
  • id: 19696174
    {'hecke_orbit_code': 4503599795142713, 'n': 239, 'trace_an': -60505563870}
  • id: 19696175
    {'hecke_orbit_code': 4503599795142713, 'n': 241, 'trace_an': 104471922408}
  • id: 19696176
    {'hecke_orbit_code': 4503599795142713, 'n': 243, 'trace_an': -20920706406}
  • id: 19696177
    {'hecke_orbit_code': 4503599795142713, 'n': 251, 'trace_an': 192909176562}
  • id: 19696178
    {'hecke_orbit_code': 4503599795142713, 'n': 256, 'trace_an': 14025393153}
  • id: 19696179
    {'hecke_orbit_code': 4503599795142713, 'n': 257, 'trace_an': -119848487424}
  • id: 19696180
    {'hecke_orbit_code': 4503599795142713, 'n': 263, 'trace_an': 11614798302}
  • id: 19696181
    {'hecke_orbit_code': 4503599795142713, 'n': 269, 'trace_an': 72821785740}
  • id: 19696182
    {'hecke_orbit_code': 4503599795142713, 'n': 271, 'trace_an': -203008567680}
  • id: 19696183
    {'hecke_orbit_code': 4503599795142713, 'n': 277, 'trace_an': -300287456694}
  • id: 19696184
    {'hecke_orbit_code': 4503599795142713, 'n': 281, 'trace_an': 68684100636}
  • id: 19696185
    {'hecke_orbit_code': 4503599795142713, 'n': 283, 'trace_an': 141001516962}
  • id: 19696186
    {'hecke_orbit_code': 4503599795142713, 'n': 289, 'trace_an': 18257023596}
  • id: 19696187
    {'hecke_orbit_code': 4503599795142713, 'n': 293, 'trace_an': -199307243808}
  • id: 19696188
    {'hecke_orbit_code': 4503599795142713, 'n': 307, 'trace_an': 183583856808}
  • id: 19696189
    {'hecke_orbit_code': 4503599795142713, 'n': 311, 'trace_an': 69638464422}
  • id: 19696190
    {'hecke_orbit_code': 4503599795142713, 'n': 313, 'trace_an': 24011628924}
  • id: 19696191
    {'hecke_orbit_code': 4503599795142713, 'n': 317, 'trace_an': -300888951288}
  • id: 19696192
    {'hecke_orbit_code': 4503599795142713, 'n': 331, 'trace_an': -1056239897016}
  • id: 19696193
    {'hecke_orbit_code': 4503599795142713, 'n': 337, 'trace_an': -269350170828}
  • id: 19696194
    {'hecke_orbit_code': 4503599795142713, 'n': 343, 'trace_an': -604222725042}
  • id: 19696195
    {'hecke_orbit_code': 4503599795142713, 'n': 347, 'trace_an': -172448407686}
  • id: 19696196
    {'hecke_orbit_code': 4503599795142713, 'n': 349, 'trace_an': -788221634598}
  • id: 19696197
    {'hecke_orbit_code': 4503599795142713, 'n': 353, 'trace_an': 384600564756}
  • id: 19696198
    {'hecke_orbit_code': 4503599795142713, 'n': 359, 'trace_an': 1265927260074}
  • id: 19696199
    {'hecke_orbit_code': 4503599795142713, 'n': 361, 'trace_an': 101901378246}
  • id: 19696200
    {'hecke_orbit_code': 4503599795142713, 'n': 367, 'trace_an': 147939346200}
  • id: 19696201
    {'hecke_orbit_code': 4503599795142713, 'n': 373, 'trace_an': 435660419700}
  • id: 19696202
    {'hecke_orbit_code': 4503599795142713, 'n': 379, 'trace_an': -505615520220}
  • id: 19696203
    {'hecke_orbit_code': 4503599795142713, 'n': 383, 'trace_an': 1622740692228}
  • id: 19696204
    {'hecke_orbit_code': 4503599795142713, 'n': 389, 'trace_an': -194006534298}
  • id: 19696205
    {'hecke_orbit_code': 4503599795142713, 'n': 397, 'trace_an': 450488050170}
  • id: 19696206
