Embedded newform data - 1035.4.a.g.1.2

Formats: - HTML - YAML - JSON - 2026-10-08T02:07:55.343773

• 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': 16560, 'analytic_conductor': 61.06697685594153, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -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': [1035, 1, [461, 622, 856], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 109, 'field_disc_factorization': [[109, 1]], 'field_poly': [-27, -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': [[2, [-3, 1]], [7, [-681, -1, 1]]], 'hecke_orbit': 7, 'hecke_orbit_code': 27021597831332875, 'hecke_ring_generator_nbound': 13, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '1035.4.a.g', 'level': 1035, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5, 23], 'level_radical': 345, 'minimal_twist': '115.4.a.c', 'nf_label': '2.2.109.1', 'prim_orbit_index': 1, 'qexp_display': 'q+3q^{2}+q^{4}-5q^{5}+(-2+5\\beta )q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '1035.4.a', 'trace_display': [6, 0, -10, 1], 'trace_hash': 940281700747554256, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.013', 'prec': 7}, {'__RealLiteral__': 0, 'data': '1.944', 'prec': 14}, 0, {'__RealLiteral__': 0, 'data': '9.888', 'prec': 14}, 0, {'__RealLiteral__': 0, 'data': '72.168', 'prec': 17}], 'trace_zratio': 0, 'traces': [2, 6, 0, 2, -10, 0, 1, -42, 0, -30, 27, 0, -15, 3, 0, -142, 79, 0, -71, -10, 0, 81, 46, 0, 50, -45, 0, 1, 430, 0, -305, -90, 0, 237, -5, 0, -68, -213, 0, 210, 593, 0, 648, 27, 0, 138, -382, 0, 677, 150, 0, -15, 464, 0, -135, -21, 0, 1290, 18, 0, -7, -915, 0, 866, 75, 0, 60, 79, 0, -15, 1029, 0, 74, -204, 0, -71, 1376, 0, 692, 710, 0, 1779, 1460, 0, -395, 1944, 0, -567, 220, 0, -825, 46, 0, -1146, 355, 0, 1339, 2031, 0, 50, 606, 0, -315, 315, 0, 1392, -1262, 0, 289, -405, 0, -71, 3068, 0, -230, 430, 0, 54, -1868, 0, -935, -21, 0, -305, -250, 0, 834, 3318, 0, 225, -4052, 0, 3507, 180, 0, -1659, -2499, 0, 2246, -5, 0, 3087, -1020, 0, -2150, 222, 0, -68, 2677, 0, 2215, 1491, 0, 4128, 1525, 0, -2746, 2076, 0, 450, 23, 0, -1887, 593, 0, 4380, 3880, 0, -3791, -1185, 0, 648, -501, 0, 25, -1917, 0, 660, 770, 0, -4707, -2475, 0, -966, 340, 0, -841, -382, 0, 1065, 4886, 0, 1022, 4017, 0, 677, 1213, 0, 1108, 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164787, 12415, 0, 221528, -5562, 0, -77700, -39129, 0, -64068, 151290, 0, 1058, -17880, 0, 58461, 48720, 0, 105048, 110262, 0, -9875, 23607, 0, -248997, 35893, 0, -183493, -6246, 0, -111723, 77680, 0, 31515, 228201, 0, 6310, -4124, 0, -15438, -2700, 0, 1920, -103246, 0, 298846, 48600, 0, -16926, 12167, 0, 23710, 10502, 0, -103482, -97530, 0, 132512, -26358, 0, -2168, 1145, 0, -79817, -56007, 0, 71775, 27144, 0, 163954, -82758, 0, 131061, -18100, 0, 9589, -1445, 0, -314877, -83016, 0, 8165, -133389, 0, -37765, -15562, 0, -121531, 177429, 0, 156510, 7745, 0, 54030, 151206, 0, -14175, -67052, 0, 35125, -22350, 0, 322485, -145125, 0, 163758, -8280, 0, 47216, 133386, 0, -96145, 87024, 0, -294309, 427453, 0, 53070, 206028, 0, -159466, 5500, 0, -157002, 3904, 0, -44640, 30797, 0, 257690, 262227, 0, -6168, -112645, 0, -212160, -2165, 0, 112860, 106907, 0, -89115, 86376, 0, 66066, 96462, 0, -117920, 23016, 0, 46713, -55015, 0, 87220, -164019, 0, -15340, 203763, 0, -68728, 67788, 0, 61635, 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-8052, -306742, 0, -10533, -117789, 0, -389364, -55450, 0, 309774, 32016, 0, -735, 128452, 0, 305238, -9234, 0, -54906, -31258, 0, -264888, 50775, 0, 10888, -173464, 0, -94050, 3633, 0, 71085, -77783, 0, -29026, -155451, 0, -61920, -104000, 0, -13137, 3359, 0, 23895, -175448, 0, -335496, 281349, 0, 25583, 58441, 0, 113936, -108275, 0, -62190, -17352, 0, 129590, 130794, 0, 210840, 138178, 0, 88828, -48940, 0, 404880, 77420, 0, -208796, -9432, 0, 1250, -36247, 0, 20720, -194733, 0, 578310, 6647, 0, -65544, -17775, 0, 194966, 41958, 0, -24595, 7996, 0, -81576, 40806, 0, -15382, 69444, 0, -950, 15150, 0, -252511, -31140, 0, -9315, 371064, 0, 106886, -284193, 0, 27069, 29376, 0, 12954, -4170, 0, -301872, 294560, 0, 4250, -167928, 0, -5895, -132255, 0, -497880, -64680, 