Newform data - 230.6.a.d

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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': 8280, 'analytic_conductor': 36.88827855698555, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [5, -1], [23, 1]], 'atkin_lehner_string': '--+', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [230, 1, [47, 51], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 3, 'field_disc': 27980, 'field_disc_factorization': [[2, 2], [5, 1], [1399, 1]], 'field_poly': [-106, -47, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[3, [-600, 169, 34, 1]]], 'hecke_orbit': 4, 'hecke_orbit_code': 13510798982775014, 'hecke_ring_generator_nbound': 11, 'hecke_ring_index': 6, 'hecke_ring_index_factorization': [[2, 1], [3, 1]], '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': '230.6.a.d', 'level': 230, '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, 5, 23], 'level_radical': 230, 'minimal_twist': '230.6.a.d', 'nf_label': '3.3.27980.1', 'prim_orbit_index': 1, 'qexp_display': 'q+4q^{2}+(-11-\\beta _{2})q^{3}+2^{4}q^{4}+5^{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': '230.6.a', 'trace_display': [12, -34, 75, -121], 'trace_hash': 733619631520852296, 'trace_moments': [0, {'__RealLiteral__': 0, 'data': '2.911', 'prec': 14}, 0, {'__RealLiteral__': 0, 'data': '23.116', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.881', 'prec': 14}, {'__RealLiteral__': 0, 'data': '281.020', 'prec': 20}], 'trace_zratio': 0, 'traces': [3, 12, -34, 48, 75, -136, -121, 192, 89, 300, -502, -544, 76, -484, -850, 768, -1167, 356, -1694, 1200, 3624, -2008, -1587, -2176, 1875, 304, -3742, -1936, -4999, -3400, -9691, 3072, -4972, -4668, -3025, 1424, 925, -6776, -14326, 4800, -1513, 14496, -30552, -8032, 2225, -6348, -2070, -8704, -26828, 7500, 1920, 1216, -34923, -14968, -12550, -7744, 7964, -19996, -36665, -13600, -44364, -38764, -74805, 12288, 1900, -19888, -85969, -18672, 17986, -12100, -105817, 5696, -71348, 3700, -21250, -27104, -79494, -57304, 12196, 19200, 111227, -6052, -66689, 57984, -29175, -122208, 129542, -32128, 149868, 8900, 12970, -25392, 164202, -8280, -42350, -34816, 215238, -107312, 344510, 30000, 113943, 7680, 94112, 4864, 90600, -139692, 53715, -59872, 267690, -50200, -21148, -30976, -105099, 31856, -39675, -79984, 172154, -146660, 62703, -54400, 143699, -177456, -288502, -155056, 46875, 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538812700, 605783240, -595916256, -130277840, 720272084, -4020400, -1237166828, 523776, 262081424, -1006324088, 414693400, 468406800, -493226875, -756341340, 139579723, -34000000], 'weight': 6, 'weight_parity': 1}
• mf_hecke_nf •

  Column	Type
  an	jsonb
  ap	jsonb
  char_orbit_index	smallint
  field_poly	numeric[]
  hecke_orbit_code	bigint
  hecke_ring_character_values	jsonb
  hecke_ring_cyclotomic_generator	integer
  hecke_ring_denominators	numeric[]
  hecke_ring_inverse_denominators	numeric[]
  hecke_ring_inverse_numerators	numeric[]
  hecke_ring_numerators	numeric[]
  hecke_ring_power_basis	boolean
  hecke_ring_rank	integer
  label	text
  level	integer
  maxp	integer
  weight	smallint

  
  {'an': [[1, 0, 0], [4, 0, 0], [-11, 0, -1], [16, 0, 0], [25, 0, 0], [-44, 0, -4], [-39, 3, -4], [64, 0, 0], [22, -6, 23], [100, 0, 0], [-173, -19, 17], [-176, 0, -16], [10, 37, 46], [-156, 12, -16], [-275, 0, -25], [256, 0, 0], [-402, 32, 39], [88, -24, 92], [-563, -77, -5], [400, 0, 0], [1167, -57, 123], [-692, -76, 68], [-529, 0, 0], [-704, 0, -64], [625, 0, 0], [40, 148, 184], [-1205, 204, -127], [-624, 48, -64], [-1589, -158, -232], [-1100, 0, -100], [-3180, -63, -151], [1024, 0, 0], [-1571, 311, -259], [-1608, 128, 156], [-975, 75, -100], [352, -96, 368], [241, 441, 202], [-2252, -308, -20], [-4736, -131, -118], [1600, 0, 0], [-713, -200, 626], [4668, -228, 492], [-9829, -473, -1065], [-2768, -304, 272], [550, -150, 575], [-2116, 0, 0], [-429, -602, -783], [-2816, 0, -256], [-9175, -222, 697], [2500, 0, 0], [534, -118, 318], [160, 592, 736], [-11682, 1438, 123], [-4820, 816, -508], [-4325, -475, 425], [-2496, 192, -256], [2755, 817, -301], [-6356, -632, -928], [-12046, 368, -527], [-4400, 0, -400], [-14605, -1651, -549], [-12720, -252, -604], [-24150, 636, -2355], [4096, 0, 0], [250, 925, 1150], [-6284, 1244, -1036], [-28455, -1847, -604], [-6432, 512, 624], [5819, 0, 529], [-3900, 300, -400], [-34862, 1563, -1231], [1408, -384, 1472], [-23156, -2879, -1880], [964, 1764, 808], [-6875, 0, -625], [-9008, -1232, -80], [-25806, -54, -2076], [-18944, -524, -472], [3523, 3201, 1627], [6400, 0, 0], [37213, -1548, -412], [-2852, -800, 2504], [-22438, 1436, 625], [18672, -912, 1968], [-10050, 800, 975], [-39316, -1892, -4260], [42355, 346, 2477], [-11072, -1216, 1088], [50523, -2405, -1701], [2200, -600, 2300], [4623, 1023, -899], [-8464, 0, 0], [53322, -213, 4236], [-1716, -2408, -3132], [-14075, -1925, -125], [-11264, 0, -1024], [70229, 1809, 4551], [-36700, -888, 2788], [113410, -358, 4280], [10000, 0, 0]], 'ap': [[4, 0, 0], [-11, 0, -1], [25, 0, 0], [-39, 3, -4], [-173, -19, 