Newform data - 12.8.a.b

Formats: - HTML - YAML - JSON - 2026-05-16T21:32:26.188807

• 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': 768, 'analytic_conductor': 3.748620305809461, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, -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': [12, 1, [7, 5], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[5, [-270, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599761588236, 'hecke_ring_generator_nbound': 1, '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': True, 'is_maximal': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '12.8.a.b', 'level': 12, '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': [2, 3], 'level_radical': 6, 'minimal_twist': '12.8.a.b', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+3^{3}q^{3}+270q^{5}+1112q^{7}+3^{6}q^{9}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '12.8.a', 'trace_display': [0, 27, 270, 1112], 'trace_hash': 900389446493721147, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.003', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.974', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.894', 'prec': 17}], 'trace_zratio': 0, 'traces': [1, 0, 27, 0, 270, 0, 1112, 0, 729, 0, -5724, 0, -4570, 0, 7290, 0, -36558, 0, 51740, 0, 30024, 0, 22248, 0, -5225, 0, 19683, 0, -157194, 0, -103936, 0, -154548, 0, 300240, 0, -94834, 0, -123390, 0, 659610, 0, -75772, 0, 196830, 0, 405648, 0, 413001, 0, -987066, 0, -1346274, 0, -1545480, 0, 1396980, 0, -1303884, 0, 1833782, 0, 810648, 0, -1233900, 0, 1369388, 0, 600696, 0, 2714040, 0, 2868794, 0, -141075, 0, -6365088, 0, -1129648, 0, 531441, 0, 5912028, 0, -9870660, 0, -4244238, 0, -897750, 0, -5081840, 0, -2806272, 0, 13969800, 0, 13719074, 0, -4172796, 0, 1933038, 0, 4761272, 0, 8106480, 0, 2210436, 0, -20092858, 0, -2560518, 0, 7940754, 0, 6006960, 0, -3331530, 0, -40652496, 0, 13277005, 0, 17809470, 0, -22504500, 0, -22739488, 0, -2045844, 0, -22778388, 0, 57534880, 0, 5314410, 0, 41698746, 0, -6194716, 0, 10952496, 0, 26158680, 0, -42442380, 0, 11151027, 0, -5416578, 0, 70844360, 0, -26650782, 0, -28062720, 0, -79080106, 0, -36349398, 0, 24739776, 0, -24449140, 0, -41727960, 0, 35553816, 0, -41863617, 0, 37718460, 0, 102794022, 0, -5810200, 0, -35204868, 0, -41558724, 0, -33501250, 0, 49512114, 0, -25605180, 0, 209257992, 0, 21887496, 0, 49080384, 0, 60448322, 0, -33315300, 0, 5004558, 0, -221134888, 0, 36973476, 0, -174799728, 0, 178094700, 0, 16218792, 0, -296159760, 0, -71664100, 0, 73279080, 0, -20458440, 0, -115576832, 0, 77457438, 0, 167070060, 0, 26144000, 0, -3809025, 0, -34099380, 0, 227427854, 0, -171857376, 0, 56906010, 0, 109524960, 0, -30500496, 0, 302715792, 0, -25369582, 0, 14348907, 0, 111510270, 0, -236451800, 0, 159624756, 0, -14654412, 0, -127347552, 0, -266507820, 0, -23465214, 0, -105455408, 0, -114594426, 0, 425583288, 0, -363493980, 0, -24239250, 0, -393061626, 0, 58955984, 0, -137209680, 0, 29907900, 0, -21597346, 0, -75769344, 0, -334717974, 0, 326806484, 0, 377184600, 0, 733486320, 0, 926148691, 0, 370414998, 0, -728964306, 0, -352048680, 0, -112665492, 0, -101673360, 0, -84258464, 0, 52192026, 0, 495121140, 0, -126039364, 0, 128554344, 0, -715768056, 0, -291195958, 0, 218874960, 0, 42428502, 0, 899778456, 0, 59681772, 0, -1891510920, 0, 23878250, 0, -542507166, 0, 451080576, 0, -547256668, 0, -69133986, 0, 369734760, 0, -185332174, 0, 214400358, 0, 594929664, 