0, -3000, -84660, 0, -115193, -270900, 0, 87330, 48618, 0, -270294, -10388, 0, -73209, 18441, 0, 281896, -690, 0, 2970, -356066, 0, -7875, -1633, 0, 40137, -90274, 0, 145400, -115686, 0, 163044, -75040, 0, 10002, 14448, 0, 114960, -109622, 0, -114421, 144558, 0, 14958, 169054, 0, 70564, 7875, 0, -51888, -43775, 0, -87920, -62181, 0, 133977, 149914, 0, -502600, -6113, 0, -61638, -173020, 0, 11152, 82941, 0, 20260, -97615, 0, -27120, 256769, 0, -122526, 113036, 0, 129480, 117705, 0, -419454, -9385, 0, 27810, -19764, 0, 54132, -156120, 0, 148404, 136914, 0, -19079, -5290, 0, -359234, -197946, 0, 34800, -256424, 0, -512036, -5730, 0, -65700, -228836, 0, 85516, -17535, 0, -35316, 4176, 0, 31230, -318696, 0, 9890, -180952, 0, 212563, -275480, 0, -89136, -31550, 0, 101129, -37548, 0, 6300, -111144, 0, 239504, -15627, 0, -114852, -76381, 0, -194108, -12090, 0, -19540, -132591, 0, -52510, -90279, 0, -315762, -223260, 0, -97128, 290928, 0, 269161, 10840, 0, 37020, -5492, 0, -40005, 234236, 0, -37541, 1242, 0, -54648, -19053, 0, -110784, 17775, 0, -262536, 304196, 0, 7225, -367380, 0, 183750, 260184, 0, 49127, 17143, 0, -283233, 188825, 0, -42964, -168798, 0, 12495, -406980, 0, 55326, -28518, 0, 186012, -27772, 0, 309670, -10125, 0, 280584, -20478, 0, 111750, -10674, 0, -286758, 133220, 0, 8640, -498294, 0, 14250, -236080, 0, -194984, 35571, 0, 62160, 28850, 0, 214344, 123900, 0, 167769, 367947, 0, 40598, -11230, 0, -35370, -21505, 0, -19520, -89898, 0, 19227, 444052, 0, -197967, -93156, 0, 313362, 30840, 0, -66410, -183180, 0, -1775, -101347, 0, -135818, 7785, 0, -483, 153684, 0, -84594, 47190, 0, -17424, 398520, 0, -115080, 40851, 0, -187179, 315392, 0, 161946, 8202, 0, 44016, 76700, 0, 125426, 60798, 0, 48420, -97159, 0, -301054, 142119, 0, 22931, 277877, 0, 284496, 108045, 0, 428490, 87448, 0, 87420, 134649, 0, -9900, -153604, 0, -122939, -7015, 0, -203568, 48455, 0, 22907, -101934, 0, 5100, -232596, 0, 214997, -54670, 0, -82935, -228544, 0, 49606, -49410, 0, -159936, -166912, 0, -5750, -58829, 0, -48549, 213971, 0, -13696, -170646, 0, 24640, -110880, 0, 229342, 41727, 0, 60525, 20808, 0, 35493, -53943, 0, 334197, 5375, 0, 105864, 10750, 0, -190860, -6637, 0, -199850, -240963, 0, -18455, 285577, 0, 246947, 37125, 0, -30918, -91270, 0, 79378, -82125, 0, 7770, 19182, 0, -286000, 22544, 0, 2241, 257178, 0, 9300, -118260, 0, 13008, 318848, 0, 172385, -165732, 0, -72954, 193478, 0, 196521, 413016, 0, 76314, 6085, 0, 276981, -19900, 0, 1350, 122562, 0, 30886, -463110, 0, 3240, 249772, 0, -286144, -24140, 0, -301077, -11964, 0, -85110, 144042, 0, -256662, 54001, 0, 191274, 47531, 0, -192492, -46700, 0, -24414, -351246, 0, -13385, 209042, 0, 232098, -64050, 0, 347526, -117320, 0, -17902, 5175, 0, 59711, 59110, 0, -170315, 34794, 0, -171870, -555805, 0], 'weight': 4, 'weight_parity': 1}
• mf_hecke_cc •

  Column	Type
  an_normalized	double precision[]
  angles	double precision[]
  char_orbit_index	smallint
  conrey_index	integer
  dual_conrey_index	integer
  dual_embedding_index	integer
  dual_embedding_m	integer
  embedding_index	integer
  embedding_m	integer
  embedding_root_imag	double precision
  embedding_root_real	double precision
  hecke_orbit	integer
  hecke_orbit_code	bigint
  label	text
  level	integer
  weight	smallint

  
  {'an_normalized': [[1.0, 0.0], [1.0606601717798212, 0.0], [0.0, 0.0], [0.125, 0.0], [-0.4472135954999579, 0.0], [0.0, 0.0], [1.436306372248938, 0.0], [-0.9280776503073436, 0.0], [0.0, 0.0], [-0.4743416490252569, 0.0], [1.0854618440967092, 0.0], [0.0, 0.0], [-0.4941196759771364, 0.0], [1.5234329635180106, 0.0], [0.0, 0.0], [-1.109375, 0.0], [0.04221442720304985, 0.0], [0.0, 0.0], [0.39075527446497976, 0.0], [-0.05590169943749474, 0.0], [0.0, 0.0], [1.1513061460200573, 0.0], [0.20851441405707477, 0.0], [0.0, 0.0], [0.2, 0.0], [-0.5240930604016991, 0.0], [0.0, 0.0], [0.17953829653111725, 0.0], [1.0424453954774155, 0.0], [0.0, 0.0], [-1.3976919674598558, 0.0], [-0.24859222776089562, 0.0], [0.0, 0.0], [0.04477516160877361, 0.0], [-0.6423357369729485, 0.0], [0.0, 0.0], [-0.800508838094489, 0.0], [0.41445855653789665, 0.0], [0.0, 0.0], [0.41504894289709976, 