17], [10, 37, 46], [-402, 32, 39], [-563, -77, -5], [-529, 0, 0], [-1589, -158, -232], [-3180, -63, -151], [241, 441, 202], [-713, -200, 626], [-9829, -473, -1065], [-429, -602, -783], [-11682, 1438, 123], [-12046, 368, -527], [-14605, -1651, -549], [-28455, -1847, -604], [-34862, 1563, -1231], [-23156, -2879, -1880], [3523, 3201, 1627], [-22438, 1436, 625], [50523, -2405, -1701], [70229, 1809, 4551], [37368, 2968, 1839], [30978, 3786, 1178], [18321, 8853, -1248], [88529, -4743, 2103], [-36777, -6935, 5232], [48611, -11844, -7983], [-168238, -2935, -10100], [-19576, 13920, -10502], [244840, -2153, 9763], [171920, 11542, 11248], [-194020, 5587, 14862], [-77767, 3915, 12696], [165017, 3258, -20259], [90866, -6274, 16762], [38978, 9992, -24002], [103618, 14255, -34636], [-96863, -29425, -24719], [-185946, -33956, -17118], [181580, 15757, -43302], [16878, 5879, 37158], [-50845, 16089, -38343], [-385262, 4248, 6109], [322690, 21714, 68584], [-207419, 11609, -16555], [10775, -54457, -60177], [193914, 13577, -34416], [-480140, -30875, -62791], [-436332, 60734, -14926], [292112, 39588, 48274], [25210, 33129, 32396], [-363879, 9013, 39438], [63143, -67426, 14530], [-212262, -20648, 53579], [587318, 66087, 98466], [-194301, -31489, -60483], [-518620, 85068, -21675], [-1723760, 9618, 59267], [-1386836, 6652, 70774], [-841552, -21957, 81622], [100678, 5736, -58787], [-2054598, -46340, 104190], [-481208, -101313, 156865], [-696721, -33185, -18471], [34446, -10642, 169614], [1106207, 87338, 168432], [-7232, 38789, -132526], [1528733, 90767, 72289], [-991508, -56390, 288265], [476460, 52894, -59758], [1382520, -249288, -109828], [-910043, 85251, 27158], [3284612, -26600, 87382], [204394, 75329, 143008], [2606884, 64194, 89210], [-1171795, -99360, -388104], [2088717, 11841, 265767], [-780227, 673, -220049], [-2983061, -150629, -340177], [1718620, -297852, -275123], [1519834, -16521, -279356], [-302647, 42648, 195751], [3543696, 175852, -153849], [1973830, 97848, -122399], [-821181, -30524, -346617], [-3925160, 24416, 2722], [-2624364, 244704, -26289], [4348592, 86464, 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-437798, 423994], [3086769, 517398, -1063849], [15357982, 68308, -1406974], [-5765463, 2094949, 2485284], [167424, 850468, 826371], [-20015988, -414178, -2098513], [20033732, 55298, 1273968], [-40329649, 144445, -882309], [6674498, -2416499, -1443440], [-20247115, 134219, 2924053], [-2400857, -36942, -651662], [4700836, -2107328, -981838], [-3639796, -1278566, -2733903], [-19242992, -451475, 1544242], [-5828043, -49703, 1569057], [-12061366, 2046411, 2267712], [-25807735, 564710, -1365458], [36199039, -1047137, -570752], [-2995644, 1531488, 3988190], [6101769, 1851726, -98863], [12256983, -935765, -637761], [-23518598, 1040991, 1161778], [-2508868, 1089162, -341858], [-11950712, -1087704, 3945521], [7610410, 351114, -1743316], [-15342958, 692400, 2256564], [20625247, 358407, -2228324], [-32512725, -1714018, 183002], [-8396424, 1415318, 1527597], [425200, -234629, -3096668], [-27855560, 1955980, 1750838], [18398270, 1915804, -3494472], [21212652, -1979408, -2689755], [-13092688, 3321002, 3135292], [-36534773, 465201, -1825774], [36751543, -2895791, -680387], [278644, -43872, -1396130], [-36286714, -2018430, -2769152], [-8318675, -2010738, -2101267], [43424524, 2365976, -3054928], [-32456342, -419090, -335738], [16884258, -307513, -404782], [-21073647, -2363077, 1979087], [38784586, -3591786, -2281498], [-17757696, -1162107, 729228], [25683431, -2191135, -2873961], [31804395, 367922, 4183815], [28498581, 1833886, 473016], [19264022, -7893, 4730868], [-2354614, -4359651, -2363958], [39487671, -1116286, -3132921], [63366143, -92269, -1798437], [5890224, -1937282, -17256], [88188498, 673444, -938571], [53219593, 388589, 1663081], [30781497, -505368, 3841469], [-37272351, 988236, -380448], [63169098, -888534, 3557211], [-6999606, -3828879, -4853574], [13337005, -2216050, -7926620], [33922961, 3725799, 4851483], [-36896781, 4597218, 1933164], [77493589, 299555, 4552750], [69410175, -5161982, -884373], [-78481275, -3197914, -707122], [-45492383, -1235573, 6008891], [-6152640, -6076321, -7515471], [10995564, 3870730, -5749636], [23322108, 5062518, -2901507], [11711998, -2212572, 1041772], [64259535, -2632409, -2807539], [-35236724, -2264866, -6659306], [2010014, 102050, -315683], [82191596, -2018910, -498369], [41765331, -392865, 3177723], [-26560226, -1971178, 3847030], [48795703, -1315695, 5058701], [-63062904, 5667541, 103377], [-83572346, -660355, -2319175], [27705528, -666350, -5005641], [18668210, 2827975, -1729485], [85697455, 460446, -4878701], [27645405, -921672, -6201427], [-85761444, 2639594, 2195916], [-38290022, -283255, 6452444], [-48594305, 2285846, 4114825], [-7980442, 236880, -165272], [-27077608, -5781894, -7534554], [-88189000, 3935144, 598339], [-48712212, 3054564, -180226], [-102270484, -2578034, 6654250], [-19018106, 515998, 5543447], [-64887911, 4004233, 1656835], [-20270982, 4135308, -4041060], [83819532, 998795, 