Newform data - 110.6.a.g

Formats: - HTML - YAML - JSON - 2026-01-22T18:04:22.071764

• 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': 3960, 'analytic_conductor': 17.64222017942787, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [5, -1], [11, 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': [110, 1, [67, 101], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 3, 'field_disc': 41353257, 'field_disc_factorization': [[3, 1], [11, 1], [211, 1], [5939, 1]], 'field_poly': [3072, -462, -1, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[3, [-3984, -446, 7, 1]]], 'hecke_orbit': 7, 'hecke_orbit_code': 27021597864886382, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 2, 'hecke_ring_index_factorization': [[2, 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': '110.6.a.g', 'level': 110, '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, 11], 'level_radical': 110, 'minimal_twist': '110.6.a.g', 'prim_orbit_index': 1, 'qexp_display': 'q-4q^{2}+(-2-\\beta _{1})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': '110.6.a', 'trace_display': [-12, -7, 75, 273], 'trace_hash': 1844306578523701448, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.044', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.800', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.438', 'prec': 17}, {'__RealLiteral__': 0, 'data': '19.866', 'prec': 20}, {'__RealLiteral__': 0, 'data': '3.887', 'prec': 17}, {'__RealLiteral__': 0, 'data': '206.981', 'prec': 24}], 'trace_zratio': 0, 'traces': [3, -12, -7, 48, 75, 28, 273, -192, 212, -300, -363, -112, -204, -1092, -175, 768, -627, -848, -1725, 1200, 4171, 1452, -732, 448, 1875, 816, 5645, 4368, 5475, 700, 17661, -3072, 847, 2508, 6825, 3392, 21471, 6900, 38758, -4800, 15102, -16684, 8868, -5808, 5300, 2928, -12144, -1792, 59052, -7500, 2385, -3264, 33915, -22580, -9075, -17472, -54047, -21900, 12498, -2800, 6465, -70644, -17258, 12288, -5100, -3388, -71370, -10032, 36294, -27300, 14091, -13568, 1140, -85884, -4375, -27600, -33033, -155032, 130122, 19200, -132745, -60408, -118086, 66736, -15675, -35472, -266499, 23232, 132441, -21200, 1602, -11712, -11993, 48576, -43125, 7168, 219552, -236208, -25652, 30000, -268662, -9540, -91782, 13056, 104275, -135660, -83256, 90320, 180222, 36300, 33505, 69888, 96168, 216188, -18300, 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236518, -2176140, 197646, -44800, -1910454, -175692, -1303582, 103440, 1476300, 763848, -4254714, -1130304, -1795770, -187500, -1549902, -276128, 88572, -507600, 59625, 196608, 914478, -2340496, -771801, -81600, 182658, 3147108, 1264791, -54208, 847875, -787980, -891969, -1141920, 1908804, -564500, -1137840, -160512, 5192414, 2165136, -226875, 580704, 3193818, -622416, 613102, -436800, -909654, -664440, 4195602, 225456, -1351175, -98736, 2830494, -217088, 1835370, -547500, -2713484, 18240, -578136, 842736, 312450, -1374144, -683045, 1084332, 3807228, -70000, 9681516, -1853736, 771078, -441600, 161625, 2544720, -3156906, -528528, 1226308, -1766100, 1700961, -2480512, 2715798, -200652, -431450, 2081952, 2997465, -1121652, -662475, 307200, 1651212, 2647848, 6861897, -2123920, -127500, -1830420, -1933070, -966528, -90570, -84700, 3543828, -1889376, 5078986, 3824556, -1784250, 1067776, 3030135, -4086276, -479244, -250800, -2136981, 4226360, 7621587, -567552, 907350, 1825056, -709038, 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40050, 3459008, 3789399, -12089448, 2926419, -292800, 4053969, 2018764, 7351044, 1401600, -299825, -2783364, -1259895, 5571808, -15671688, 1214400, -4875311, -799872, -1073028, -946072, -1078125, 8704560, 12530394, -790584, 19459524, 179200, 11482386, 7641816, 14360298, 702768, 5488800, 5214328, 7186326, -413760, -5213423, -5905200, -4051605, -3055392, -11534331, 17018856, -641300, 4521216, 13924551, 7183080, -4225584, 750000, -6286797, 6199608, 11982720, 1104512, -6716550, -354288, 17145975, 2030400, -10688580, -238500, -7125822, -786432, 5619835, -3657912, -2294550, 9361984, 1469424, 3087204, 1670094, 326400, 19771830, -730632, 8027448, -12588432, 2606875, -5059164, 4089855, 216832, -7759341, -3391500, -4510788, 3151920, -14271840, 3567876, -2081400, 4567680, 15624252, -7635216, -7145292, 2258000, -12225789, 4551360, 13349950, 642048, 4505550, -20769656, -3453564, -8660544, -14434274, 907500, 1635777, -2322816, -14568942, -12775272, 837625, 2489664, 26113704, -2452408, 7304904, 1747200, -288585, 3638616, 11794530, 2657760, 2404200, -16782408, 617401, -901824, 3314808, 5404700, 7216173, 394944, -25399260, -11321976, -457500, 868352, -4293870, -7341480, 20651245, 2190000, -10186350, 10853936, -4103715, -72960, 8705950, 2312544, -1892841, -3370944, -3462873, -1249800, 16273032, 5496576, 2656644, 2732180, 13600875, -4337328, -14598779, -15228912, 10329705, 280000, -5178402, -38726064, -7666922, 7414944, 1098075, -3084312, 22682895, 1766400, 8706993, -646500, 5635308, -10178880, 4537500, 12627624, -4774050, 2114112, 4057572, -4905232, 7008660, 7064400, -9349290, -6803844, 15759177, 9922048, 1171875, -10863192, 6539687, 802608, -36007863, 1725800, 25443771, -8327808, -3591251, -11989860, 3172500, 4486608, -28679106, 2649900, -750546, -1228800, -1597173, -6604848, -27190467, -10591392, 14628100, -27447588, -6379632, 8495680, -1512258, 510000, 13234775, 7321680, -14744667, 7732280, -19669425, 3866112, -15423938, 362280, 19689465, 338800, -11873286, -14175312, -11290230, 7557504, 4924875, -20315944, 2352054, -15298224, 5491930, 7137000, -782265, -4271104, -24296847, -12120540, 3528125, 16345104, -34929462, 1916976, 35247792, 1003200, -19349514, 8547924, -21692817, -16905440, -13532100, -30486348, -5385626, 2270208, 37802778, -3629400, -17545482, -7300224, 2088218, 2836152, 3890100, 17055936, 19347726, 23945592, 48056961, 2730000, -107199, 17814872, -52360587, -1486848, 4152750, -26976072, -12965082, -2147616, 35348094, -1409100, 41006692, -8476224, -13293930, 43800636, 617100, -9674112, -8138214, 29673216, 10453149, 1356800, -5295576, -17703552, 23438698, 793440, 