0.0], [1.3481288069558128, 0.0], [0.0, 0.0], [1.297164280314793, 0.0], [0.13568273051208865, 0.0], [0.0, 0.0], [0.2211629342323457, 0.0], [0.6060887185050045, 0.0], [0.0, 0.0], [1.062975994962905, 0.0], [0.21213203435596426, 0.0], [0.0, 0.0], [-0.06176495949714205, 0.0], [1.1965575738309535, 0.0], [0.0, 0.0], [-0.48543329407650415, 0.0], [-1.3330038430782591, 0.0], [0.0, 0.0], [1.1056803122381593, 0.0], [0.6418716582331585, 0.0], [0.0, 0.0], [-0.631890832814254, 0.0], [-1.482476202301247, 0.0], [0.0, 0.0], [0.845703125, 0.0], [0.22097703690100937, 0.0], [0.0, 0.0], [-0.6687074863168561, 0.0], [0.005276803400381231, 0.0], [0.0, 0.0], [-0.6812999331180457, 0.0], [0.013614783115402559, 0.0], [0.0, 0.0], [0.5782305674466102, 0.0], [-0.8490678417245658, 0.0], [0.0, 0.0], [0.04884440930812247, 0.0], [1.5590557635091868, 0.0], [0.0, 0.0], [1.7714670781543913, 0.0], [0.49612758250776584, 0.0], [0.0, 0.0], [1.429906531967078, 0.0], [1.959493145658243, 0.0], [0.0, 0.0], [-0.018878865771447154, 0.0], [1.3758504883853364, 0.0], [0.0, 0.0], [-1.00739287776755, 0.0], [-0.9880938001627652, 0.0], [0.0, 0.0], [-0.7097072392595415, 0.0], [0.026064301757134346, 0.0], [0.0, 0.0], [0.6428541642833299, 0.0], [-0.1747510712540565, 0.0], [0.0, 0.0], [-0.4084320081156637, 0.0], [1.127456301415181, 0.0], [0.0, 0.0], [0.025, 0.0]], 'angles': [-0.16103399968384724, None, None, -0.1224938505212912, -0.15869517010829065, -0.28973221248229697, -0.2466404331329852, -0.2187033751465952, None, -0.16273804601813818, -0.37315136190348713, -0.31553912334189727, -0.1322735059952385, -0.13768114882006796, -0.20099848196068745, -0.14792576654727707, -0.19800130750276318, -0.30116082541217215, -0.3042590116656718, -0.24891656161605943, -0.20331945342331678, -0.07682798204965466, -0.03208633576026535, -0.3322414485263053, -0.28273224591272966, -0.12204601948955923, -0.22573342537870522, -0.2465759770955224, -0.3587730669188698, -0.1361430147029667, -0.11028330639761809, -0.3710950202218348, -0.3720731570351155, -0.08663181908145208, -0.19076318008225285, -0.15673407790423602, -0.2654433710292079, -0.34586712168005923, -0.2446793563589287, -0.37462164506912343, -0.08835315406170094, -0.410677787039172, -0.19375801548265492, -0.17750767513497986, -0.28588143174267105, -0.2508690497995155, -0.2608302382276828, -0.3139473705344583, -0.3836488638205047, -0.23136389914253586, -0.4150029985762095, -0.1457072105611989, -0.45020757303517434, -0.2409588297556728, -0.20268337397144662, -0.27273206268322203, -0.3522508096983173, -0.16278578223798146, -0.2508040384602282, -0.3836202729733904, -0.38672308130000177, -0.24377394254087312, -0.16217202670994807, -0.32977107107954046, -0.21788608205192345, -0.1332729589422882, -0.17950553195628474, -0.1753987919326113, -0.386814062849607, -0.14452559670227763, -0.3036718592709963, -0.1958623714832034, -0.13542841218896576, -0.3454542968916605, -0.3371028932934125, -0.15279157473309388, -0.24135192622067417, -0.252976131778577, -0.3012248967049398, -0.3095195423819218, -0.15239582887716946, -0.21197699575122822, -0.2980919725856789, -0.22830693809057476, -0.21546805604025554, -0.1962899547673238, -0.19890989629441408, -0.1999403929846413, -0.21250584953099808, -0.33667697965896576, -0.4022601338569393, -0.2787537142951248, -0.27154781049948057, -0.14340731233258683, -0.30438472081095747, -0.29993150754791914, -0.34545596507863857, -0.2348784219407924, -0.09171241109205366, -0.22906448936271437], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 2, 'dual_embedding_m': 2, 'embedding_index': 2, 'embedding_m': 2, 'embedding_root_imag': 0.0, 'embedding_root_real': 5.720153254455275, 'hecke_orbit': 7, 'hecke_orbit_code': 27021597831332875, 'label': '1035.4.a.g.1.2', 'level': 1035, 'weight': 4}
• mf_newspaces •

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

  