6186393], [43836107, 1232665, -4307697], [7888176, 2503230, 5092124], [-92515120, 838265, 155212], [91162686, -1406681, 158690], [6087256, 3126242, -253979], [-39940761, -5751355, -10148544], [37760842, 2483938, -3910415], [15065175, -756611, 1425266], [-48966266, -6740760, -518482], [-25877431, 5599483, 3942297], [9171631, 393709, -6629377], [19569993, -6077827, 6445539], [74465335, 1539099, 2045860], [38014390, 3010695, -13349980], [-95734801, -1888286, -3962562], [-30824870, 2586278, 124873], [18942055, -1781723, -9282536], [839801, 3798241, 4617711], [27081026, 4891851, 2766888], [-37011603, -6161376, 2112209], [-23473412, 3367560, 4760876], [-99894938, 376306, -4096505], [107332266, 2094628, 8532074], [20658884, -9427796, -1981640], [32550949, -867098, -13548667], [-92068540, 66530, 1198452], [101886581, -1419741, -11573123], [78779556, -73062, -1186600], [158716012, -3112768, -4350662], [-64186380, -10209366, -4351299], [-596938, 5569086, -4501497], [-64407693, -122771, 8623569], [-90944446, -987350, 1421538], [-136828222, -3670400, -10754072], [198164566, -773228, -5538292], [89408172, 2836806, -10954515], [-172541290, 10902544, 4215982], [85806111, 6667137, 9403563], [169082564, 266821, 7108998], [91906436, 1988286, 5383936], [8408794, 5356282, 335908], [-67443120, 1560435, -9789852], [112618992, -8026373, 3695487], [58162505, -2240082, -8101731], [171710903, 1949945, 2431494], [117693, -6028979, 10310022], [108123172, -436008, -15113096], [-75494969, 9748760, -1480783], [-16215240, 5041052, -15279700], [-215620278, -1855119, -6331228], [135354068, -858292, 11513458], [-161499094, -2820870, -7534608], [87002942, 5394108, 13369930], [119324470, 10283296, 2213398], [43433033, 3092504, 10822927], [-19610309, -5519767, 3911765], [132729516, -540988, -1486428], [111837339, -4235052, 7562249], [153369903, -6900357, -8476632], [-219810871, -5989751, -9090903], [-30715668, 2694759, 1801605], [-157542858, -2992365, -14542221], [46863058, -2342712, 5049511], [-58069171, 7084132, -13798931], [190421637, -3151931, 5104289], [-34427587, -3095105, -3293400], [104456283, -14923554, 5532255], [-41457978, -8306570, 9505724], [-110543564, -4685856, -12247459], [145144452, 636524, -9550780], [-148967316, 6188570, 11842844], [-68727267, -13391626, -25429195], [266884523, -553935, 3266467], [63141434, -11946676, -1505435], [104574181, -8965796, -12618842], [155880280, -11047453, 4027412], [-225172990, -526771, -13358355], [71392677, 3197122, 21473973], [-136714019, 1293479, 14180929], [100879685, -11798658, -1457969], [-20464270, 6638280, 14365968], [-54921991, 2908961, 5744491], [-27163311, 7777136, 4648541], [153517021, 189327, -1572584], [-5370482, 4289821, 16667134], [23955027, 6378855, 16692573], [269797026, -3664456, 559176], [7236166, -13292472, 4248610], [-159576086, 4495994, -14543155], [-207834896, 9751746, -2042611], [-26980353, 5860512, -5457610], [99080968, 8601316, 101902], [35985460, -1154182, 10108190], [41431374, 7451402, -17082567], [-85730668, 14535621, 20221011], [-62572372, -11636895, -10217526], [237880878, -912322, 14270097], [-60229282, -10209998, -13527885], [-258422608, -10918728, -15586056], [7347192, 8996854, 8334534], [-52821894, -15932486, -28658004], [-245393856, 11542470, -526518], [-151599912, -1078811, -14414892], [-6771152, 8499876, 7649306], [38149430, 6013530, -5591181], [184268213, 6766900, 10324696], [-32026537, 11364508, -15036881], [-140610298, -4113048, -15516050], [-4641951, 16232302, 12598121], [-121069682, 17581631, 16675366], [-106091862, -2974191, -25162764], [51733109, -13660383, 11148864], [-334661614, -7656644, 141834], [-9899968, -7914873, 20789491], [382291696, -5792370, 4240003], [-203184375, -5741488, 2504457], [230785510, -13477414, 1774106], [-349543292, -1389180, -8921120], [-116197994, -5869387, 19513138], [-842738, 3663565, -21732877], [-56819559, -1441925, 6639027], [51683116, 19985600, 12405433], [-68651760, 5734308, 37331388], [-68008974, 11085113, 20979290], [225154824, 3118262, -14184174], [-112302591, -11810189, -9771237], [-231566852, 2302756, -16971740], [24603458, -13696055, -15270422], [-66290947, 14735193, 5692497], [-135398181, 1647148, -25750149], [-127619886, 3883093, 3009023], [-252020384, -17638482, -3221336], [-97930416, -9141584, -7643905], [-29169732, 20902750, 29781555], [-11527466, 6306334, 44545084], [-57609650, -6756732, -9125308], [-44752886, 6155731, -32742703], [-326019938, -19744834, -30701954], [-335025189, 9892631, 21854049], [-60914582, -14660898, -9067505], [-115244737, -24395073, -47248875], [147976617, 3165249, 20547405], [58371144, 166372, 31736924], [187092006, 13827134, -2566293], [205177241, -40493894, -14563998], [-251831660, 2381517, 1264280], [-115981851, 7752111, 15101678], [-71650982, -11556312, 7391297], [263845091, -15793344, 8573716], [-87373016, 753121, 17089411], [81757091, -28542789, -34546710], [248117491, -21343660, 14802323], [-71771635, -275259, 7566309], [99107360, 18355244, -16258028], [-32246762, 7517117, -27924200], [409474820, -976801, 