0, -456522704, 0, 162187920, 0, 1297110996, 0, -622135786, 0, -89951310, 0, 620687394, 0, 732790800, 0, -1097617392, 0, 606882456, 0, 1783155861, 0, 358479135, 0, 774574380, 0, -1405384528, 0, 480855690, 0, -1497056688, 0, -1129248322, 0, -607621500, 0, 718376580, 0, 1635149492, 0, -613966176, 0, -227684736, 0, -1718573760, 0, -55237788, 0, -623119986, 0, -813342384, 0, -615016476, 0, -305004960, 0, -1495834, 0, 1553441760, 0, -306500814, 0, 474987520, 0, 143489070, 0, 542829816, 0, 356868074, 0, 1125866142, 0, -1449919008, 0, 1596247560, 0, -167257332, 0, -2284281972, 0, 263134670, 0, 295717392, 0, 191015550, 0, 2039165584, 0, 706284360, 0, 1490529168, 0, 1105390802, 0, -1145944260, 0, 1151111520, 0, 296352872, 0, 301077729, 0, 358944372, 0, -242392500, 0, -146247606, 0, -3419482878, 0, -3775607640, 0, 1912797720, 0, -1372096800, 0, -2858275270, 0, -719571114, 0, 962699526, 0, 601892624, 0, -757693440, 0, 1720599516, 0, 1522759456, 0, -2135162862, 0, 433718928, 0, -270341500, 0, -981433746, 0, -537261984, 0, 433391380, 0, 667973952, 0, 3704149980, 0, -4496210056, 0, -660126780, 0, 3329173764, 0, 5746698252, 0, -1126654920, 0, 3018012480, 0, -2049857284, 0, 959953032, 0, 776491272, 0, 521920260, 0, -1130317659, 0, -4566792042, 0, 3190098928, 0, 1018398420, 0, 1285543440, 0, -2321929152, 0, 2775438594, 0, -2211592518, 0, -2341539676, 0, -156875400, 0, 3799692288, 0, -2909851943, 0, -950531436, 0, -3014417700, 0, 596817720, 0, -1122085548, 0, -2364017724, 0, 2354970518, 0, -904533750, 0, -5425071660, 0, 3414933644, 0, 1336827078, 0, -8133217560, 0, -1256168576, 0, -691339860, 0, -479293146, 0, 346278040, 0, 5649965784, 0, 6503021820, 0, 2144003580, 0, 590962392, 0, -4516247286, 0, 2473754420, 0, 1325170368, 0, -116245800, 0, -531720766, 0, 1632104694, 0, 6574175136, 0, 7706072376, 0, -899513100, 0, 8171104932, 0, -5377648640, 0, 135123066, 0, -1599227982, 0, -10976173920, 0, -5970641976, 0, -8803296216, 0, 8212347818, 0, 998283852, 0, 3584791350, 0, 5091919616, 0, -4719592656, 0, -1853811360, 0, -7012818226, 0, 4808556900, 0, 4637135898, 0, 1339167236, 0, 437907384, 0, -998298000, 0, -5668011875, 0, -7996313520, 0, 3466941372, 0, -11235380248, 0, -1934930700, 0, -6139661760, 0, -1887414570, 0, 1978535160, 0, 9823803714, 0, 3562395692, 0, -552377880, 0, 5911190136, 0, 7463432016, 0, -3120574464, 0, -770538042, 0, -6150164760, 0, 2091350826, 0, 4952706012, 0, -1203185122, 0, 4510891620, 0, 15534417600, 0, -3497252112, 0, 705888000, 0, -10496568168, 0, 13082272610, 0, -102843675, 0, -14937960978, 0, 15255610288, 0, -920683260, 0, -9504153468, 0, 11258661420, 0, 6140552058, 0, 6152472180, 0, 1878926588, 0, -4640149152, 0, -1672573320, 0, -24114022380, 0, 1536462270, 0, -10659148074, 0, -4906711160, 0, 2957173920, 0, 2149538256, 0, -15846448594, 0, -823513392, 0, -2312368128, 0, 7062843600, 0, 8173326384, 0, -17848243728, 0, 5294534464, 0, -684978714, 0, 821338650, 0, 14112349064, 0, 387420489, 0, 2770072776, 0, -5553243562, 0, 3010777290, 0, -7838376912, 0, 9726138380, 0, -6384198600, 0, 837461592, 0, -1462476060, 0, 4309868412, 0, 2458004832, 0, -3054215248, 0, -395669124, 0, 19127977200, 0, 17725000958, 0, -3438383904, 0, 1282680522, 0, -22343258096, 0, -7195711140, 0, 5958749880, 0, 15077765378, 0, -633560778, 0, 12673665486, 0, 543065600, 0, -2847296016, 0, 34128221400, 0, -15535164960, 0, -3094049502, 0, -21351628620, 0, -1466843236, 0, 11490748776, 0, 8830118448, 