3421875, 409948, -15282396, -102528, -4755049, -114000, 55995252, -32186384, -42038898, -997464, -5267100, 749568, 8635770, 7784976, 9967872, 8588400, -50658214, 13807956, -1988619, 767552, -6777075, 16670448, -29617260, 1213872, -9660612, 437500, 14503989, -3108864, 4255458, 31342296, 11585850, 9235600, -27137862, 16586376, -4391574, 2760000, 12851286, 37316384, -36783270, 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29083404, -45929544, 10770372, -30567264, -17294175, -57441192, -44767941, -2811072, -30253389, -21955200, -13401444, -20857312, -24564708, -28745304, 24223750, 1655040, 24070488, 20853692, -16025361, 23620800, 50793640, 16206420, -14608284, 12221568, -3450450, 46137324, -13189638, -68075424, -53921976, 2565200, -18978312, -18084864, 13586044, -55698204, -3518625, -28732320, 104863926, 16902336, 12125191, -3000000], '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], [-2, -1, 0], [16, 0, 0], [25, 0, 0], [8, 4, 0], [93, -5, -1], [-64, 0, 0], [72, -5, 1], [-100, 0, 0], [-121, 0, 0], [-32, -16, 0], [-55, -42, 3], [-372, 20, 4], [-50, -25, 0], [256, 0, 0], [-206, 1, -10], [-288, 20, -4], [-593, 65, -11], [400, 0, 0], [1407, -67, 17], [484, 0, 0], [-235, -40, 13], [128, 64, 0], [625, 0, 0], [220, 168, -12], [1859, 75, -7], [1488, -80, -16], [1729, 271, 17], [200, 100, 0], [5901, -29, -13], [-1024, 0, 0], [242, 121, 0], [824, -4, 40], [2325, -125, -25], [1152, -80, 16], [7173, -101, 53], [2372, -260, 44], [13058, -422, 6], [-1600, 0, 0], [4988, 176, -38], [-5628, 268, -68], [3200, -636, -96], [-1936, 0, 0], [1800, -125, 25], [940, 160, -52], [-3997, -148, -5], [-512, -256, 0], [19690, 103, -121], [-2500, 0, 0], [481, 823, 119], [-880, -672, 48], [11397, -417, 141], [-7436, -300, 28], [-3025, 0, 0], [-5952, 320, 64], [-18611, 1719, 67], [-6916, -1084, -68], [4150, 130, -82], [-800, -400, 0], [1459, 2177, -89], [-23604, 116, 52], [-5222, -1698, 106], [4096, 0, 0], [-1375, -1050, 75], [-968, -484, 0], [-24229, 1266, 51], [-3296, 16, -160], [12416, -838, -116], [-9300, 500, 100], [5121, -1155, -117], [-4608, 320, -64], [-419, 2474, -77], [-28692, 404, -212], [-1250, -625, 0], [-9488, 1040, -176], [-11253, 605, 121], [-52232, 1688, -24], [43438, -682, 490], [6400, 0, 0], [-44273, 308, -234], [-19952, -704, 152], [-40058, 2278, -190], [22512, -1072, 272], [-5150, 25, -250], [-12800, 2544, 384], [-88385, -869, -475], [7744, 0, 0], [43967, 653, -113], [-7200, 500, -100], [2142, -5818, 994], [-3760, -640, 208], [-2289, -5311, 185], [15988, 592, 20], [-14825, 1625, -275], [2048, 1024, 0], [72510, 2470, -448], [-78760, -412, 484], [-8712, 605, -121], [10000, 0, 0]], 'ap': [[-4, 0, 0], [-2, -1, 0], [25, 0, 0], [93, -5, -1], [-121, 0, 0], [-55, -42, 3], [-206, 1, -10], [-593, 65, -11], [-235, -40, 13], [1729, 271, 17], [5901, -29, -13], [7173, -101, 53], [4988, 176, -38], [3200, -636, -96], [-3997, -148, -5], [11397, -417, 141], [4150, 130, -82], [1459, 2177, -89], [-24229, 1266, 51], [5121, -1155, -117], [-419, 2474, -77], [43438, -682, 490], [-40058, 2278, -190], [43967, 653, -113], [72510, 2470, -448], [-89454, -120, -180], [-30239, -1102, 37], [-27270, -1608, 162], [59326, 1484, 760], [31978, 286, -52], [38786, 9576, 966], [-261681, -1371, -363], [-182230, 5234, 172], [48812, 9264, -96], [-93539, 10261, -727], [160358, -15402, -2238], [15675, 5647, -2509], [150698, 4227, 1284], [-322025, 9031, 905], [-152061, -798, 717], [-196998, -15804, 2166], [20720, -15060, 2490], [-206524, 29084, -620], [-224366, -21067, 2398], [-40931, -17756, 2531], [-52561, 15945, 993], [162179, 3093, -2199], [-321111, -4268, 3809], [-402830, 23830, 422], [1008122, -1752, -252], [250312, -53387, -1708], [60982, 6706, 7994], [-629020, -19812, -3582], [-516664, -886, 976], [277794, 82968, -1872], [441505, -57107, -2617], [638158, 1366, -7036], [-401428, 66072, 372], [1073871, -39896, 12101], [-294180, -27372, 258], [1387206, 36886, -2902], [-167831, -75302, 659], [-1054032, -1406, 6596], [534679, 98839, -1915], [883154, 57528, 8808], [992577, 5865, 13869], [1191820, -21640, -9992], [1025948, -40713, -6996], [-199392, -109554, -1308], [-2001600, 8824, 9578], [2223430, 75316, -1588], [-2463684, -33816, 6564], [67433, 34086, 12981], [-1405461, 62350, -13579], [-1336534, -128058, -8934], [1596567, 5424, 23103], [-1219404, 40380, -10050], [1855378, 106928, 4660], [-986783, 59635, 5621], [711812, 73698, 20574], [1250670, -219132, -23382], [-114748, 23850, 6066], [3635824, -6368, -5176], [1324794, -232238, -25948], [-3271532, 100400, 4108], [-4205885, 55246, -2893], [2038586, 224312, -680], [1160462, 291807, 16206], [1469157, -335775, -17727], [2388449, 171888, 13809], [-417982, -16825, 10876], [6510820, -59780, -13156], [2389361, -21426, 39669], [-1462777, 323321, 13405], [-1384904, -90484, 19612], [3979084, 65500, -20032], [-3438660, -373602, 1002], [6580628, -1000, 30946], [2698666, -104656, 36106], [-4076389, 13743, -10365], [-1173184, 57204, 8784], [8699495, 19346, -4127], [3745344, 562686, -4188], [1086572, -490, 55582], [2286309, 341095, 16151], [-1410440, -30316, -32234], [-594160, -53503, -56858], [977677, -294014, 17627], [3299027, 382343, 50281], [-1598652, -398720, 16274], [7539353, 107157, -42321], [1404163, 308246, 16765], [1459398, -347334, 26712], [2508758, -465456, -52158], [8483177, -26019, 20259], [-523313, 17251, -44485], [-9190174, 329259, 50796], [-2133535, -9916, 30889], [-4614529, -914803, 13723], [6517013, 126683, 11743], [-3725420, -693496, -3530], [-8192726, 318893, -37562], [-11744177, 297016, 6053], [-7361186, 345121, 45620], [-6015712, 563694, -62040], [233219, -783775, -23081], [11728184, 130836, 32706], [3535131, -172773, 20529], [-4846879, -719280, -22479], [-13852111, -499572, 17007], [3438872, -406836, 58092], [-426305, -686609, -23095], [4817035, 2747, 50137], [-8945970, -352520, 52568], [4326410, -98056, -29888], [8335268, -845580, 17970], [3135713, -346549, 91633], [-12194530, -389652, -58650], [8993926, -702332, -146176], [11068212, 365436, -96534], [-1864799, -883933, 82027], [13693720, 