819784], [205867409, 10451847, 30051901], [221289430, 20177944, 22601038], [-30452267, 21050585, 46753696], [-66084515, 17912886, 65909], [-96767032, -6416600, -29185928], [49460952, -8966344, -32312296], [-526492245, -4290679, -5433120], [1860475, 2905443, 31684667], [328436637, -10150507, -34047225], [388491949, 20837049, -1550213], [-355525314, -17944922, -119220], [42425104, -12233252, 26080100], [-539997968, 17927757, -3703982], [-75650576, 12947107, -16562170], [-568937461, 16145189, 6514951], [-454214794, -3013922, -13336979], [390347032, -16110865, -26801222], [43314638, -1647909, 9635809]], 'char_orbit_index': 1, 'field_poly': [-106, -47, 0, 1], 'hecke_orbit_code': 13510798982775014, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 1], 'hecke_ring_inverse_denominators': [1, 3, 3], 'hecke_ring_inverse_numerators': [[1, 0, 0], [0, 1, 0], [93, 4, 3]], 'hecke_ring_numerators': [[1, 0, 0], [0, 3, 0], [-31, -4, 1]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 3, 'label': '230.6.a.d', 'level': 230, '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, 5, 5, 3, 6, 3, 3, 6], 'ALdims_eis_new': [0, 0, 0, 0, 0, 0, 0, 0], 'ALdims_eis_old': [1, 1, 1, 1, 1, 1, 1, 1], 'ALdims_old': [16, 19, 19, 18, 17, 18, 19, 16], 'Nk2': 8280, 'analytic_conductor': 36.88827855698555, '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': [230, 1, [47, 51], [1, 1]], 'conrey_index': 1, 'cusp_dim': 176, 'dim': 34, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 100663526, 'hecke_orbit_dims': [1, 2, 3, 3, 3, 5, 5, 6, 6], 'label': '230.6.a', 'level': 230, '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, 5, 23], 'level_radical': 230, 'mf_dim': 184, 'mf_new_dim': 34, 'num_forms': 9, 'plus_dim': 12, 'prim_orbit_index': 1, 'relative_dim': 34, 'sturm_bound': 216, 'trace_bound': 3, 'trace_display': [8, -8, 0, 624], 'traces': [34, 8, -8, 544, 0, 16, 624, 128, 2502, 0, 156, -128, 580, 352, -2200, 8704, -3172, 5800, 4428, 0, 1568, -8560, 0, 256, 21250, 0, 11488, 9984, 812, 0, 20244, 2048, 12056, -15312, 1800, 40032, 39232, 23408, 36232, 0, -1112, 0, -55308, 2496, 0, 0, 27576, -2048, 133894, 5000, 18120, 9280, -11792, 6208, 0, 5632, -21472, 13456, -41904, -35200, 33624, 116928, 286712, 139264, 87800, 106144, -97492, -50752, 0, 19600, -106420, 92800, -7076, 54016, -5000, 70848, 194632, 60448, 457704, 0, 553522, 200528, 284428, 25088, 66200, 12112, 55784, -136960, 75100, 0, 27968, 0, 125912, 132832, -75800, 4096, 178892, -449592, 776372, 340000, 48844, 84192, -494456, 0, 209000, 49120, -614836, 183808, -174904, 58000, -359288, 159744, 273196, -238592, 26450, 12992, 15884, 611264, -51440, 0, -146858, -178368, -448856, 323904, 0, -1083584, 881848, 32768, -337408, -193600, -582240, 192896, -1244696, -391024, -490000, -244992, -661924, 152352, 2386912, 28800, -1091424, -792832, -1578632, 640512, 172400, -272656, 19712, 627712, -242256, 10000, -691980, 374528, -2173748, -1348576, -959200, 579712, -109840, -1012832, -2248800, 0, 201020, -26488, 738184, -17792, 987400, -372336, -3051088, 0, 245290, 226000, 1081036, -884928, 1651108, 480032, 390000, 39936, -993008, -211504, -931744, 0, -1968920, -164000, -2632088, 0, 12300, 701024, 78064, 441216, -1573520, -30000, 55288, -32768, 676980, 1349168, -939000, 2142304, -321884, -3028464, -3330424, 80000, -2383568, 64912, -547200, 289920, -267200, 683488, 0, 148480, -3330256, -1081600, -2927752, -188672, -871952, 1831504, -273300, 99328, 2363912, -1189504, -2050624, 0, -2448776, -1881024, 1015808, 90112, 1563750, -3570768, -1971692, -343552, -276584, 529000, 6108012, 215296, 3419204, 522352, 419800, -670464, -1390176, -1354336, 1258552, -563200, 3247372, 1937384, 4382096, 537984, 676400, 76784, 313776, 1870848, 3098944, 0, 430428, 4587392, -666540, -5165760, -163500, 2228224, -653972, 7355712, -2933976, 1404800, -704988, -4781248, 639352, 1698304, 176900, 979568, 3944432, -1559872, 8081100, -2186400, 8150188, -812032, 4702552, 1258864, 97500, 0, 4525036, 762016, 6591216, 313600, -78836, 1783200, 4275364, -1702720, -5362600, 1420288, 4079120, 1484800, -604710, -717600, 3865832, -113216, -3649824, -6396960, -1387000, 864256, 305432, 434272, -1684336, -80000, 2205296, 1743712, -5345408, 1133568, -410600, -6631312, 1104360, 3114112, 5386880, -882400, 1612360, 967168, 2806780, -8251392, 7131800, 7323264, 3329164, 6832192, 3816888, 0, 1430824, 829472, 432568, 8856352, 362500, 5455152, -4666240, 3208448, -6485232, -587600, 1768832, 4550848, 9924336, -6272672, 2053300, 401408, 22540356, -6512392, -6024128, 1059200, -3595152, -4291568, 9316752, 193792, 476100, -8031872, 3449064, 892544, -7253188, 220000, 20329220, -2191360, 12877924, -394528, -1911200, 1201600, 680696, -1371936, 10750440, 0, 1981718, 6314816, -3037000, 447488, -3682400, -7277312, 11708664, 0, -4424888, 1930000, -2704528, 2014592, -68560, 8112496, -1375000, 2125312, -25516848, -8047648, 20431044, -1212800, -28499872, -9648672, 1075504, 65536, -6626800, 1963824, -7457452, 2862272, 15580200, -1454400, -3755900, -7193472, -2676744, 10072032, -1878000, 