0, -8380383740, 0, -9814337460, 0, -14962924746, 0, -14829679584, 0, -654459750, 0, -16420976856, 0, 6679739520, 0, -10612663902, 0, 10626300954, 0, -24430594300, 0, 1591811568, 0, -6601267800, 0, -3920443280, 0, -3704661360, 0, 26856767646, 0, 5829138344, 0, 807513300, 0, -13176118476, 0, 19963398518, 0, -583128342, 0, -15098490558, 0, 9599530320, 0, -2045772288, 0, 21943306296, 0, 7460077327, 0, -9037385298, 0, -11303176590, 0, 14764029560, 0, 8823775068, 0, -2109866832, 0, -21310189474, 0, 10183984200, 0, 4659955434, 0, -1684203820, 0, 19804130640, 0, 1086323616, 0, 27754385940, 0, 25006014657, 0, 6466105152, 0, -6258103160, 0, 10001204946, 0, -25025004000, 0, 11144291078, 0, -19682036262, 0, -37884469230, 0, 15813099836, 0, -9505314360, 0, -15217090488, 0, -25286310656, 0, -3041968284, 0, 20988227520, 0, -11220855480, 0, -2745180720, 0, 16338115584, 0, 49217084892, 0, -2274978528, 0, -9045337500, 0, -15239522524, 0, 1409184702, 0, -14944664592, 0, -33840448272, 0, 13368270780, 0, -25329567456, 0, -16529148088, 0, -3403062828, 0, -12403162800, 0, 495507650, 0, 3470967288, 0, -25817045598, 0, 21368671740, 0, -19325737512, 0, 56499657840, 0, -18342780454, 0, -7862290866, 0, -6333459930, 0, 14675003280, 0, 5909623920, 0, 20195775036, 0, -13110388580, 0, 1145569554, 0, 48617240202, 0, 13251703680, 0, 24294018312, 0, 46369005552, 0, -16709922015, 0, 1611407844, 0, 16321046940, 0, 12377800280, 0, -51070794840, 0, -17059670172, 0, -6888524192, 0, 644712750, 0, 39694489074, 0, 5138721000, 0, -14647693482, 0, -75539736, 0, 1351230660, 0, 12179175552, 0, -1685775456, 0, -29902583872, 0, -14775930036, 0, -59706419760, 0, 12425438798, 0, -1866617622, 0], 'weight': 8, '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], [27], [0], [270], [0], [1112], [0], [729], [0], [-5724], [0], [-4570], [0], [7290], [0], [-36558], [0], [51740], [0], [30024], [0], [22248], [0], [-5225], [0], [19683], [0], [-157194], [0], [-103936], [0], [-154548], [0], [300240], [0], [-94834], [0], [-123390], [0], [659610], [0], [-75772], [0], [196830], [0], [405648], [0], [413001], [0], [-987066], [0], [-1346274], [0], [-1545480], [0], [1396980], [0], [-1303884], [0], [1833782], [0], [810648], [0], [-1233900], [0], [1369388], [0], [600696], [0], [2714040], [0], [2868794], [0], [-141075], [0], [-6365088], [0], [-1129648], [0], [531441], [0], [5912028], [0], [-9870660], [0], [-4244238], [0], [-897750], [0], [-5081840], [0], [-2806272], [0], [13969800], [0], [13719074], [0], [-4172796], [0]], 'ap': [[0], [27], [270], [1112], [-5724], [-4570], [-36558], [51740], [22248], [-157194], [-103936], [-94834], [659610], [-75772], [405648], [-1346274], [-1303884], [1833782], [1369388], [2714040], [2868794], [-1129648], [5912028], [-897750], [13719074], [1933038], [4761272], [2210436], [-20092858], [7940754], [-22739488], [-22778388], [41698746], [-6194716], [-5416578], [70844360], [-79080106], [-24449140], [35553816], [102794022], [-41558724], [-33501250], [49080384], [60448322], [5004558], [-221134888], [-71664100], [26144000], [-34099380], [227427854], [56906010], [302715792], [-25369582], [-14654412], [-23465214], [425583288], [-393061626], [58955984], [-21597346], [-334717974], [326806484], [-728964306], [-126039364], [-715768056], [-291195958], [42428502], [-547256668], [-185332174], [1297110996], [-622135786], [620687394], [606882456], [-1405384528], [-1129248322], [1635149492], [-227684736], [-623119986], [-1495