  {'ALdims': [13, 9, 9, 13, 17, 16, 19, 14], 'ALdims_eis_new': [0, 0, 0, 0, 0, 0, 0, 0], 'ALdims_eis_old': [2, 2, 2, 2, 2, 2, 2, 2], 'ALdims_old': [43, 43, 41, 41, 34, 39, 36, 37], 'Nk2': 16560, 'analytic_conductor': 61.06697685594153, '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': [1035, 1, [461, 622, 856], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 424, 'dim': 110, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 7], 'hecke_orbit_code': 67109899, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 2, 3, 4, 4, 5, 5, 5, 6, 6, 6, 6, 8, 9, 9, 13, 13], 'label': '1035.4.a', 'level': 1035, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5, 23], 'level_radical': 345, 'mf_dim': 440, 'mf_new_dim': 110, 'num_forms': 22, 'plus_dim': 61, 'prim_orbit_index': 1, 'relative_dim': 110, 'sturm_bound': 576, 'trace_bound': 7, 'trace_display': [-4, 0, 0, 88], 'traces': [110, -4, 0, 440, 0, 0, 88, -42, 0, 0, 92, 0, -52, 84, 0, 1816, 236, 0, 316, -40, 0, -544, -138, 0, 2750, -126, 0, 1048, -16, 0, 108, 1200, 0, 124, -260, 0, 184, 188, 0, 0, 4, 0, -724, -592, 0, 0, -484, 0, 3342, -100, 0, 1818, 1416, 0, 440, 312, 0, 2198, 2012, 0, 3824, -26, 0, 8766, 640, 0, 716, 5896, 0, -2040, 300, 0, 5268, -40, 0, -892, -1680, 0, 864, 2000, 0, -4734, 3700, 0, 780, -4792, 0, -8812, 2044, 0, -6344, -1104, 0, 282, -1560, 0, -772, 3820, 0, 11000, -4912, 0, -976, -11612, 0, 8416, -2340, 0, 2704, 3680, 0, 18080, 3036, 0, 460, 3094, 0, 7472, -2420, 0, 11058, 5368, 0, 326, 0, 0, -1084, 9932, 0, 360, 1980, 0, -2192, 9004, 0, 9916, -4652, 0, -12304, 3800, 0, -4374, 15056, 0, -960, -318, 0, 5724, -9392, 0, -5936, 26716, 0, 20568, -2800, 0, -7208, 7080, 0, -1300, -736, 0, 1732, -6154, 0, 4100, -1344, 0, 27654, -5320, 0, -4256, -16764, 0, 2200, -2256, 0, 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0, 240, -55848, 0, -90122, 5424, 0, 48978, -101716, 0, -103048, 26560, 0, -29656, -13984, 0, -5280, 26028, 0, -24128, 16260, 0, -17912, -56544, 0, -2564, -5540, 0, 47704, -43616, 0, -3840, 44690, 0, -13292, -79664, 0, -276, 48262, 0, -67382, 4720, 0, -50572, 52796, 0, 45400, 5612, 0, 22108, 34608, 0, -26428, -51592, 0, -6660, -20080, 0, -96668, -952, 0, 0, -106870, 0, -72264, 33788, 0, -56632, 139952, 0, -26648, 5900, 0, 55288, 5716, 0, -13780, -32984, 0, -2972, 107684, 0, -111012, -8740, 0, 45568, -4160, 0, -12476, -62852, 0, -21680, -66144, 0, 54808, -43076, 0, -25000, -35436, 0, -29060, -19580, 0, -50596, -113844, 0, 4600, 13500, 0, -29048, 146934, 0, 44578, 84804, 0, 17636, -5160, 0, 53600, 64520, 0, 7900, -190400, 0, -67230, -10640, 0, 96032, 25780, 0, 122132, -21320, 0, 49492, 109064, 0, 40060, 124456, 0, -41408, -45472, 0, 48858, 24824, 0, 55064, -1000, 0, -18816, 102384, 0, 18280, -460, 0, 42378, 30388, 0, -52912, -10626, 0, -116710, -17080, 0, -24320, -107464, 0, -66760, -52716, 0, -4388, 87086, 0, -114628, -41824, 0, 58190, 9020, 0, -36064, 119832, 0, 12840, 101932, 0, 79118, 104260, 0, 12108, -3120, 0, 75880, -11920, 0, 38116, -47236, 0, -13600, 61424, 0, 61472, -24974, 0, -219722, 29424, 0, 105024, 48540, 0, -54236, -13500, 0, 1980, -75464, 0, -1060, -28628, 0, 12836, 182796, 0, 141164, -3450, 0, 105460, -26124, 0, 24440, 22948, 0, 15920, -239976, 0, -23660, -41092, 0, 32544, 48300, 0, 66108, 22220, 0, -24840, -195796, 0, 8510, -33964, 0, -100956, -77056, 0, -145954, 50560, 0, 72888, 273028, 0, -35260, 22612, 0, -47512, -153684, 0, 176, 14372, 0, 60652, -3360, 0, 46722, -39296, 0, 68750, -72272, 0, -225556, 115812, 0, -81128, -22144, 0, -205820, 43040, 0, -35772, -163884, 0, -3540, 33164, 0, -74036, -7636, 0, 38528, -4620, 0, -95200, -3150, 0, -176694, -11356, 0, 42640, -210762, 0, -283704, -66660, 0, -39832, 138250, 0, 26780, 19200, 0, 33856, -55888, 0, 6040, 93292, 0, 151644, 60704, 0, 224922, -81032, 0, 39896, -30540, 0, -111412, -179900, 0, -10640, 108964, 0, 94040, 78384, 0, -40640, -251776, 0, 4364, 960, 0, -31192, 113306, 0, 26200, -42488, 0, 63808, -154956, 0, -111082, -172376, 0, 100816, 880, 0, 111724, -14168, 0, 1720, -11214, 0, -172632, 108640, 0, -40688, -242132, 0, 189332, -400, 0, -62632, 11632, 0, 98000, 29600, 0, -76376, -210264, 0, -57960, 56008, 0, 169752, -38860, 0, -28600, 155808, 0, 2920, 59688, 0, -56152, 47340, 0, 61088, -105454, 0, 75078, 10280, 0, 151520, -58460, 0, 41040, -68396, 0, 17592, 402568, 0, 15184, 116344, 0, 22804, -64720, 0, -220290, 83192, 0, 2700, -212620, 0, 201416, 78512, 0, 25664, -29440, 0, -78268, 