12421952, 14880828, -15807904, -18944324, 5440000, -4229812, -9582528, -6493192, 781504, 2500000, -4792416, -974192, 1347072, -19611976, -4124800, -10317528, -7911296, -10441152, 0, -5771500, 0, -8230712, 18039104, -8434956, 3344000, 15343728, -6005632, -12209152, 785920, -1982500, -24019088, 1839392, -9837376, -1787312, -518800, -17138496, 2940928, 12814540, -2709344, 14737200, -2798464, 3819380, -11418176, -16560740, 928000, 2172834, 11575648, -12121240, -5748608, 2381200, -5968416, -43242464, 2555904, -21131952, 3625000, 5603280, 4371136, -21557936, 23060624, 89500, -3817472, 14731060, -26829792, 668336, 423200, 1158692, 31120832, -7375888, 207872, -4865600, 4154992, -7704788, 254144, 12274440, 1243200, -2710128, 9780224, -26001384, -40383968, 2767500, -823040, -71321792, 8785312, 37995176, 0, 18483592, -13592528, -12323584, -2349728, 3422000, -8315200, -27349736, -2853888, -43171552, -4366400, -8543200, -7181696, -762376, 4273280, -1042600, 5182464, -14011024, -24821760, 4665552, 0, -15124904, -8123152, -3516352, -17337344, 1137800, 0, -11772400, 14109568, 23681596, 7955200, -3380688, 524288, -48520504, -2520176, 8266000, -5398528, -20216288, 7899776, -13114628, -3097600, -12809524, -17001744, 33455884, -9315840, 980000, -383328, 10376880, 3086336, 9514594, -7700400, -43921024, -19915136, -55243536, 9799872, 2570700, -6256384, 23649800, 3252208, -19940876, -7840000, 477876, 39800352, 40596128, -3919872, 14909400, 67820256, 68557792, -10590784, 40224760, -5350000, 25343472, 2437632, 58706584, 22889136, -24415600, 38190592, 261528, 36364160, 67240088, 460800, 7350608, 22338768, 11432612, -17462784, 339600, -31450928, 99606872, -12685312, 2407156, 16028800, -12553356, -25258112, 7577264, 13065888, 0, 10248192, -29226004, 4642520, 25662376, 2758400, -37909624, 21277920, 11817384, -4362496, -5524200, -14618432, 65014592, 315392, 50022672, 4955200, 837252, 10043392, 24383084, 34712992, 10343800, -3876096, -52902272, 2860832, 41872604, 160000, 44307272, 43778432, -1683188, -11071680, 23514400, 5386592, 39675888, 5992448, 5550280, -1866000, -18947952, -34779968, 8605560, 1396848, -37808000, -21577216, -22274076, -23783712, 20738468, -15347200, -7681080, -21129376, -48927144, 9275392, 13281250, -5403984, 16754680, -1757440, -34660200, -4553600, 36996320, -16205312, 379976, 52650656, 9567000, -35980800, 76365356, 95769824, -71074004, 0, -30765676, -66248704, 25030788, 3216320, 4823800, 65014080, -69101240, -423808, -42430320, 0, 38373080, 11810944, 109303524, 15702048, -4957200, -284672, 18270724, 28915008, -58349660, 15798400, 33489288, -11948896, -36741496, -5957376, -9927200, -5933728, 14570776, -48817408, -61915344, -1405200, -32362940, 0, -66050532, -769584, 7180000, 3924640, -18283072, -38573120, -1782960, 3616000, 121644104, -13741952, -15892240, 17296576, 20754600, -18723808, 73518976, -14158848, -5862200, 3808800, 64170960, 26417728, -56959080, 95617488, 15284000, 7680512, 96050368, 34686896, -9591856, 6240000, -67696136, 92956256, 15286088, 638976, -14951400, -24709136, -68255344, -15888128, 97633680, -9966400, 125280752, -3384064, 1214584, -51027792, -3632200, -14907904, -126324592, 54857440, -135205508, 0, 44176368, -697496, 62756976, -31502720, 507500, 32547888, 26411840, -2624000, -57717882, 7024800, -19799248, -42113408, 101779264, -25890080, -23234600, 0, 3111296, 90933264, 97154224, 196800, -104669904, 106112448, -61490408, 11216384, -16828200, 13258176, -13505092, 1249024, 78524400, 0, -2361760, 7059456, -24748032, -59395648, -65943000, -25176320, -66122120, -7942672, -14814116, -480000, -74715752, -90720512, -18301848, 884608, 34888000, -9101056, -104480952, -524288, 6309148, -48510400, -100951672, 10831680, 20622936, -61611120, 12652500, 21586688, -78759944, -24852288, -41931808, -15024000, 88667552, 15675328, 54759264, 34276864, -15560700, 88088544, 110993268, -5150144, 44845696, 21659200, 120694456, -48455424, 118626864, -5359360, -10941800, -53286784, 139448664, -87758176, -48050584, 1280000, -5134668, 55343280, 14634168, -38137088, 5184200, 97712, -165005344, 1038592, -127493776, 40134400, 1358456, -8755200, -43760056, -41920800, -13953800, 4638720, 153362480, -26251248, 50932200, -4275200, 35888324, 30698304, 72395216, 10935808, 7535000, -75527648, -72667028, 0, 39605588, 3334000, -100557928, 2375680, -156654716, -73068608, 45950200, -53284096, -19267952, 68161936, -23378752, -17305600, -54467690, -125282400, -22490128, -46844032, -59554800, 148238432, -89505688, -3018752, 66386744, -9570000, -4593836, -13951232, -41931308, 22885728, 44862500, 29304064, 96042532, -133849504, 109344096, -4372800, -1866304, -19119840, -78187336, 1589248, -39352400, -35256016, 84821544, 37822592, -168334616, -25027200, -183313840, -19032064, 170671948, -2454560, 1125000, -32809984, -26754636, -36193376, -268226240, 0, -73330012, -38723096, -64563248, -39180416, 494400, 12022800, -194323408, -30096384, -33081800, 21175200, -133806164, 16252928, 79915344, -17623648, 31249000, 1441792, 12873744, -40813936, 63134968, 25020000, -14323728, 