475816, 59690], [-6831835, -1227642, 35313], [-6101326, -381880, 80362], [-6790188, 940666, 99434], [-22230740, 640720, 44132], [-7979953, -137490, -90663], [-4653126, 197457, -155322], [7044444, 1096126, -66076], [19696171, -438440, -34333], [19650079, 306770, -43943], [13900488, 812820, 98550], [-15685980, 257413, -7198], [25554742, 1054168, -18574], [-1323798, 1009063, 91676], [-2980181, 117973, -47755], [-4862480, 1673768, -2984], [21514041, 552291, -56595], [-5474025, -673706, 38765], [15146575, -345665, 165719], [-16059340, 1261553, -5582], [15239706, -988557, 35250], [-14558523, -1220735, 128363], [-4278328, -523984, -42476], [8349726, -1154562, 175872], [-4687489, -459016, -86801], [-5963788, -1128624, 41676], [34833185, 407436, -43065]], 'char_orbit_index': 1, 'field_poly': [3072, -462, -1, 1], 'hecke_orbit_code': 27021597864886382, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 1], 'hecke_ring_inverse_denominators': [1, 1, 1], 'hecke_ring_inverse_numerators': [[1, 0, 0], [0, 1, 0], [311, -9, 1]], 'hecke_ring_numerators': [[1, 0, 0], [0, 1, 0], [-311, 9, 1]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 3, 'label': '110.6.a.g', 'level': 110, 'maxp': 997, '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': [1, 2, 3, 1, 2, 1, 1, 3], 'ALdims_eis_new': [0, 0, 0, 0, 0, 0, 0, 0], 'ALdims_eis_old': [1, 1, 1, 1, 1, 1, 1, 1], 'ALdims_old': [7, 11, 9, 9, 8, 11, 9, 8], 'Nk2': 3960, 'analytic_conductor': 17.64222017942787, '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': [110, 1, [67, 101], [1, 1]], 'conrey_index': 1, 'cusp_dim': 86, 'dim': 14, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 100663406, 'hecke_orbit_dims': [1, 1, 1, 1, 2, 2, 3, 3], 'label': '110.6.a', 'level': 110, '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, 11], 'level_radical': 110, 'mf_dim': 94, 'mf_new_dim': 14, 'num_forms': 8, 'plus_dim': 4, 'prim_orbit_index': 1, 'relative_dim': 14, 'sturm_bound': 108, 'trace_bound': 3, 'trace_display': [0, 36, 50, 624], 'traces': [14, 0, 36, 224, 50, -80, 624, 0, 106, 0, 0, 576, -96, -80, 0, 3584, 1912, 0, 2072, 800, 6368, 968, -3492, -1280, 8750, -1264, 11664, 9984, -6108, 7600, 2796, 0, 4356, 6112, -6200, 1696, 47508, 18336, 69088, 0, 25964, 2400, 12024, 0, -5350, 9136, -35932, 9216, 29442, 0, 12672, -1536, 29252, -6848, 0, -1280, -33040, -81472, -51624, 0, 77188, -66400, -27472, 57344, -200, 0, -100948, 30592, -102888, -53600, -217092, 0, -36072, -157792, 22500, 33152, -11616, -154304, 114352, 12800, -296498, 77888, 89128, 101888, 3800, 111296, -191368, 15488, -119464, 0, -178136, -55872, -401392, -142800, -107000, -20480, 290524, 53248, 0, 140000, -192116, -394208, -456852, -20224, 138200, -64928, -214480, 186624, -182164, 72600, 303340, 159744, 294724, 275024, -57300, -97728, 1066112, -485216, 498316, 121600, 204974, 214080, -230392, 44736, 31250, 342784, 661720, 0, 604432, 67600, -605392, 69696, 111552, 44240, 62100, 97792, -918836, 32576, 1041704, -99200, -155968, -518144, 188276, 27136, -162900, -876464, 263900, 760128, 1388844, -50000, 718536, 293376, 84232, 274912, 300800, 1105408, -44212, -324608, -479780, 0, 811160, -775296, 1605956, 415424, 108900, 268416, -910328, 38400, 378242, 226000, 229536, 192384, -644680, 357808, 390000, 0, 40920, -459328, 157512, -85600, 128652, -37760, -1980984, 146176, 378600, -792064, -152460, -574912, -812608, 57200, -504040, 147456, 184920, -1847104, 69400, 471072, -495528, 167464, -194588, 0, -3178368, 1187840, -1756664, 202752, -408900, -301296, -861324, -24576, -242484, -506800, 1590192, 468032, -2600544, 1280416, -210600, -109568, 2390816, -674176, -1654632, 0, -2847360, -355424, 1894484, -20480, 66250, -835232, -630392, -528640, 464356, 462800, -1207580, -1303552, -2587520, -1569616, -285700, -825984, -5598368, -651456, -1377624, 0, -1946196, 0, -3824892, 1235008, 2211250, 146208, 2552472, -1062400, -1804232, 0, -3079384, -439552, -296692, -910592, -710400, 917504, -2454516, 281312, 1691880, -3200, 6618276, 1393152, 8067816, 0, 1898600, -1024128, -424224, -1615168, 6321692, -286400, 5053968, 489472, 2320440, 2970720, 0, -1646208, 4289104, 5633472, 3351776, -857600, -2616804, 1643136, 137880, -3473472, -2306400, -793760, 5837368, 0, 2146798, 964400, 2371616, -577152, -4318656, 6778896, -338600, -2524672, 1173216, 3295392, -1945944, 360000, 9039672, -1835904, -4964776, 530432, -2992500, -1823856, -3321760, -185856, -597320, -1854400, 1161364, -2468864, 5476788, 1144320, 1736800, 1829632, -3688644, 747936, -569668, 204800, -1908200, 3737312, 6897560, -4743968, -60000, 1415152, -3062056, 1246208, -20608, 435600, 3743816, 1426048, 3045860, 3142160, -1304900, 1630208, 7098216, -2720384, -7853840, 60800, 114224, 7518624, 5693136, 1780736, 1891800, 2817392, -6394784, -3061888, 5780276, -50000, 3060664, 247808, -352060, -7496928, 3482200, -1911424, -6765424, 5834880, -16790656, 0, 3249690, 1188800, 527076, -2850176, -1274200, 2839888, 10969260, -893952, -1727044, 574400, -12875096, -6422272, -4790664, -1351328, 0, -2284800, -103640, -6068064, 9332752, -1712000, -8355840, 5826784, -7460420, -327680, 592900, 3936288, 2139912, 4648384, -8445204, -4529600, -4044928, 851968, 4885632, 3160464, -202200, 0, 11133980, -4829920, -16527596, 2240000, -707760, -7268672, 11976656, -3073856, -434350, 7030112, 520784, -6307328, 2411292, -994400, -8591608, -7309632, -2833344, 1594960, -8786400, -323584, -11877536, -4936800, -13809008, 2211200, -5332188, -8204736, -1017364, -1038848, 1195000, -5392256, -11213368, -3431680, -2404512, 3222400, 20375992, 2985984, -2241532, -11312560, -7846800, -2914624, -12794672, 10898400, 822712, 1161600, -12177646, -8249088, -17555268, 4853440, 2486100, 2984464, 14593656, 2555904, 7265100, 0, -237160, 4715584, 6326176, -9866336, -1945800, 4400384, -9246176, -3178624, -397032, -916800, 11603516, 1707552, -22412484, -1563648, -941900, -14406976, -13838124, 17057792, -14850896, -1029200, 4528364, -7763456, -3656136, -17554016, 1295000, 7973056, 2896628, 11923584, 60106000, 1945600, 21477432, 1657216, 30519712, 3279584, 