15400, 0, 103228, -88934, 0, -44360, -109260, 0, -8128, -306406, 0, -205012, 3232, 0, 83560, 30000, 0, -247108, -268832, 0, 6440, 113486, 0, -253708, 176044, 0, -188136, 351632, 0, 195488, 24880, 0, 26112, 177242, 0, -2520, 27052, 0, -7172, 131096, 0, 103052, 81468, 0, 107440, -31120, 0, 325820, 144620, 0, -31800, 272840, 0, -362064, 3768, 0, 216670, 360520, 0, 148160, -81200, 0, 103728, -109340, 0, 3100, -19596, 0, 136620, -15512, 0, -263044, 91460, 0, 74352, -69160, 0, 55756, -216644, 0, -51880, -2416, 0, -100880, -69656, 0, 36976, -13496, 0, -20424, -6500, 0, 90860, 112402, 0, 166100, 250260, 0, -7792, -72652, 0, 174318, -167636, 0, 196584, -94720, 0, -18408, 8560, 0, 39480, 464336, 0, 64160, -143800, 0, 135340, -89724, 0, -68764, 29960, 0, 54700, -299708, 0, 46180, -19440, 0, -68464, 916, 0, -173652, 330992, 0, -210160, -27600, 0, 253646, 4748, 0, 4600, 142656, 0, 38058, 76424, 0, 130148, -190210, 0, 210756, 72280, 0, 73652, 75856, 0, -94940, -142152, 0, 23552, -54056, 0, 216136, -13580, 0, -25184, 4700, 0, 86800, 237268, 0, 56160, 249270, 0, 465532, -127268, 0, 270582, 150620, 0, 250620, -58160, 0, -199452, 66374, 0, -73160, 264580, 0, 296888, 104802, 0, 118736, 136380, 0, -76840, 235720, 0, 187438, 15168, 0, 20640, 126088, 0, 488400, -17020, 0, -90968, -294314, 0, 220084, -1480, 0, 216124, -138322, 0, 0], 'weight': 4, 'weight_parity': 1}
• mf_twists_cc •

  Column	Type
  conductor	integer
  degree	integer
  order	integer
  parity	smallint
  source_conrey_index	integer
  source_dim	integer
  source_embedding_index	integer
  source_hecke_orbit_code	bigint
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_conrey_index	integer
  target_dim	integer
  target_embedding_index	integer
  target_hecke_orbit_code	bigint
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_conrey_index	integer
  weight	smallint

  
  
  • id: 45660717
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 27021597831332875, 'source_is_minimal': False, 'source_label': '1035.4.a.g.1.2', 'source_level': 1035, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 27021597831332875, 'target_is_minimal': False, 'target_label': '1035.4.a.g.1.2', 'target_level': 1035, 'twist_class_label': '115.4.a.c.1.1', 'twist_class_level': 115, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 4}
  • id: 45660718
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 27021597831332875, 'source_is_minimal': False, 'source_label': '1035.4.a.g.1.2', 'source_level': 1035, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007199321849971, 'target_is_minimal': True, 'target_label': '115.4.a.c.1.1', 'target_level': 115, 'twist_class_label': '115.4.a.c.1.1', 'twist_class_level': 115, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 4}
  • id: 45660719
    {'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 27021597831332875, 'source_is_minimal': False, 'source_label': '1035.4.a.g.1.2', 'source_level': 1035, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 31525197458704176, 'target_is_minimal': False, 'target_label': '1840.4.a.h.1.2', 'target_level': 1840, 'twist_class_label': '115.4.a.c.1.1', 'twist_class_level': 115, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 4}
  • id: 45660720
    {'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 27021597831332875, 'source_is_minimal': False, 'source_label': '1035.4.a.g.1.2', 'source_level': 1035, 'target_conrey_index': 24, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 22518066923438655, 'target_is_minimal': False, 'target_label': '575.4.b.f.24.2', 'target_level': 575, 'twist_class_label': '115.4.a.c.1.1', 'twist_class_level': 115, 'twisting_char_label': '15.2', 'twisting_conrey_index': 2, 'weight': 4}
  • id: 45660721
    {'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 27021597831332875, 'source_is_minimal': False, 'source_label': '1035.4.a.g.1.2', 'source_level': 1035, 'target_conrey_index': 24, 'target_dim': 4, 'target_embedding_index': 3, 'target_hecke_orbit_code': 22518066923438655, 'target_is_minimal': False, 'target_label': '575.4.b.f.24.3', 'target_level': 575, 'twist_class_label': '115.4.a.c.1.1', 'twist_class_level': 115, 'twisting_char_label': '15.8', 'twisting_conrey_index': 8, 'weight': 4}