136408384, -85567096, -57132288, -68555800, -23839888, 68374324, -31547072, -253168484, -29661600, 19439408, -5496832, -98555544, 160626256, 32038000, -4425344, -109606432, -65268256, -8816960, 8464000, -154429900, -49692624, 852560, 97728192, 24520000, -59129632, 26951896, 3444736, -21218180, -28753600, 110551572, 54707264, 62633520, -53995600, 48301000, 8357632, -242162556, -21406624, 175762360, 6716800, 15720928, -79521600, -10478432, -10727424, -24027500, -35667488, 41220392, -22242816, -43682720, 14630000, 147799128, -21669376, -183283476, -74929280, 13499000, 20136832, -32186688, 7995072, 85234844, -9011200, 60277142, -3437568, 27507596, 51957952, -128984800, -28862240, -119840304, 30998144, 279576060, 15508400, -17930548, 70113536, -98222976, 27831424, 22645000, 8607744, 182202156, -167166016, 165894008, 10822400, 71278568, 12579104, 22933568, 1228544, 2827200, -54482976, -203185216, 5020416, -10768324, -2331600, -39377636, 29933568, -149764656, -82316800, 14429400, 49583104, 48954892, 100526848, 6456800, 0], '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': 4, 'source_is_minimal': True, 'source_label': '230.6.a.d', 'source_level': 230, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 4, 'target_is_minimal': True, 'target_label': '230.6.a.d', 'target_level': 230, 'twist_class_label': '230.6.a.d', 'twist_class_level': 230, '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: 549275
    {'charpoly_factorization': [[[-4, 1], 3]], 'hecke_orbit_code': 13510798982775014, 'p': 2}
  • id: 549276
    {'charpoly_factorization': [[[-600, 169, 34, 1], 1]], 'hecke_orbit_code': 13510798982775014, 'p': 3}
  • id: 549277
    {'charpoly_factorization': [[[-25, 1], 3]], 'hecke_orbit_code': 13510798982775014, 'p': 5}
  • id: 549278
    {'charpoly_factorization': [[[-52236, -4476, 121, 1], 1]], 'hecke_orbit_code': 13510798982775014, 'p': 7}
  • id: 549279
    {'charpoly_factorization': [[[-62322768, -187424, 502, 1], 1]], 'hecke_orbit_code': 13510798982775014, 'p': 11}
  • id: 549280
    {'charpoly_factorization': [[[123447082, -738775, -76, 1], 1]], 'hecke_orbit_code': 13510798982775014, 'p': 13}
  • id: 549281
    {'charpoly_factorization': [[[-92676960, -91080, 1167, 1], 1]], 'hecke_orbit_code': 13510798982775014, 'p': 17}
  • id: 549282
    {'charpoly_factorization': [[[148953712, -1489840, 1694, 1], 1]], 'hecke_orbit_code': 13510798982775014, 'p': 19}
  • id: 549283
    {'charpoly_factorization': [[[529, 1], 3]], 'hecke_orbit_code': 13510798982775014, 'p': 23}
  • id: 549284
    {'charpoly_factorization': [[[-38710135623, -7495553, 4999, 1], 1]], 'hecke_orbit_code': 13510798982775014, 'p': 29}
  • id: 549285
    {'charpoly_factorization': [[[13485256605, 26348919, 9691, 1], 1]], 'hecke_orbit_code': 13510798982775014, 'p': 31}
  • id: 549286
    {'charpoly_factorization': [[[-204013791224, -75307252, -925, 1], 1]], 'hecke_orbit_code': 13510798982775014, 'p': 37}
  • id: 549287
    {'charpoly_factorization': [[[-584014306329, -122717585, 1513, 1], 1]], 'hecke_orbit_code': 13510798982775014, 'p': 41}
  • id: 549288
    {'charpoly_factorization': [[[-3056483949440, 58785156, 30552, 1], 1]], 'hecke_orbit_code': 13510798982775014, 'p': 43}
  • id: 549289
    {'charpoly_factorization': [[[-708220332900, -202482495, 2070, 1], 1]], 'hecke_orbit_code': 13510798982775014, 'p': 47}
  • id: 549290
    {'charpoly_factorization': [[[-17143408525284, -440656200, 34923, 1], 1]], 'hecke_orbit_code': 13510798982775014, 'p': 53}
  • id: 549291
    {'charpoly_factorization': [[[547656475488, 296996152, 36665, 1], 1]], 'hecke_orbit_code': 13510798982775014, 'p': 59}
  • id: 549292
    {'charpoly_factorization': [[[644446767232, -404448648, 44364, 1], 1]], 'hecke_orbit_code': 13510798982775014, 'p': 61}
  • id: 549293
    {'charpoly_factorization': [[[3863516553720, 1135720764, 85969, 1], 1]], 'hecke_orbit_code': 13510798982775014, 'p': 67}
  • id: 549294
    {'charpoly_factorization': [[[-8535894304605, 2036428291, 105817, 1], 1]], 'hecke_orbit_code': 13510798982775014, 'p': 71}
  • id: 549295
    {'charpoly_factorization': [[[-18890151779714, -1632079495, 71348, 1], 1]], 'hecke_orbit_code': 13510798982775014, 'p': 73}
  • id: 549296
    {'charpoly_factorization': [[[-65983735462208, -3951112360, -12196, 1], 1]], 'hecke_orbit_code': 13510798982775014, 'p': 79}
  • id: 549297
    {'charpoly_factorization': [[[-14831556891504, 681867424, 66689, 1], 1]], 'hecke_orbit_code': 13510798982775014, 'p': 83}
  • id: 549298
    {'charpoly_factorization': [[[17068429826064, 5126041620, -149868, 1], 1]], 'hecke_orbit_code': 13510798982775014, 'p': 89}
  • id: 549299
    {'charpoly_factorization': [[[59877067847944, 11010096468, -215238, 1], 1]], 'hecke_orbit_code': 13510798982775014, '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': 4, 'label': '230.6.a.d', 'level': 230, 'portrait': 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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  Showing the first 100 of 258 matching records in this table.