8423300, -781904, 12202308, 3425280, 22505812, -7080000, -8629576, -3686272, 16050496, 35827296, 0, 715776, 5965248, -13822432, -18203608, 500000, 18008880, 11894848, -6989440, 5484544, -18356500, 2305776, 42030140, 10587520, -12093916, 7170000, -15622104, 0, 15022352, -5232224, -9194300, 9670912, 14324948, 12449600, 8225480, 1081600, -13417940, -1685792, 39389600, -9686272, 3980000, 10008176, -6505536, 1115136, -25698962, -2307200, -2671200, 1784832, -267296, 7549824, 22723400, 707840, 29283976, -12827776, -16028144, 993600, -31235428, 13079264, 37436792, 1564672, 5295900, -19984352, -38813848, -14701376, -3855260, 605000, 25240804, 521216, -35004392, -2846064, -16160800, 16667264, 49606056, -4281376, -2353472, -1587200, 11411268, 23951264, 6741504, -2495488, -3737900, 11088896, -38264800, -8290304, 22779644, 2306400, 12246648, 3012416, -49893776, -21184, -2182500, 434176, -40314668, 61568, -15295088, -2606400, -9500760, -4448736, -10419552, -14023424, 4188400, -14745552, 6084228, 4222400, 21981488, 4955200, 11966976, 12162048, -17877336, 1202256, 31779000, 22221504, 17594448, -7359328, 11965556, -800000, -17585364, -58325120, -6168804, 11496576, 732050, 7203584, 85192, 4694016, -6473356, -5585200, 24009400, 1347712, 37651480, 10681664, -24299800, 4398592, 68542828, -6698816, -3455952, 4812800, -32114472, -28197248, 1424560, 17686528, 5468750, -17056256, 11793144, -707392, -3142224, -1290400, -15769684, -5193728, -1894096, -50188160, -3570600, -7676480, -63179136, 1299056, -48422328, 0, 1091296, 7633920, -10150044, 12978560, 36426000, -25174688, -34911588, -12404736, -7306464, -790000, -30076792, 25695296, 10949044, 16715904, -33339600, 6646784, -31668680, -6739552, 34372208, 1742400, -2481748, 2693088, -35672216, 4294656, -14411900, -45726496, 39896504, -14565248, 27235720, 5042000, -11230252, 614400, -45174984, -12825984, 7290000, 6051872, -108274896, -14757664, 17164808, 3616000, 283040, 10624768, -46884132, 3672576, 2936300, -30524176, -80366992, 3078144, -40315848, -16100000, -32969432, -10314880, -12388464, -48871136, 16887000, 5724928, -24246872, 49592864, 52087696, 6240000, 53224420, 4950112, -17523568, 0, 31505800, 21065824, 42321264, 654720, 108336244, -21399200, 14145160, -7349248, 14630072, 73821696, 2044900, 2520192, -29919072, 18850784, -32775836, -1369600, -14181192, 39987264, 24124360, 2058432, -3817500, -1171280, 130625812, -604160, -10852586, 11329200, 49544616, -31695744, -43533928, 42347440, -10821900, 2338816, 20238460, -43519712, 14246984, 6057600, 29580776, -47329600, 43489304, -12673024, -24742700, 30159696, -11616728, -2439360, -118690232, 4750000, -11312604, -9198592, 20477632, 28724224, 34308000, -13001728, -49423428, -1843040, -19504232, 915200, 19842964, 52873408, -17629008, -8064640, -64422200, -62712720, -7896592, 2359296, 34187244, 9486400, -37557392, 2958720, 21837780, 10938848, 1747500, -29553664, 141227440, -1022016, 30886352, 1110400, -9189224, 121557888, 35717936, 7537152, 11477600, 35797584, -138137488, -7928448, 129939056, -18648000, 9754128, 2679424, -83103944, -10100352, 80410400, -3113408, 39873324, 87723776, -108966312, 0, 27588236, -21222208, -18313108, -50853888, 5248000, 32102432, 99192728, 19005440, 132525428, 18633600, 8890040, -28106624, 94989728, -16219808, 30548400, 3244032, 71329992, 26365056, 51069680, -6542400, -30091532, 85729440, -26018988, -4820736, 2722500, -49698464, 56790672, -13781184, 5919628, -10363200, 30894576, -393216, 61563704, 23437056, -36771600, -3879744, 151735904, -82634752, -118639016, -8108800, 53178966, -63021632, -104572616, 25443072, 42541150, 62712496, 9135984, 7488512, 14947592, 3820000, 86580128, -41608704, -4055544, -4702304, -35465600, 20486656, -226868872, 762784, -117022120, -3369600, -19465696, -34392672, 81747220, -1753088, 23416200, -1376448, -56076076, 38253056, -42361616, 51890400, -86001144, -10786816, 67250700, 39855648, -3875000, -26474112, -87160728, -16548576, 160873064, 0, -44860580, -32910272, -11264988, -45557760, -67377000, 52178832, 96203272, -5686784, -47112752, -36278400, 22546656, 30311744, -5135248, 32228688, -7180400, -327680, -181780608, -113202112, 125661096, 1060000, -114638800, 11947056, -38147816, -13363712, 36452300, 21655808, -78507980, -10086272, -172922132, -23885600, -102780300, -8458240, 8906568, -8842912, -57002400, 7429696, 69389568, -43782656, 85392256, 7404800, 29757264, 3768544, 36540000, -19321280, 29692500, -18312464, -157620, -20856832, 132897344, -15173600, 9631680, -41400320, 54349360, -38369808, 12317800, -25113856, 22328720, 97293888, -27255584, -4571200, 44689660, 109375776, -56670312, -13215744, 3907400, -15577056, 134965764, -89573888, -99039848, 11460000, -87671964, -10423296, -72506848, 39994656, -10666600, -22041984, 81111624, -30038848, 49761344, 0, -15676974, -127242112, -46665280, -31139136, -81524200, -31646624, -175980760, 0, -245408820, -12928800, -68143816, -61198272, 38058320, 64325168, 43180000, 19760128, -3125044, 73490048, -21284384, 35380000, 57686076, 56254624, -182748020, 2339328, -83753600, 109314720, -146945264, 40839552, 11404976, 17641800, 14859608, -16998400, -50761176, -72510032, -29914800, -28867712, 240833320, 48634848, 38755180, 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

  
  
  • id: 95731
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 7, 'source_is_minimal': True, 'source_label': '110.6.a.g', 'source_level': 110, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 7, 'target_is_minimal': True, 'target_label': '110.6.a.g', 'target_level': 110, 'twist_class_label': '110.6.a.g', 'twist_class_level': 110, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
  • id: 95732
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 7, 'source_is_minimal': True, 'source_label': '110.6.a.g', 'source_level': 110, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 12, 'target_is_minimal': False, 'target_label': '550.6.a.l', 'target_level': 550, 'twist_class_label': '110.6.a.g', 'twist_class_level': 110, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 95733