    {'hecke_orbit_code': 4503599795142713, 'n': 401, 'trace_an': 706480453608}
  • id: 19696207
    {'hecke_orbit_code': 4503599795142713, 'n': 409, 'trace_an': -214611125916}
  • id: 19696208
    {'hecke_orbit_code': 4503599795142713, 'n': 419, 'trace_an': 308909119464}
  • id: 19696209
    {'hecke_orbit_code': 4503599795142713, 'n': 421, 'trace_an': -1541590564200}
  • id: 19696210
    {'hecke_orbit_code': 4503599795142713, 'n': 431, 'trace_an': 2032260648420}
  • id: 19696211
    {'hecke_orbit_code': 4503599795142713, 'n': 433, 'trace_an': 584453552100}
  • id: 19696212
    {'hecke_orbit_code': 4503599795142713, 'n': 439, 'trace_an': -51687729096}
  • id: 19696213
    {'hecke_orbit_code': 4503599795142713, 'n': 443, 'trace_an': 1602141929058}
  • id: 19696214
    {'hecke_orbit_code': 4503599795142713, 'n': 449, 'trace_an': -667700979912}
  • id: 19696215
    {'hecke_orbit_code': 4503599795142713, 'n': 457, 'trace_an': -3223622703330}
  • id: 19696216
    {'hecke_orbit_code': 4503599795142713, 'n': 461, 'trace_an': 1740079212234}
  • id: 19696217
    {'hecke_orbit_code': 4503599795142713, 'n': 463, 'trace_an': 449119397574}
  • id: 19696218
    {'hecke_orbit_code': 4503599795142713, 'n': 467, 'trace_an': 1125151984170}
  • id: 19696219
    {'hecke_orbit_code': 4503599795142713, 'n': 479, 'trace_an': -1699799258508}
  • id: 19696220
    {'hecke_orbit_code': 4503599795142713, 'n': 487, 'trace_an': -2428602734268}
  • id: 19696221
    {'hecke_orbit_code': 4503599795142713, 'n': 491, 'trace_an': -2259371509320}
  • id: 19696222
    {'hecke_orbit_code': 4503599795142713, 'n': 499, 'trace_an': 2535322191678}
  • id: 19696223
    {'hecke_orbit_code': 4503599795142713, 'n': 503, 'trace_an': -1902468314148}
  • id: 19696224
    {'hecke_orbit_code': 4503599795142713, 'n': 509, 'trace_an': -1742673730164}
  • id: 19696225
    {'hecke_orbit_code': 4503599795142713, 'n': 512, 'trace_an': -561375993633}
  • id: 19696226
    {'hecke_orbit_code': 4503599795142713, 'n': 521, 'trace_an': 8853986638080}
  • id: 19696227
    {'hecke_orbit_code': 4503599795142713, 'n': 523, 'trace_an': 5061116482668}
  • id: 19696228
    {'hecke_orbit_code': 4503599795142713, 'n': 529, 'trace_an': 4760919322062}
  • id: 19696229
    {'hecke_orbit_code': 4503599795142713, 'n': 541, 'trace_an': 2811682961694}
  • id: 19696230
    {'hecke_orbit_code': 4503599795142713, 'n': 547, 'trace_an': 9815160506724}
  • id: 19696231
    {'hecke_orbit_code': 4503599795142713, 'n': 557, 'trace_an': -4097304052350}
  • id: 19696232
    {'hecke_orbit_code': 4503599795142713, 'n': 563, 'trace_an': 9672150044376}
  • id: 19696233
    {'hecke_orbit_code': 4503599795142713, 'n': 569, 'trace_an': 2162468037780}
  • id: 19696234
    {'hecke_orbit_code': 4503599795142713, 'n': 571, 'trace_an': -71822682144}
  • id: 19696235
    {'hecke_orbit_code': 4503599795142713, 'n': 577, 'trace_an': -4001364868914}
  • id: 19696236
    {'hecke_orbit_code': 4503599795142713, 'n': 587, 'trace_an': 3510364418682}
  • id: 19696237
    {'hecke_orbit_code': 4503599795142713, 'n': 593, 'trace_an': -6448840521396}
  • id: 19696238