  • id: 35146027
    {'hecke_orbit_code': 13510798982775014, 'n': 1, 'trace_an': 3}
  • id: 35146028
    {'hecke_orbit_code': 13510798982775014, 'n': 2, 'trace_an': 12}
  • id: 35146029
    {'hecke_orbit_code': 13510798982775014, 'n': 3, 'trace_an': -34}
  • id: 35146030
    {'hecke_orbit_code': 13510798982775014, 'n': 4, 'trace_an': 48}
  • id: 35146031
    {'hecke_orbit_code': 13510798982775014, 'n': 5, 'trace_an': 75}
  • id: 35146032
    {'hecke_orbit_code': 13510798982775014, 'n': 6, 'trace_an': -136}
  • id: 35146033
    {'hecke_orbit_code': 13510798982775014, 'n': 7, 'trace_an': -121}
  • id: 35146034
    {'hecke_orbit_code': 13510798982775014, 'n': 8, 'trace_an': 192}
  • id: 35146035
    {'hecke_orbit_code': 13510798982775014, 'n': 9, 'trace_an': 89}
  • id: 35146036
    {'hecke_orbit_code': 13510798982775014, 'n': 10, 'trace_an': 300}
  • id: 35146037
    {'hecke_orbit_code': 13510798982775014, 'n': 11, 'trace_an': -502}
  • id: 35146038
    {'hecke_orbit_code': 13510798982775014, 'n': 12, 'trace_an': -544}
  • id: 35146039
    {'hecke_orbit_code': 13510798982775014, 'n': 13, 'trace_an': 76}
  • id: 35146040
    {'hecke_orbit_code': 13510798982775014, 'n': 14, 'trace_an': -484}
  • id: 35146041
    {'hecke_orbit_code': 13510798982775014, 'n': 15, 'trace_an': -850}
  • id: 35146042
    {'hecke_orbit_code': 13510798982775014, 'n': 16, 'trace_an': 768}
  • id: 35146043
    {'hecke_orbit_code': 13510798982775014, 'n': 17, 'trace_an': -1167}
  • id: 35146044
    {'hecke_orbit_code': 13510798982775014, 'n': 18, 'trace_an': 356}
  • id: 35146045
    {'hecke_orbit_code': 13510798982775014, 'n': 19, 'trace_an': -1694}
  • id: 35146046
    {'hecke_orbit_code': 13510798982775014, 'n': 20, 'trace_an': 1200}
  • id: 35146047
    {'hecke_orbit_code': 13510798982775014, 'n': 21, 'trace_an': 3624}
  • id: 35146048
    {'hecke_orbit_code': 13510798982775014, 'n': 22, 'trace_an': -2008}
  • id: 35146049
    {'hecke_orbit_code': 13510798982775014, 'n': 23, 'trace_an': -1587}
  • id: 35146050
    {'hecke_orbit_code': 13510798982775014, 'n': 24, 'trace_an': -2176}
  • id: 35146051
    {'hecke_orbit_code': 13510798982775014, 'n': 25, 'trace_an': 1875}
  • id: 35146052
    {'hecke_orbit_code': 13510798982775014, 'n': 26, 'trace_an': 304}
  • id: 35146053
    {'hecke_orbit_code': 13510798982775014, 'n': 27, 'trace_an': -3742}
  • id: 35146054
    {'hecke_orbit_code': 13510798982775014, 'n': 28, 'trace_an': -1936}
  • id: 35146055
    {'hecke_orbit_code': 13510798982775014, 'n': 29, 'trace_an': -4999}
  • id: 35146056
    {'hecke_orbit_code': 13510798982775014, 'n': 30, 'trace_an': -3400}
  • id: 35146057
    {'hecke_orbit_code': 13510798982775014, 'n': 31, 'trace_an': -9691}
  • id: 35146058
    {'hecke_orbit_code': 13510798982775014, 'n': 32, 'trace_an': 3072}
  • id: 35146059
    {'hecke_orbit_code': 13510798982775014, 'n': 33, 'trace_an': -4972}
  • id: 35146060
    {'hecke_orbit_code': 13510798982775014, 'n': 34, 'trace_an': -4668}
  • id: 35146061
    {'hecke_orbit_code': 13510798982775014, 'n': 35, 'trace_an': -3025}
  • id: 35146062
    {'hecke_orbit_code': 13510798982775014, 'n': 36, 'trace_an': 1424}
  • id: 35146063
    {'hecke_orbit_code': 13510798982775014, 'n': 37, 'trace_an': 925}
  • id: 35146064
    {'hecke_orbit_code': 13510798982775014, 'n': 38, 'trace_an': -6776}
  • id: 35146065
    {'hecke_orbit_code': 13510798982775014, 'n': 39, 'trace_an': -14326}
  • id: 35146066
    {'hecke_orbit_code': 13510798982775014, 'n': 40, 'trace_an': 4800}
  • id: 35146067
    {'hecke_orbit_code': 13510798982775014, 'n': 41, 'trace_an': -1513}
  • id: 35146068
    {'hecke_orbit_code': 13510798982775014, 'n': 42, 'trace_an': 14496}
  • id: 35146069
    {'hecke_orbit_code': 13510798982775014, 'n': 43, 'trace_an': -30552}
  • id: 35146070
    {'hecke_orbit_code': 13510798982775014, 'n': 44, 'trace_an': -8032}
  • id: 35146071
    {'hecke_orbit_code': 13510798982775014, 'n': 45, 'trace_an': 2225}
  • id: 35146072
    {'hecke_orbit_code': 13510798982775014, 'n': 46, 'trace_an': -6348}
  • id: 35146073
    {'hecke_orbit_code': 13510798982775014, 'n': 47, 'trace_an': -2070}
  • id: 35146074
    {'hecke_orbit_code': 13510798982775014, 'n': 48, 'trace_an': -8704}
  • id: 35146075
    {'hecke_orbit_code': 13510798982775014, 'n': 49, 'trace_an': -26828}
  • id: 35146076
    {'hecke_orbit_code': 13510798982775014, 'n': 50, 'trace_an': 7500}