    {'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 7, 'source_is_minimal': True, 'source_label': '110.6.a.g', 'source_level': 110, 'target_char_orbit': 2, 'target_dim': 6, 'target_hecke_orbit': 11, 'target_is_minimal': False, 'target_label': '550.6.b.k', 'target_level': 550, 'twist_class_label': '110.6.a.g', 'twist_class_level': 110, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 6}
  • id: 95734
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 7, 'source_is_minimal': True, 'source_label': '110.6.a.g', 'source_level': 110, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 11, 'target_is_minimal': False, 'target_label': '880.6.a.k', 'target_level': 880, 'twist_class_label': '110.6.a.g', 'twist_class_level': 110, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 95735
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 7, 'source_is_minimal': True, 'source_label': '110.6.a.g', 'source_level': 110, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 27, 'target_is_minimal': False, 'target_label': '990.6.a.ba', 'target_level': 990, 'twist_class_label': '110.6.a.g', 'twist_class_level': 110, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 317050
    {'charpoly_factorization': [[[4, 1], 3]], 'hecke_orbit_code': 27021597864886382, 'p': 2}
  • id: 317051
    {'charpoly_factorization': [[[-3984, -446, 7, 1], 1]], 'hecke_orbit_code': 27021597864886382, 'p': 3}
  • id: 317052
    {'charpoly_factorization': [[[-25, 1], 3]], 'hecke_orbit_code': 27021597864886382, 'p': 5}
  • id: 317053
    {'charpoly_factorization': [[[5952592, -17472, -273, 1], 1]], 'hecke_orbit_code': 27021597864886382, 'p': 7}
  • id: 317054
    {'charpoly_factorization': [[[121, 1], 3]], 'hecke_orbit_code': 27021597864886382, 'p': 11}
  • id: 317055
    {'charpoly_factorization': [[[-340553840, -1046916, 204, 1], 1]], 'hecke_orbit_code': 27021597864886382, 'p': 13}
  • id: 317056
    {'charpoly_factorization': [[[-1839018960, -2850906, 627, 1], 1]], 'hecke_orbit_code': 27021597864886382, 'p': 17}
  • id: 317057
    {'charpoly_factorization': [[[-5618777552, -4439280, 1725, 1], 1]], 'hecke_orbit_code': 27021597864886382, 'p': 19}
  • id: 317058
    {'charpoly_factorization': [[[3774572208, -5506932, 732, 1], 1]], 'hecke_orbit_code': 27021597864886382, 'p': 23}
  • id: 317059
    {'charpoly_factorization': [[[18666595548, -33434940, -5475, 1], 1]], 'hecke_orbit_code': 27021597864886382, 'p': 29}
  • id: 317060
    {'charpoly_factorization': [[[-170764182080, 98470032, -17661, 1], 1]], 'hecke_orbit_code': 27021597864886382, 'p': 31}
  • id: 317061
    {'charpoly_factorization': [[[566059440364, 66138372, -21471, 1], 1]], 'hecke_orbit_code': 27021597864886382, 'p': 37}
  • id: 317062
    {'charpoly_factorization': [[[25758181944, 19857948, -15102, 1], 1]], 'hecke_orbit_code': 27021597864886382, 'p': 41}
  • id: 317063
    {'charpoly_factorization': [[[5284163292160, -447017184, -8868, 1], 1]], 'hecke_orbit_code': 27021597864886382, 'p': 43}
  • id: 317064
    {'charpoly_factorization': [[[20675131920, 38149476, 12144, 1], 1]], 'hecke_orbit_code': 27021597864886382, 'p': 47}
  • id: 317065
    {'charpoly_factorization': [[[12560852819916, -279244260, -33915, 1], 1]], 'hecke_orbit_code': 27021597864886382, 'p': 53}
  • id: 317066
    {'charpoly_factorization': [[[-282883115232, -154377552, -12498, 1], 1]], 'hecke_orbit_code': 27021597864886382, 'p': 59}
  • id: 317067
    {'charpoly_factorization': [[[48702632528260, -2377747812, -6465, 1], 1]], 'hecke_orbit_code': 27021597864886382, 'p': 61}
  • id: 317068
    {'charpoly_factorization': [[[-6885873035264, 867365088, 71370, 1], 1]], 'hecke_orbit_code': 27021597864886382, 'p': 67}
  • id: 317069
    {'charpoly_factorization': [[[16794837141696, -983922228, -14091, 1], 1]], 'hecke_orbit_code': 27021597864886382, 'p': 71}
  • id: 317070
    {'charpoly_factorization': [[[63435730635232, -2971062540, -1140, 1], 1]], 'hecke_orbit_code': 27021597864886382, 'p': 73}
  • id: 317071
    {'charpoly_factorization': [[[455163121410304, -1672402128, -130122, 1], 1]], 'hecke_orbit_code': 27021597864886382, 'p': 79}
  • id: 317072
    {'charpoly_factorization': [[[-37489435741440, 1251866256, 118086, 1], 1]], 'hecke_orbit_code': 27021597864886382, 'p': 83}
  • id: 317073
    {'charpoly_factorization': [[[-64106131539132, 5282414268, -132441, 1], 1]], 'hecke_orbit_code': 27021597864886382, 'p': 89}
  • id: 317074
    {'charpoly_factorization': [[[43490447216512, 7463719548, -219552, 1], 1]], 'hecke_orbit_code': 27021597864886382, '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': 7, 'label': '110.6.a.g', 'level': 110, 'portrait': 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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 46780795
    {'hecke_orbit_code': 27021597864886382, 'n': 1, 'trace_an': 3}
  • id: 46780796
    {'hecke_orbit_code': 27021597864886382, 'n': 2, 'trace_an': -12}
  • id: 46780797
    {'hecke_orbit_code': 27021597864886382, 'n': 3, 'trace_an': -7}
  • id: 46780798
    {'hecke_orbit_code': 27021597864886382, 'n': 4, 'trace_an': 48}
  • id: 46780799
    {'hecke_orbit_code': 27021597864886382, 'n': 5, 'trace_an': 75}
  • id: 46780800
    {'hecke_orbit_code': 27021597864886382, 'n': 6, 'trace_an': 28}
  • id: 46780801
    {'hecke_orbit_code': 27021597864886382, 'n': 7, 'trace_an': 273}
  • id: 46780802
    {'hecke_orbit_code': 27021597864886382, 'n': 8, 'trace_an': -192}
  • id: 46780803
    {'hecke_orbit_code': 27021597864886382, 'n': 9, 'trace_an': 212}
  • id: 46780804
    {'hecke_orbit_code': 27021597864886382, 'n': 10, 'trace_an': -300}
  • id: 46780805
    {'hecke_orbit_code': 27021597864886382, 'n': 11, 'trace_an': -363}
  • id: 46780806
    {'hecke_orbit_code': 27021597864886382, 'n': 12, 'trace_an': -112}
  • id: 46780807
    {'hecke_orbit_code': 27021597864886382, 'n': 13, 'trace_an': -204}
  • id: 46780808
    {'hecke_orbit_code': 27021597864886382, 'n': 14, 'trace_an': -1092}
  • id: 46780809