    {'hecke_orbit_code': 4503599795142713, 'n': 599, 'trace_an': 3848338951824}
  • id: 19696239
    {'hecke_orbit_code': 4503599795142713, 'n': 601, 'trace_an': -2173484615088}
  • id: 19696240
    {'hecke_orbit_code': 4503599795142713, 'n': 607, 'trace_an': 5694818492448}
  • id: 19696241
    {'hecke_orbit_code': 4503599795142713, 'n': 613, 'trace_an': -3536894179206}
  • id: 19696242
    {'hecke_orbit_code': 4503599795142713, 'n': 617, 'trace_an': 1104470760270}
  • id: 19696243
    {'hecke_orbit_code': 4503599795142713, 'n': 619, 'trace_an': 8240924377992}
  • id: 19696244
    {'hecke_orbit_code': 4503599795142713, 'n': 625, 'trace_an': 710287025682}
  • id: 19696245
    {'hecke_orbit_code': 4503599795142713, 'n': 631, 'trace_an': -4341353792478}
  • id: 19696246
    {'hecke_orbit_code': 4503599795142713, 'n': 641, 'trace_an': 10703077952316}
  • id: 19696247
    {'hecke_orbit_code': 4503599795142713, 'n': 643, 'trace_an': 9006789669546}
  • id: 19696248
    {'hecke_orbit_code': 4503599795142713, 'n': 647, 'trace_an': -30737950686}
  • id: 19696249
    {'hecke_orbit_code': 4503599795142713, 'n': 653, 'trace_an': -24390821542950}
  • id: 19696250
    {'hecke_orbit_code': 4503599795142713, 'n': 659, 'trace_an': 7075647715260}
  • id: 19696251
    {'hecke_orbit_code': 4503599795142713, 'n': 661, 'trace_an': -3010727022516}
  • id: 19696252
    {'hecke_orbit_code': 4503599795142713, 'n': 673, 'trace_an': 2579663694120}
  • id: 19696253
    {'hecke_orbit_code': 4503599795142713, 'n': 677, 'trace_an': -8515593515556}
  • id: 19696254
    {'hecke_orbit_code': 4503599795142713, 'n': 683, 'trace_an': 21292830284292}
  • id: 19696255
    {'hecke_orbit_code': 4503599795142713, 'n': 691, 'trace_an': -18806510391498}
  • id: 19696256
    {'hecke_orbit_code': 4503599795142713, 'n': 701, 'trace_an': -2988057809640}
  • id: 19696257
    {'hecke_orbit_code': 4503599795142713, 'n': 709, 'trace_an': -38786840986188}
  • id: 19696258
    {'hecke_orbit_code': 4503599795142713, 'n': 719, 'trace_an': 18047649543882}
  • id: 19696259
    {'hecke_orbit_code': 4503599795142713, 'n': 727, 'trace_an': 26505823702398}
  • id: 19696260
    {'hecke_orbit_code': 4503599795142713, 'n': 729, 'trace_an': 1694577218886}
  • id: 19696261
    {'hecke_orbit_code': 4503599795142713, 'n': 733, 'trace_an': -35841695886972}
  • id: 19696262
    {'hecke_orbit_code': 4503599795142713, 'n': 739, 'trace_an': 1201011867618}
  • id: 19696263
    {'hecke_orbit_code': 4503599795142713, 'n': 743, 'trace_an': 1424465782224}
  • id: 19696264
    {'hecke_orbit_code': 4503599795142713, 'n': 751, 'trace_an': 23248627831212}
  • id: 19696265
    {'hecke_orbit_code': 4503599795142713, 'n': 757, 'trace_an': -24125074842762}
  • id: 19696266
    {'hecke_orbit_code': 4503599795142713, 'n': 761, 'trace_an': -31647629021778}
  • id: 19696267
    {'hecke_orbit_code': 4503599795142713, 'n': 769, 'trace_an': -41151106449594}
  • id: 19696268
    {'hecke_orbit_code': 4503599795142713, 'n': 773, 'trace_an': -21995943703656}
  • id: 19696269
    {'hecke_orbit_code': 4503599795142713, 'n': 787, 'trace_an': 16645582977552}
  • id: 19696270