  • id: 35146077
    {'hecke_orbit_code': 13510798982775014, 'n': 51, 'trace_an': 1920}
  • id: 35146078
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  • id: 35146079
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  • id: 35146080
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  • id: 35146081
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  • id: 35146082
    {'hecke_orbit_code': 13510798982775014, 'n': 56, 'trace_an': -7744}
  • id: 35146083
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  • id: 35146084
    {'hecke_orbit_code': 13510798982775014, 'n': 58, 'trace_an': -19996}
  • id: 35146085
    {'hecke_orbit_code': 13510798982775014, 'n': 59, 'trace_an': -36665}
  • id: 35146086
    {'hecke_orbit_code': 13510798982775014, 'n': 60, 'trace_an': -13600}
  • id: 35146087
    {'hecke_orbit_code': 13510798982775014, 'n': 61, 'trace_an': -44364}
  • id: 35146088
    {'hecke_orbit_code': 13510798982775014, 'n': 62, 'trace_an': -38764}
  • id: 35146089
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  • id: 35146090
    {'hecke_orbit_code': 13510798982775014, 'n': 64, 'trace_an': 12288}
  • id: 35146091
    {'hecke_orbit_code': 13510798982775014, 'n': 65, 'trace_an': 1900}
  • id: 35146092
    {'hecke_orbit_code': 13510798982775014, 'n': 66, 'trace_an': -19888}
  • id: 35146093
    {'hecke_orbit_code': 13510798982775014, 'n': 67, 'trace_an': -85969}
  • id: 35146094
    {'hecke_orbit_code': 13510798982775014, 'n': 68, 'trace_an': -18672}
  • id: 35146095
    {'hecke_orbit_code': 13510798982775014, 'n': 69, 'trace_an': 17986}
  • id: 35146096
    {'hecke_orbit_code': 13510798982775014, 'n': 70, 'trace_an': -12100}
  • id: 35146097
    {'hecke_orbit_code': 13510798982775014, 'n': 71, 'trace_an': -105817}
  • id: 35146098
    {'hecke_orbit_code': 13510798982775014, 'n': 72, 'trace_an': 5696}
  • id: 35146099
    {'hecke_orbit_code': 13510798982775014, 'n': 73, 'trace_an': -71348}
  • id: 35146100
    {'hecke_orbit_code': 13510798982775014, 'n': 74, 'trace_an': 3700}
  • id: 35146101
    {'hecke_orbit_code': 13510798982775014, 'n': 75, 'trace_an': -21250}
  • id: 35146102
    {'hecke_orbit_code': 13510798982775014, 'n': 76, 'trace_an': -27104}
  • id: 35146103
    {'hecke_orbit_code': 13510798982775014, 'n': 77, 'trace_an': -79494}
  • id: 35146104
    {'hecke_orbit_code': 13510798982775014, 'n': 78, 'trace_an': -57304}
  • id: 35146105
    {'hecke_orbit_code': 13510798982775014, 'n': 79, 'trace_an': 12196}
  • id: 35146106
    {'hecke_orbit_code': 13510798982775014, 'n': 80, 'trace_an': 19200}
  • id: 35146107
    {'hecke_orbit_code': 13510798982775014, 'n': 81, 'trace_an': 111227}
  • id: 35146108
    {'hecke_orbit_code': 13510798982775014, 'n': 82, 'trace_an': -6052}
  • id: 35146109
    {'hecke_orbit_code': 13510798982775014, 'n': 83, 'trace_an': -66689}
  • id: 35146110
    {'hecke_orbit_code': 13510798982775014, 'n': 84, 'trace_an': 57984}
  • id: 35146111
    {'hecke_orbit_code': 13510798982775014, 'n': 85, 'trace_an': -29175}
  • id: 35146112
    {'hecke_orbit_code': 13510798982775014, 'n': 86, 'trace_an': -122208}
  • id: 35146113
    {'hecke_orbit_code': 13510798982775014, 'n': 87, 'trace_an': 129542}
  • id: 35146114
    {'hecke_orbit_code': 13510798982775014, 'n': 88, 'trace_an': -32128}
  • id: 35146115
    {'hecke_orbit_code': 13510798982775014, 'n': 89, 'trace_an': 149868}
  • id: 35146116
    {'hecke_orbit_code': 13510798982775014, 'n': 90, 'trace_an': 8900}
  • id: 35146117
    {'hecke_orbit_code': 13510798982775014, 'n': 91, 'trace_an': 12970}
  • id: 35146118
    {'hecke_orbit_code': 13510798982775014, 'n': 92, 'trace_an': -25392}
  • id: 35146119
    {'hecke_orbit_code': 13510798982775014, 'n': 93, 'trace_an': 164202}
  • id: 35146120
    {'hecke_orbit_code': 13510798982775014, 'n': 94, 'trace_an': -8280}
  • id: 35146121
    {'hecke_orbit_code': 13510798982775014, 'n': 95, 'trace_an': -42350}
  • id: 35146122
    {'hecke_orbit_code': 13510798982775014, 'n': 96, 'trace_an': -34816}
  • id: 35146123
    {'hecke_orbit_code': 13510798982775014, 'n': 97, 'trace_an': 215238}
  • id: 35146124
    {'hecke_orbit_code': 13510798982775014, 'n': 98, 'trace_an': -107312}
  • id: 35146125
    {'hecke_orbit_code': 13510798982775014, 'n': 99, 'trace_an': 344510}
  • id: 35146126
    {'hecke_orbit_code': 13510798982775014, 'n': 100, 'trace_an': 30000}