834], [-306500814], [356868074], [-2284281972], [263134670], [1490529168], [1105390802], [296352872], [358944372], [-3419482878], [-2858275270], [962699526], [601892624], [1720599516], [-537261984], [-4496210056], [3329173764], [-2049857284], [776491272], [-4566792042], [-2211592518], [-2341539676], [2354970518], [3414933644], [-479293146], [6503021820], [-4516247286], [2473754420], [-531720766], [8171104932], [-1599227982], [-8803296216], [8212347818], [5091919616], [-7012818226], [4637135898], [1339167236], [-11235380248], [9823803714], [3562395692], [5911190136], [-770538042], [4952706012], [-1203185122], [13082272610], [-14937960978], [-9504153468], [1878926588], [-10659148074], [-15846448594], [-17848243728], [14112349064], [-5553243562], [9726138380], [837461592], [-3054215248], [17725000958], [1282680522], [15077765378], [12673665486], [-1466843236], [-14962924746], [10626300954], [-24430594300], [26856767646], [5829138344], [-13176118476], [19963398518], [21943306296], [-21310189474], [4659955434], [-1684203820], [1086323616], [11144291078], [-37884469230], [15813099836], [-15217090488], [-15239522524], [-14944664592], [-16529148088], [-25817045598], [-18342780454], [-6333459930], [20195775036], [48617240202], [12377800280], [-17059670172], [39694489074], [-75539736], [-29902583872], [12425438798]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 4503599761588236, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '12.8.a.b', 'level': 12, 'maxp': 997, 'weight': 8}
• 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': [0, 0, 1, 1], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [2, 2, 1, 1], 'ALdims_old': [3, 2, 2, 2], 'Nk2': 768, 'analytic_conductor': 3.748620305809461, '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': [12, 1, [7, 5], [1, 1]], 'conrey_index': 1, 'cusp_dim': 11, 'dim': 2, 'eis_dim': 6, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 134217740, 'hecke_orbit_dims': [1, 1], 'label': '12.8.a', 'level': 12, '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': [2, 3], 'level_radical': 6, 'mf_dim': 17, 'mf_new_dim': 2, 'num_forms': 2, 'plus_dim': 1, 'prim_orbit_index': 1, 'relative_dim': 2, 'sturm_bound': 16, 'trace_bound': 3, 'trace_display': [0, 0, -108, 280], 'traces': [2, 0, 0, 0, -108, 0, 280, 0, 1458, 0, -8208, 0, 10300, 0, 17496, 0, -58860, 0, 35440, 0, 52488, 0, -92880, 0, 59534, 0, 0, 0, -108, 0, -120392, 0, -87480, 0, 614736, 0, -244100, 0, -524880, 0, 418500, 0, -518960, 0, -78732, 0, 1328400, 0, 281682, 0, -384912, 0, -2043900, 0, -606528, 0, 1837080, 0, -433728, 0, 3900844, 0, 204120, 0, -6854760, 0, -311360, 0, 3709152, 0, 1643760, 0, 465460, 0, -1889568, 0, -4298400, 0, 1171864, 0, 1062882, 0, 10620720, 0, -1440504, 0, -8485560, 0, 3245940, 0, -17453680, 0, -2361960, 0, 20131200, 0, 12096100, 0, -5983632, 0, 3026916, 0, -10871960, 0, -384912, 0, -159840, 0, -17965796, 0, 1469664, 0, -13768380, 0, 49525344, 0, 7508700, 0, -22097232, 0, -39910, 0, 24319440, 0, -17452152, 0, -33039320, 0, 9920232, 0, -62660736, 0, 71096480, 0, 12754584, 0, 15957540, 0, 20046208, 0, -13961808, 0, -10778400, 0, -101820888, 0, 14696640, 0, 64396404, 0, 97977880, 0, -42908940, 0, -21842352, 0, -90065780, 0, -17513496, 0, 120526272, 0, -108841520, 0, -67079664, 0, 95100480, 0, 116504766, 0, 25835760, 0, 81578340, 0, -59689688, 0, -58699080, 0, -136651968, 0, -165232820, 0, -6298560, 0, 30817368, 0, 264656160, 0, 38263752, 