    {'hecke_orbit_code': 4503599795142713, 'n': 797, 'trace_an': 36965638954296}
  • id: 19696271
    {'hecke_orbit_code': 4503599795142713, 'n': 809, 'trace_an': -35009806517262}
  • id: 19696272
    {'hecke_orbit_code': 4503599795142713, 'n': 811, 'trace_an': -13352062839444}
  • id: 19696273
    {'hecke_orbit_code': 4503599795142713, 'n': 821, 'trace_an': 14105735509602}
  • id: 19696274
    {'hecke_orbit_code': 4503599795142713, 'n': 823, 'trace_an': -1115728305846}
  • id: 19696275
    {'hecke_orbit_code': 4503599795142713, 'n': 827, 'trace_an': 11139537698688}
  • id: 19696276
    {'hecke_orbit_code': 4503599795142713, 'n': 829, 'trace_an': -74888696318076}
  • id: 19696277
    {'hecke_orbit_code': 4503599795142713, 'n': 839, 'trace_an': -9707251071396}
  • id: 19696278
    {'hecke_orbit_code': 4503599795142713, 'n': 841, 'trace_an': -17674162563414}
  • id: 19696279
    {'hecke_orbit_code': 4503599795142713, 'n': 853, 'trace_an': 28616983619436}
  • id: 19696280
    {'hecke_orbit_code': 4503599795142713, 'n': 857, 'trace_an': -36300778408632}
  • id: 19696281
    {'hecke_orbit_code': 4503599795142713, 'n': 859, 'trace_an': -42238168040334}
  • id: 19696282
    {'hecke_orbit_code': 4503599795142713, 'n': 863, 'trace_an': 12657566008944}
  • id: 19696283
    {'hecke_orbit_code': 4503599795142713, 'n': 877, 'trace_an': 43493412492696}
  • id: 19696284
    {'hecke_orbit_code': 4503599795142713, 'n': 881, 'trace_an': -37442680738290}
  • id: 19696285
    {'hecke_orbit_code': 4503599795142713, 'n': 883, 'trace_an': -49906611767646}
  • id: 19696286
    {'hecke_orbit_code': 4503599795142713, 'n': 887, 'trace_an': -32563624303608}
  • id: 19696287
    {'hecke_orbit_code': 4503599795142713, 'n': 907, 'trace_an': 106304893589772}
  • id: 19696288
    {'hecke_orbit_code': 4503599795142713, 'n': 911, 'trace_an': -14719828865004}
  • id: 19696289
    {'hecke_orbit_code': 4503599795142713, 'n': 919, 'trace_an': -30552608583456}
  • id: 19696290
    {'hecke_orbit_code': 4503599795142713, 'n': 929, 'trace_an': 25111506467292}
  • id: 19696291
    {'hecke_orbit_code': 4503599795142713, 'n': 937, 'trace_an': 53068353765930}
  • id: 19696292
    {'hecke_orbit_code': 4503599795142713, 'n': 941, 'trace_an': -22555956023412}
  • id: 19696293
    {'hecke_orbit_code': 4503599795142713, 'n': 947, 'trace_an': -21136633736880}
  • id: 19696294
    {'hecke_orbit_code': 4503599795142713, 'n': 953, 'trace_an': 71530516155264}
  • id: 19696295
    {'hecke_orbit_code': 4503599795142713, 'n': 961, 'trace_an': 102733055644038}
  • id: 19696296
    {'hecke_orbit_code': 4503599795142713, 'n': 967, 'trace_an': 67778342936664}
  • id: 19696297
    {'hecke_orbit_code': 4503599795142713, 'n': 971, 'trace_an': 2236431351336}
  • id: 19696298
    {'hecke_orbit_code': 4503599795142713, 'n': 977, 'trace_an': -20638790822268}
  • id: 19696299
    {'hecke_orbit_code': 4503599795142713, 'n': 983, 'trace_an': 92720097675240}
  • id: 19696300
    {'hecke_orbit_code': 4503599795142713, 'n': 991, 'trace_an': 9298604263236}
  • id: 19696301
    {'hecke_orbit_code': 4503599795142713, 'n': 997, 'trace_an': -9150839860998}