  • id: 45660722
    {'conductor': 15, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 27021597831332875, 'source_is_minimal': False, 'source_label': '1035.4.a.g.1.2', 'source_level': 1035, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 31525197458702911, 'target_is_minimal': False, 'target_label': '575.4.a.h.1.2', 'target_level': 575, 'twist_class_label': '115.4.a.c.1.1', 'twist_class_level': 115, 'twisting_char_label': '15.14', 'twisting_conrey_index': 14, 'weight': 4}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 1619800
    {'charpoly_factorization': [[[-3, 1], 2]], 'hecke_orbit_code': 27021597831332875, 'p': 2}
  • id: 1619801
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 27021597831332875, 'p': 3}
  • id: 1619802
    {'charpoly_factorization': [[[5, 1], 2]], 'hecke_orbit_code': 27021597831332875, 'p': 5}
  • id: 1619803
    {'charpoly_factorization': [[[-681, -1, 1], 1]], 'hecke_orbit_code': 27021597831332875, 'p': 7}
  • id: 1619804
    {'charpoly_factorization': [[[-499, -27, 1], 1]], 'hecke_orbit_code': 27021597831332875, 'p': 11}
  • id: 1619805
    {'charpoly_factorization': [[[-189, 15, 1], 1]], 'hecke_orbit_code': 27021597831332875, 'p': 13}
  • id: 1619806
    {'charpoly_factorization': [[[225, -79, 1], 1]], 'hecke_orbit_code': 27021597831332875, 'p': 17}
  • id: 1619807
    {'charpoly_factorization': [[[-3345, 71, 1], 1]], 'hecke_orbit_code': 27021597831332875, 'p': 19}
  • id: 1619808
    {'charpoly_factorization': [[[-23, 1], 2]], 'hecke_orbit_code': 27021597831332875, 'p': 23}
  • id: 1619809
    {'charpoly_factorization': [[[43500, -430, 1], 1]], 'hecke_orbit_code': 27021597831332875, 'p': 29}
  • id: 1619810
    {'charpoly_factorization': [[[15381, 305, 1], 1]], 'hecke_orbit_code': 27021597831332875, 'p': 31}
  • id: 1619811
    {'charpoly_factorization': [[[-20208, 68, 1], 1]], 'hecke_orbit_code': 27021597831332875, 'p': 37}
  • id: 1619812
    {'charpoly_factorization': [[[84615, -593, 1], 1]], 'hecke_orbit_code': 27021597831332875, 'p': 41}
  • id: 1619813
    {'charpoly_factorization': [[[103232, -648, 1], 1]], 'hecke_orbit_code': 27021597831332875, 'p': 43}
  • id: 1619814
    {'charpoly_factorization': [[[-112740, 382, 1], 1]], 'hecke_orbit_code': 27021597831332875, 'p': 47}
  • id: 1619815
    {'charpoly_factorization': [[[1068, -464, 1], 1]], 'hecke_orbit_code': 27021597831332875, 'p': 53}
  • id: 1619816
    {'charpoly_factorization': [[[-79380, -18, 1], 1]], 'hecke_orbit_code': 27021597831332875, 'p': 59}
  • id: 1619817
    {'charpoly_factorization': [[[-88523, 7, 1], 1]], 'hecke_orbit_code': 27021597831332875, 'p': 61}
  • id: 1619818
    {'charpoly_factorization': [[[-156496, -60, 1], 1]], 'hecke_orbit_code': 27021597831332875, 'p': 67}
  • id: 1619819
    {'charpoly_factorization': [[[8315, -1029, 1], 1]], 'hecke_orbit_code': 27021597831332875, 'p': 71}
  • id: 1619820
    {'charpoly_factorization': [[[-103380, -74, 1], 1]], 'hecke_orbit_code': 27021597831332875, 'p': 73}
  • id: 1619821
    {'charpoly_factorization': [[[-686448, -692, 1], 1]], 'hecke_orbit_code': 27021597831332875, 'p': 79}
  • id: 1619822
    {'charpoly_factorization': [[[-32156, -1460, 1], 1]], 'hecke_orbit_code': 27021597831332875, 'p': 83}
  • id: 1619823
    {'charpoly_factorization': [[[-870800, -220, 1], 1]], 'hecke_orbit_code': 27021597831332875, 'p': 89}
  • id: 1619824
    {'charpoly_factorization': [[[-674715, -1339, 1], 1]], 'hecke_orbit_code': 27021597831332875, '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': '1035.4.a.g', 'level': 1035, 'portrait': 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', 'weight': 4}
• 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: 46595035
    {'hecke_orbit_code': 27021597831332875, 'n': 1, 'trace_an': 2}
  • id: 46595036
    {'hecke_orbit_code': 27021597831332875, 'n': 2, 'trace_an': 6}
  • id: 46595037
    {'hecke_orbit_code': 27021597831332875, 'n': 3, 'trace_an': 0}
  • id: 46595038
    {'hecke_orbit_code': 27021597831332875, 'n': 4, 'trace_an': 2}
  • id: 46595039