0, -8966592, 0, -8760380, 0, 118447920, 0, -48380220, 0, -149221496, 0, 82353672, 0, -305495280, 0, 269234280, 0, -67709520, 0, -255670560, 0, 133798720, 0, 102176640, 0, 147066624, 0, -101885440, 0, 142347456, 0, -164560680, 0, 77394760, 0, 43400286, 0, 82976400, 0, 31627468, 0, -227657952, 0, -74043180, 0, -239275296, 0, -92641320, 0, 475261344, 0, 79703236, 0, 0, 0, 161148852, 0, -478832800, 0, 32490072, 0, 119099376, 0, 158630400, 0, -494122032, 0, 274125060, 0, 18733904, 0, -78732, 0, 765123840, 0, -99791352, 0, -136118880, 0, -419870412, 0, -290765432, 0, 196830000, 0, -130953456, 0, -456415220, 0, -87765768, 0, -462386988, 0, 604921600, 0, 210826800, 0, 934089840, 0, 1013189222, 0, 414235296, 0, -751602780, 0, -680967648, 0, -63772920, 0, -1813626720, 0, 284473952, 0, 22657320, 0, -286228296, 0, 693457600, 0, 550651608, 0, 208687968, 0, -614848940, 0, 448142544, 0, 755211060, 0, 509576832, 0, 123679224, 0, -1527988320, 0, 986844580, 0, -599937840, 0, -316649088, 0, -712352096, 0, -177948900, 0, 1005057504, 0, -995092700, 0, 800546976, 0, 635806368, 0, 337922480, 0, -1012808448, 0, 852761520, 0, -1570941332, 0, -382637520, 0, 1059211620, 0, 1137356640, 0, -1598609520, 0, 106229232, 0, 1154974122, 0, 718035840, 0, 1683034632, 0, -3017670920, 0, 305086500, 0, -916631856, 0, -1033745540, 0, -744034896, 0, 3054245400, 0, 1986627184, 0, -335870712, 0, -1438888320, 0, -2499781824, 0, -378321840, 0, -637421292, 0, 1754242272, 0, 461806920, 0, -1174976496, 0, 1830029260, 0, 1187278560, 0, -620745228, 0, 230286800, 0, -57395628, 0, 913606560, 0, 496358068, 0, 1820878704, 0, -2173888800, 0, -183638016, 0, -875762280, 0, -4601757744, 0, -796214420, 0, 968403600, 0, -1253239668, 0, 319370000, 0, 1703585520, 0, -215337744, 0, 3818594020, 0, 457275456, 0, 3027697920, 0, 1964129704, 0, 205346178, 0, -437898960, 0, -1808707320, 0, -2031198120, 0, -4408479756, 0, -3176690400, 0, 1180192680, 0, 3304458720, 0, -2101527020, 0, -280600848, 0, -1579454748, 0, 1959346120, 0, -925643376, 0, 5376108240, 0, 2921141792, 0, -1838549664, 0, 1534597920, 0, -1325913200, 0, -1490003100, 0, 688703472, 0, -1786194040, 0, -1918261440, 0, 4317634152, 0, -9459479720, 0, 1618467480, 0, 3588146208, 0, 2243366280, 0, -442158912, 0, 3908485440, 0, 1555604992, 0, -647806896, 0, -1474906320, 0, 108434376, 0, -5406264000, 0, -9597380364, 0, 5189672816, 0, 1339231320, 0, 7194905136, 0, -4614045120, 0, 3348262008, 0, -1349325756, 0, -4942130960, 0, 1297870776, 0, 4166694000, 0, 6939778994, 0, -316187712, 0, -6599723400, 0, 1492782048, 0, 1445432040, 0, -2037821328, 0, 1976579836, 0, 2652218640, 0, -6229101096, 0, 4774734640, 0, 2843715276, 0, -10693719360, 0, -3171026560, 0, -2214748656, 0, 2850927300, 0, -6243927520, 0, 4154215248, 0, 126120240, 0, 10350056232, 0, 148803480, 0, -1641322332, 0, 2247302560, 0, 2892438720, 0, -7571819952, 0, 71558980, 0, 3500739648, 0, 2656543392, 0, 9438975360, 0, -4997120040, 0, 8103114720, 0, -5109415840, 0, 1576512072, 0, -7400977020, 0, -17990063712, 0, -7912303560, 0, -3748101552, 0, 2241738196, 0, -226981440, 0, 8618585220, 0, 9129038440, 0, -1190812752, 0, 11867510880, 0, -7846655780, 0, 2347788240, 0, 12849837300, 0, 6776684992, 0, 2703971808, 0, -4445848080, 0, -12637096294, 0, -9089521920, 0, 6795871704, 0, -5027413736, 0, -7482426840, 0, -2246325264, 0, -3840128100, 0, 1198301040, 0, 9492300468, 0, 2925069040, 0, -5075554608, 0, -1457021520, 0, 5301964512, 