    {'hecke_orbit_code': 27021597864886382, 'n': 15, 'trace_an': -175}
  • id: 46780810
    {'hecke_orbit_code': 27021597864886382, 'n': 16, 'trace_an': 768}
  • id: 46780811
    {'hecke_orbit_code': 27021597864886382, 'n': 17, 'trace_an': -627}
  • id: 46780812
    {'hecke_orbit_code': 27021597864886382, 'n': 18, 'trace_an': -848}
  • id: 46780813
    {'hecke_orbit_code': 27021597864886382, 'n': 19, 'trace_an': -1725}
  • id: 46780814
    {'hecke_orbit_code': 27021597864886382, 'n': 20, 'trace_an': 1200}
  • id: 46780815
    {'hecke_orbit_code': 27021597864886382, 'n': 21, 'trace_an': 4171}
  • id: 46780816
    {'hecke_orbit_code': 27021597864886382, 'n': 22, 'trace_an': 1452}
  • id: 46780817
    {'hecke_orbit_code': 27021597864886382, 'n': 23, 'trace_an': -732}
  • id: 46780818
    {'hecke_orbit_code': 27021597864886382, 'n': 24, 'trace_an': 448}
  • id: 46780819
    {'hecke_orbit_code': 27021597864886382, 'n': 25, 'trace_an': 1875}
  • id: 46780820
    {'hecke_orbit_code': 27021597864886382, 'n': 26, 'trace_an': 816}
  • id: 46780821
    {'hecke_orbit_code': 27021597864886382, 'n': 27, 'trace_an': 5645}
  • id: 46780822
    {'hecke_orbit_code': 27021597864886382, 'n': 28, 'trace_an': 4368}
  • id: 46780823
    {'hecke_orbit_code': 27021597864886382, 'n': 29, 'trace_an': 5475}
  • id: 46780824
    {'hecke_orbit_code': 27021597864886382, 'n': 30, 'trace_an': 700}
  • id: 46780825
    {'hecke_orbit_code': 27021597864886382, 'n': 31, 'trace_an': 17661}
  • id: 46780826
    {'hecke_orbit_code': 27021597864886382, 'n': 32, 'trace_an': -3072}
  • id: 46780827
    {'hecke_orbit_code': 27021597864886382, 'n': 33, 'trace_an': 847}
  • id: 46780828
    {'hecke_orbit_code': 27021597864886382, 'n': 34, 'trace_an': 2508}
  • id: 46780829
    {'hecke_orbit_code': 27021597864886382, 'n': 35, 'trace_an': 6825}
  • id: 46780830
    {'hecke_orbit_code': 27021597864886382, 'n': 36, 'trace_an': 3392}
  • id: 46780831
    {'hecke_orbit_code': 27021597864886382, 'n': 37, 'trace_an': 21471}
  • id: 46780832
    {'hecke_orbit_code': 27021597864886382, 'n': 38, 'trace_an': 6900}
  • id: 46780833
    {'hecke_orbit_code': 27021597864886382, 'n': 39, 'trace_an': 38758}
  • id: 46780834
    {'hecke_orbit_code': 27021597864886382, 'n': 40, 'trace_an': -4800}
  • id: 46780835
    {'hecke_orbit_code': 27021597864886382, 'n': 41, 'trace_an': 15102}
  • id: 46780836
    {'hecke_orbit_code': 27021597864886382, 'n': 42, 'trace_an': -16684}
  • id: 46780837
    {'hecke_orbit_code': 27021597864886382, 'n': 43, 'trace_an': 8868}
  • id: 46780838
    {'hecke_orbit_code': 27021597864886382, 'n': 44, 'trace_an': -5808}
  • id: 46780839
    {'hecke_orbit_code': 27021597864886382, 'n': 45, 'trace_an': 5300}
  • id: 46780840
    {'hecke_orbit_code': 27021597864886382, 'n': 46, 'trace_an': 2928}
  • id: 46780841
    {'hecke_orbit_code': 27021597864886382, 'n': 47, 'trace_an': -12144}
  • id: 46780842
    {'hecke_orbit_code': 27021597864886382, 'n': 48, 'trace_an': -1792}
  • id: 46780843
    {'hecke_orbit_code': 27021597864886382, 'n': 49, 'trace_an': 59052}
  • id: 46780844
    {'hecke_orbit_code': 27021597864886382, 'n': 50, 'trace_an': -7500}
  • id: 46780845
    {'hecke_orbit_code': 27021597864886382, 'n': 51, 'trace_an': 2385}
  • id: 46780846
    {'hecke_orbit_code': 27021597864886382, 'n': 52, 'trace_an': -3264}
  • id: 46780847
    {'hecke_orbit_code': 27021597864886382, 'n': 53, 'trace_an': 33915}
  • id: 46780848
    {'hecke_orbit_code': 27021597864886382, 'n': 54, 'trace_an': -22580}
  • id: 46780849
    {'hecke_orbit_code': 27021597864886382, 'n': 55, 'trace_an': -9075}
  • id: 46780850
    {'hecke_orbit_code': 27021597864886382, 'n': 56, 'trace_an': -17472}
  • id: 46780851
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  • id: 46780852
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  • id: 46780853
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  • id: 46780854
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  • id: 46780855
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  • id: 46780856
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  • id: 46780857
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  • id: 46780858
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  • id: 46780859
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  • id: 46780860
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  • id: 46780861
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  • id: 46780862
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  • id: 46780863
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  • id: 46780864
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  • id: 46780865
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  • id: 46780866
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  • id: 46780867
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  • id: 46780868
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  • id: 46780869
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  • id: 46780870
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  • id: 46780871
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  • id: 46780872
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  • id: 46780873
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  • id: 46780874
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  • id: 46780875
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  • id: 46780876
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  • id: 46780877
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  • id: 46780878
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  • id: 46780879
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  • id: 46780880
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  • id: 46780881
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  • id: 46780882
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  • id: 46780883
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  • id: 46780884