    {'hecke_orbit_code': 27021597831332875, 'n': 5, 'trace_an': -10}
  • id: 46595040
    {'hecke_orbit_code': 27021597831332875, 'n': 6, 'trace_an': 0}
  • id: 46595041
    {'hecke_orbit_code': 27021597831332875, 'n': 7, 'trace_an': 1}
  • id: 46595042
    {'hecke_orbit_code': 27021597831332875, 'n': 8, 'trace_an': -42}
  • id: 46595043
    {'hecke_orbit_code': 27021597831332875, 'n': 9, 'trace_an': 0}
  • id: 46595044
    {'hecke_orbit_code': 27021597831332875, 'n': 10, 'trace_an': -30}
  • id: 46595045
    {'hecke_orbit_code': 27021597831332875, 'n': 11, 'trace_an': 27}
  • id: 46595046
    {'hecke_orbit_code': 27021597831332875, 'n': 12, 'trace_an': 0}
  • id: 46595047
    {'hecke_orbit_code': 27021597831332875, 'n': 13, 'trace_an': -15}
  • id: 46595048
    {'hecke_orbit_code': 27021597831332875, 'n': 14, 'trace_an': 3}
  • id: 46595049
    {'hecke_orbit_code': 27021597831332875, 'n': 15, 'trace_an': 0}
  • id: 46595050
    {'hecke_orbit_code': 27021597831332875, 'n': 16, 'trace_an': -142}
  • id: 46595051
    {'hecke_orbit_code': 27021597831332875, 'n': 17, 'trace_an': 79}
  • id: 46595052
    {'hecke_orbit_code': 27021597831332875, 'n': 18, 'trace_an': 0}
  • id: 46595053
    {'hecke_orbit_code': 27021597831332875, 'n': 19, 'trace_an': -71}
  • id: 46595054
    {'hecke_orbit_code': 27021597831332875, 'n': 20, 'trace_an': -10}
  • id: 46595055
    {'hecke_orbit_code': 27021597831332875, 'n': 21, 'trace_an': 0}
  • id: 46595056
    {'hecke_orbit_code': 27021597831332875, 'n': 22, 'trace_an': 81}
  • id: 46595057
    {'hecke_orbit_code': 27021597831332875, 'n': 23, 'trace_an': 46}
  • id: 46595058
    {'hecke_orbit_code': 27021597831332875, 'n': 24, 'trace_an': 0}
  • id: 46595059
    {'hecke_orbit_code': 27021597831332875, 'n': 25, 'trace_an': 50}
  • id: 46595060
    {'hecke_orbit_code': 27021597831332875, 'n': 26, 'trace_an': -45}
  • id: 46595061
    {'hecke_orbit_code': 27021597831332875, 'n': 27, 'trace_an': 0}
  • id: 46595062
    {'hecke_orbit_code': 27021597831332875, 'n': 28, 'trace_an': 1}
  • id: 46595063
    {'hecke_orbit_code': 27021597831332875, 'n': 29, 'trace_an': 430}
  • id: 46595064
    {'hecke_orbit_code': 27021597831332875, 'n': 30, 'trace_an': 0}
  • id: 46595065
    {'hecke_orbit_code': 27021597831332875, 'n': 31, 'trace_an': -305}
  • id: 46595066
    {'hecke_orbit_code': 27021597831332875, 'n': 32, 'trace_an': -90}
  • id: 46595067
    {'hecke_orbit_code': 27021597831332875, 'n': 33, 'trace_an': 0}
  • id: 46595068
    {'hecke_orbit_code': 27021597831332875, 'n': 34, 'trace_an': 237}
  • id: 46595069
    {'hecke_orbit_code': 27021597831332875, 'n': 35, 'trace_an': -5}
  • id: 46595070
    {'hecke_orbit_code': 27021597831332875, 'n': 36, 'trace_an': 0}
  • id: 46595071
    {'hecke_orbit_code': 27021597831332875, 'n': 37, 'trace_an': -68}
  • id: 46595072
    {'hecke_orbit_code': 27021597831332875, 'n': 38, 'trace_an': -213}
  • id: 46595073
    {'hecke_orbit_code': 27021597831332875, 'n': 39, 'trace_an': 0}
  • id: 46595074
    {'hecke_orbit_code': 27021597831332875, 'n': 40, 'trace_an': 210}
  • id: 46595075
    {'hecke_orbit_code': 27021597831332875, 'n': 41, 'trace_an': 593}
  • id: 46595076
    {'hecke_orbit_code': 27021597831332875, 'n': 42, 'trace_an': 0}
  • id: 46595077
    {'hecke_orbit_code': 27021597831332875, 'n': 43, 'trace_an': 648}
  • id: 46595078
    {'hecke_orbit_code': 27021597831332875, 'n': 44, 'trace_an': 27}
  • id: 46595079
    {'hecke_orbit_code': 27021597831332875, 'n': 45, 'trace_an': 0}
  • id: 46595080
    {'hecke_orbit_code': 27021597831332875, 'n': 46, 'trace_an': 138}
  • id: 46595081
    {'hecke_orbit_code': 27021597831332875, 'n': 47, 'trace_an': -382}
  • id: 46595082
    {'hecke_orbit_code': 27021597831332875, 'n': 48, 'trace_an': 0}
  • id: 46595083
    {'hecke_orbit_code': 27021597831332875, 'n': 49, 'trace_an': 677}
  • id: 46595084
    {'hecke_orbit_code': 27021597831332875, 'n': 50, 'trace_an': 150}
  • id: 46595085
    {'hecke_orbit_code': 27021597831332875, 'n': 51, 'trace_an': 0}
  • id: 46595086
    {'hecke_orbit_code': 27021597831332875, 'n': 52, 'trace_an': -15}
  • id: 46595087