0, -3490242048, 0, 9104490180, 0, 8925362784, 0, 339320340, 0, -7223972256, 0, -12306423524, 0, 13464921600, 0, 10408132800, 0, -21582249120, 0, -677882520, 0, -15631150176, 0, 9585646660, 0, -1377495072, 0, -8530525260, 0, 16605924656, 0, -4081729320, 0, 5317546320, 0, 20988837288, 0, 11427162480, 0, -4221226440, 0, 3791183056, 0, -3133533600, 0, -11591642592, 0, -18736787160, 0, 5072090400, 0, -22224158028, 0, -2473675360, 0, 12374780832, 0, 1239431760, 0, -10671783668, 0, 854288856, 0, -417821760, 0, 21025059840, 0, 3514596480, 0, -27827389296, 0, 18301383488, 0, -3521944800, 0, 10994070924, 0, 8861297560, 0, 774840978, 0, 12654051552, 0, 6567867100, 0, 1670535576, 0, -3663398880, 0, -8859837920, 0, 160088400, 0, -13677245280, 0, -27851783256, 0, 7742504880, 0, 4430074464, 0, -7124121896, 0, -4007021400, 0, 8871506640, 0, 23413348780, 0, -11159788608, 0, -11356536636, 0, -24112973680, 0, -1050127416, 0, 18897969600, 0, 1024768516, 0, -8668498176, 0, 30125774340, 0, -522608504, 0, -6200407440, 0, 38058314400, 0, -12876589440, 0, -6185973240, 0, -17199043848, 0, 14251182160, 0, 2323153872, 0, 26892117936, 0, 22356828200, 0, -16934308416, 0, -33039490140, 0, -35408894688, 0, 2366290260, 0, -10451095200, 0, -29527555968, 0, -9888826680, 0, 32100789348, 0, -3879759920, 0, 11034289800, 0, 25299051840, 0, 3303521120, 0, -12723732720, 0, 21743732772, 0, 3864592120, 0, 5150769912, 0, -21635730720, 0, 23755030396, 0, 11156954256, 0, -12169814220, 0, -12909108672, 0, -1721868840, 0, 16191261072, 0, 14886212414, 0, -5590321920, 0, -71166425364, 0, 25843702840, 0, 1314666936, 0, 15074829216, 0, -36770626340, 0, 14675644800, 0, -24530809500, 0, 13500837040, 0, 14387835600, 0, 13019866560, 0, 35773913736, 0, 22655920320, 0, 749149344, 0, -31250825920, 0, 8818056900, 0, -29228557536, 0, 33698649100, 0, -19070797464, 0, -44221110300, 0, 6087826960, 0, -624502224, 0, -48852374400, 0, -16716850432, 0, -4362067728, 0, 5947369920, 0, 24724390752, 0, 43477560000, 0, 13753108368, 0, 64775539944, 0, -12230753760, 0, 40749195960, 0, -27707665040, 0, 2206621764, 0, 3991635936, 0, -45536839200, 0, 34464705552, 0, 7852546080, 0, -29026255496, 0, -25529480856, 0, -28318226400, 0, -9170809244, 0, -7925658840, 0, -33171320556, 0, 23509171440, 0, -44286050160, 0, 35559150336, 0, -4722872780, 0, 876339648, 0, 3959797860, 0, 42433515360, 0, -280600848, 0, -3718457280, 0, -48847965160, 0, -18099559512, 0, 76942413540, 0, 35193460608, 0, 34829462160, 0, 67785688944, 0, -43951736190, 0, -116523360, 0, 42481936296, 0, -24120437720, 0, -60885905040, 0, -45868341744, 0, -28720972960, 0, -25355378160, 0, -9686090700, 0, -5154204960, 0, -13097065284, 0, 51064361280, 0, 21530676744, 0, 32907876480, 0, 49337572608, 0, -87380992424, 0, -10318353480, 0, -86889681936, 0, 32238108700, 0, 1071385056, 0], 'weight': 8, '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: 8150
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '12.8.a.b', 'source_level': 12, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '12.8.a.b', 'target_level': 12, 'twist_class_label': '12.8.a.b', 'twist_class_level': 12, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
  • id: 8151
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '12.8.a.b', 'source_level': 12, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '36.8.a.a', 'target_level': 36, 'twist_class_label': '12.8.a.b', 'twist_class_level': 12, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 8152