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  • id: 46780885
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  • id: 46780886
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  • id: 46780887
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  • id: 46780888
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  • id: 46780889
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  • id: 46780890
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  • id: 46780891
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  • id: 46780892
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  • id: 46780893
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  • id: 46780894
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  • id: 46780895
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  • id: 46780896
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  • id: 46780897
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  • id: 46780898
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  • id: 46780899
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  • id: 46780900
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  • id: 46780901
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  • id: 46780902
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  • id: 46780903
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  • id: 46780904
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  • id: 46780905
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  • id: 46780906
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  • id: 46780907
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  • id: 46780908
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  • id: 46780909
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  • id: 46780910
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  • id: 46780911
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  • id: 46780912
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  • id: 46780913
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  • id: 46780914
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  • id: 46780915
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  • id: 46780916
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  • id: 46780917
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  • id: 46780918
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  • id: 46780919
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  • id: 46780920
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  • id: 46780921
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  • id: 46780922
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  • id: 46780923
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  • id: 46780924
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  • id: 46780925
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  • id: 46780926
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  • id: 46780927
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  • id: 46780928
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  • id: 46780929
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  • id: 46780930
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  • id: 46780931
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  • id: 46780932
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  • id: 46780933
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  • id: 46780934
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  • id: 46780935
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  • id: 46780936
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  • id: 46780937
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  • id: 46780938
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  • id: 46780939
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  • id: 46780940
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  • id: 46780941
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  • id: 46780942
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  • id: 46780943
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  • id: 46780944
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  • id: 46780945
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  • id: 46780946
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  • id: 46780947
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  • id: 46780948
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  • id: 46780949
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  • id: 46780950
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  • id: 46780951
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  • id: 46780952
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  • id: 46780953
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  • id: 46780954
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  • id: 46780955
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  • id: 46780956
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  • id: 46780957
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  • id: 46780958
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  • id: 46780959
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  • id: 46780960
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  • id: 46780961
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  • id: 46780962
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  • id: 46780963
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  • id: 46780964
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  • id: 46780965
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  • id: 46780966
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  • id: 46780967
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  • id: 46780968
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  • id: 46780969
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  • id: 46780970