    {'hecke_orbit_code': 27021597831332875, 'n': 53, 'trace_an': 464}
  • id: 46595088
    {'hecke_orbit_code': 27021597831332875, 'n': 54, 'trace_an': 0}
  • id: 46595089
    {'hecke_orbit_code': 27021597831332875, 'n': 55, 'trace_an': -135}
  • id: 46595090
    {'hecke_orbit_code': 27021597831332875, 'n': 56, 'trace_an': -21}
  • id: 46595091
    {'hecke_orbit_code': 27021597831332875, 'n': 57, 'trace_an': 0}
  • id: 46595092
    {'hecke_orbit_code': 27021597831332875, 'n': 58, 'trace_an': 1290}
  • id: 46595093
    {'hecke_orbit_code': 27021597831332875, 'n': 59, 'trace_an': 18}
  • id: 46595094
    {'hecke_orbit_code': 27021597831332875, 'n': 60, 'trace_an': 0}
  • id: 46595095
    {'hecke_orbit_code': 27021597831332875, 'n': 61, 'trace_an': -7}
  • id: 46595096
    {'hecke_orbit_code': 27021597831332875, 'n': 62, 'trace_an': -915}
  • id: 46595097
    {'hecke_orbit_code': 27021597831332875, 'n': 63, 'trace_an': 0}
  • id: 46595098
    {'hecke_orbit_code': 27021597831332875, 'n': 64, 'trace_an': 866}
  • id: 46595099
    {'hecke_orbit_code': 27021597831332875, 'n': 65, 'trace_an': 75}
  • id: 46595100
    {'hecke_orbit_code': 27021597831332875, 'n': 66, 'trace_an': 0}
  • id: 46595101
    {'hecke_orbit_code': 27021597831332875, 'n': 67, 'trace_an': 60}
  • id: 46595102
    {'hecke_orbit_code': 27021597831332875, 'n': 68, 'trace_an': 79}
  • id: 46595103
    {'hecke_orbit_code': 27021597831332875, 'n': 69, 'trace_an': 0}
  • id: 46595104
    {'hecke_orbit_code': 27021597831332875, 'n': 70, 'trace_an': -15}
  • id: 46595105
    {'hecke_orbit_code': 27021597831332875, 'n': 71, 'trace_an': 1029}
  • id: 46595106
    {'hecke_orbit_code': 27021597831332875, 'n': 72, 'trace_an': 0}
  • id: 46595107
    {'hecke_orbit_code': 27021597831332875, 'n': 73, 'trace_an': 74}
  • id: 46595108
    {'hecke_orbit_code': 27021597831332875, 'n': 74, 'trace_an': -204}
  • id: 46595109
    {'hecke_orbit_code': 27021597831332875, 'n': 75, 'trace_an': 0}
  • id: 46595110
    {'hecke_orbit_code': 27021597831332875, 'n': 76, 'trace_an': -71}
  • id: 46595111
    {'hecke_orbit_code': 27021597831332875, 'n': 77, 'trace_an': 1376}
  • id: 46595112
    {'hecke_orbit_code': 27021597831332875, 'n': 78, 'trace_an': 0}
  • id: 46595113
    {'hecke_orbit_code': 27021597831332875, 'n': 79, 'trace_an': 692}
  • id: 46595114
    {'hecke_orbit_code': 27021597831332875, 'n': 80, 'trace_an': 710}
  • id: 46595115
    {'hecke_orbit_code': 27021597831332875, 'n': 81, 'trace_an': 0}
  • id: 46595116
    {'hecke_orbit_code': 27021597831332875, 'n': 82, 'trace_an': 1779}
  • id: 46595117
    {'hecke_orbit_code': 27021597831332875, 'n': 83, 'trace_an': 1460}
  • id: 46595118
    {'hecke_orbit_code': 27021597831332875, 'n': 84, 'trace_an': 0}
  • id: 46595119
    {'hecke_orbit_code': 27021597831332875, 'n': 85, 'trace_an': -395}
  • id: 46595120
    {'hecke_orbit_code': 27021597831332875, 'n': 86, 'trace_an': 1944}
  • id: 46595121
    {'hecke_orbit_code': 27021597831332875, 'n': 87, 'trace_an': 0}
  • id: 46595122
    {'hecke_orbit_code': 27021597831332875, 'n': 88, 'trace_an': -567}
  • id: 46595123
    {'hecke_orbit_code': 27021597831332875, 'n': 89, 'trace_an': 220}
  • id: 46595124
    {'hecke_orbit_code': 27021597831332875, 'n': 90, 'trace_an': 0}
  • id: 46595125
    {'hecke_orbit_code': 27021597831332875, 'n': 91, 'trace_an': -825}
  • id: 46595126
    {'hecke_orbit_code': 27021597831332875, 'n': 92, 'trace_an': 46}
  • id: 46595127
    {'hecke_orbit_code': 27021597831332875, 'n': 93, 'trace_an': 0}
  • id: 46595128
    {'hecke_orbit_code': 27021597831332875, 'n': 94, 'trace_an': -1146}
  • id: 46595129
    {'hecke_orbit_code': 27021597831332875, 'n': 95, 'trace_an': 355}
  • id: 46595130
    {'hecke_orbit_code': 27021597831332875, 'n': 96, 'trace_an': 0}
  • id: 46595131
    {'hecke_orbit_code': 27021597831332875, 'n': 97, 'trace_an': 1339}
  • id: 46595132
    {'hecke_orbit_code': 27021597831332875, 'n': 98, 'trace_an': 2031}
  • id: 46595133
    {'hecke_orbit_code': 27021597831332875, 'n': 99, 'trace_an': 0}
  • id: 46595134
    {'hecke_orbit_code': 27021597831332875, 'n': 100, 'trace_an': 50}