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '12.8.a.b', 'source_level': 12, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '48.8.a.d', 'target_level': 48, 'twist_class_label': '12.8.a.b', 'twist_class_level': 12, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 8153
    {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '12.8.a.b', 'source_level': 12, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '144.8.a.c', 'target_level': 144, 'twist_class_label': '12.8.a.b', 'twist_class_level': 12, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 8154
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '12.8.a.b', 'source_level': 12, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '192.8.a.b', 'target_level': 192, 'twist_class_label': '12.8.a.b', 'twist_class_level': 12, 'twisting_char_label': '8.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 8155
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '12.8.a.b', 'source_level': 12, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 10, 'target_is_minimal': False, 'target_label': '192.8.a.j', 'target_level': 192, 'twist_class_label': '12.8.a.b', 'twist_class_level': 12, 'twisting_char_label': '8.d', 'twisting_char_orbit': 4, 'weight': 8}
  • id: 8156
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '12.8.a.b', 'source_level': 12, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '300.8.a.a', 'target_level': 300, 'twist_class_label': '12.8.a.b', 'twist_class_level': 12, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 8157
    {'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '12.8.a.b', 'source_level': 12, 'target_char_orbit': 4, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '300.8.d.a', 'target_level': 300, 'twist_class_label': '12.8.a.b', 'twist_class_level': 12, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 8}
  • id: 8158
    {'conductor': 9, 'degree': 2, 'multiplicity': 2, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '12.8.a.b', 'source_level': 12, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '324.8.e.b', 'target_level': 324, 'twist_class_label': '12.8.a.b', 'twist_class_level': 12, 'twisting_char_label': '9.c', 'twisting_char_orbit': 3, 'weight': 8}
  • id: 8159
    {'conductor': 9, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '12.8.a.b', 'source_level': 12, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '324.8.e.e', 'target_level': 324, 'twist_class_label': '12.8.a.b', 'twist_class_level': 12, 'twisting_char_label': '9.d', 'twisting_char_orbit': 4, 'weight': 8}
  • id: 8160
    {'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '12.8.a.b', 'source_level': 12, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 21, 'target_is_minimal': False, 'target_label': '576.8.a.u', 'target_level': 576, 'twist_class_label': '12.8.a.b', 'twist_class_level': 12, 'twisting_char_label': '24.f', 'twisting_char_orbit': 6, 'weight': 8}
  • id: 8161
    {'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '12.8.a.b', 'source_level': 12, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 22, 'target_is_minimal': False, 'target_label': '576.8.a.v', 'target_level': 576, 'twist_class_label': '12.8.a.b', 'twist_class_level': 12, 'twisting_char_label': '24.h', 'twisting_char_orbit': 8, 'weight': 8}
  • id: 8162