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  • id: 46780971
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  • id: 46780972
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  • id: 46780973
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  • id: 46780974
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  • id: 46780975
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  • id: 46780976
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  • id: 46780977
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  • id: 46780978
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  • id: 46780979
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  • id: 46780980
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  • id: 46780981
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  • id: 46780982
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  • id: 46780983
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  • id: 46780984
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  • id: 46780985
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  • id: 46780986
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  • id: 46780987
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  • id: 46780988
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  • id: 46780989
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  • id: 46780990
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  • id: 46780991
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  • id: 46780992
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  • id: 46780993
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  • id: 46780994
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  • id: 46780995
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  • id: 46780996
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  • id: 46780997
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  • id: 46780998
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  • id: 46780999
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  • id: 46781000
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  • id: 46781001
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  • id: 46781002
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  • id: 46781003
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  • id: 46781004
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  • id: 46781005
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  • id: 46781006
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  • id: 46781007
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  • id: 46781008
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  • id: 46781009
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  • id: 46781010
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  • id: 46781011
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  • id: 46781012
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  • id: 46781013
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  • id: 46781014
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  • id: 46781015
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  • id: 46781016
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  • id: 46781017
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  • id: 46781018
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  • id: 46781019
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  • id: 46781020
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  • id: 46781021
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  • id: 46781022
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  • id: 46781023
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  • id: 46781024
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  • id: 46781025
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  • id: 46781026
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  • id: 46781027
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  • id: 46781028
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  • id: 46781029
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  • id: 46781030
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  • id: 46781031
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  • id: 46781032
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  • id: 46781033
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  • id: 46781034
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  • id: 46781035
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  • id: 46781036
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  • id: 46781037
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  • id: 46781038
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  • id: 46781039
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  • id: 46781040
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  • id: 46781041
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  • id: 46781042
    {'hecke_orbit_code': 27021597864886382, 'n': 937, 'trace_an': -17057016}
  • id: 46781043
    {'hecke_orbit_code': 27021597864886382, 'n': 941, 'trace_an': 45259779}
  • id: 46781044
    {'hecke_orbit_code': 27021597864886382, 'n': 947, 'trace_an': -46922049}
  • id: 46781045
    {'hecke_orbit_code': 27021597864886382, 'n': 953, 'trace_an': 44765811}
  • id: 46781046
    {'hecke_orbit_code': 27021597864886382, 'n': 961, 'trace_an': 29083404}
  • id: 46781047
    {'hecke_orbit_code': 27021597864886382, 'n': 967, 'trace_an': -44767941}
  • id: 46781048
    {'hecke_orbit_code': 27021597864886382, 'n': 971, 'trace_an': -13401444}
  • id: 46781049
    {'hecke_orbit_code': 27021597864886382, 'n': 977, 'trace_an': 24070488}
  • id: 46781050
    {'hecke_orbit_code': 27021597864886382, 'n': 983, 'trace_an': -14608284}
  • id: 46781051
    {'hecke_orbit_code': 27021597864886382, 'n': 991, 'trace_an': -18978312}
  • id: 46781052
    {'hecke_orbit_code': 27021597864886382, 'n': 997, 'trace_an': 104863926}