    {'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '12.8.a.b', 'source_level': 12, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '588.8.a.a', 'target_level': 588, 'twist_class_label': '12.8.a.b', 'twist_class_level': 12, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 8163
    {'conductor': 7, 'degree': 2, 'multiplicity': 2, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '12.8.a.b', 'source_level': 12, 'target_char_orbit': 9, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '588.8.i.b', 'target_level': 588, 'twist_class_label': '12.8.a.b', 'twist_class_level': 12, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 8}
  • id: 8164
    {'conductor': 7, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '12.8.a.b', 'source_level': 12, 'target_char_orbit': 9, 'target_dim': 2, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '588.8.i.g', 'target_level': 588, 'twist_class_label': '12.8.a.b', 'twist_class_level': 12, 'twisting_char_label': '7.d', 'twisting_char_orbit': 4, 'weight': 8}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 52525
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503599761588236, 'p': 2}
  • id: 52526
    {'charpoly_factorization': [[[-27, 1], 1]], 'hecke_orbit_code': 4503599761588236, 'p': 3}
  • id: 52527
    {'charpoly_factorization': [[[-270, 1], 1]], 'hecke_orbit_code': 4503599761588236, 'p': 5}
  • id: 52528
    {'charpoly_factorization': [[[-1112, 1], 1]], 'hecke_orbit_code': 4503599761588236, 'p': 7}
  • id: 52529
    {'charpoly_factorization': [[[5724, 1], 1]], 'hecke_orbit_code': 4503599761588236, 'p': 11}
  • id: 52530
    {'charpoly_factorization': [[[4570, 1], 1]], 'hecke_orbit_code': 4503599761588236, 'p': 13}
  • id: 52531
    {'charpoly_factorization': [[[36558, 1], 1]], 'hecke_orbit_code': 4503599761588236, 'p': 17}
  • id: 52532
    {'charpoly_factorization': [[[-51740, 1], 1]], 'hecke_orbit_code': 4503599761588236, 'p': 19}
  • id: 52533
    {'charpoly_factorization': [[[-22248, 1], 1]], 'hecke_orbit_code': 4503599761588236, 'p': 23}
  • id: 52534
    {'charpoly_factorization': [[[157194, 1], 1]], 'hecke_orbit_code': 4503599761588236, 'p': 29}
  • id: 52535
    {'charpoly_factorization': [[[103936, 1], 1]], 'hecke_orbit_code': 4503599761588236, 'p': 31}
  • id: 52536
    {'charpoly_factorization': [[[94834, 1], 1]], 'hecke_orbit_code': 4503599761588236, 'p': 37}
  • id: 52537
    {'charpoly_factorization': [[[-659610, 1], 1]], 'hecke_orbit_code': 4503599761588236, 'p': 41}
  • id: 52538
    {'charpoly_factorization': [[[75772, 1], 1]], 'hecke_orbit_code': 4503599761588236, 'p': 43}
  • id: 52539
    {'charpoly_factorization': [[[-405648, 1], 1]], 'hecke_orbit_code': 4503599761588236, 'p': 47}
  • id: 52540
    {'charpoly_factorization': [[[1346274, 1], 1]], 'hecke_orbit_code': 4503599761588236, 'p': 53}
  • id: 52541
    {'charpoly_factorization': [[[1303884, 1], 1]], 'hecke_orbit_code': 4503599761588236, 'p': 59}
  • id: 52542
    {'charpoly_factorization': [[[-1833782, 1], 1]], 'hecke_orbit_code': 4503599761588236, 'p': 61}
  • id: 52543
    {'charpoly_factorization': [[[-1369388, 1], 1]], 'hecke_orbit_code': 4503599761588236, 'p': 67}
  • id: 52544
    {'charpoly_factorization': [[[-2714040, 1], 1]], 'hecke_orbit_code': 4503599761588236, 'p': 71}
  • id: 52545
    {'charpoly_factorization': [[[-2868794, 1], 1]], 'hecke_orbit_code': 4503599761588236, 'p': 73}
  • id: 52546
    {'charpoly_factorization': [[[1129648, 1], 1]], 'hecke_orbit_code': 4503599761588236, 'p': 79}
  • id: 52547
    {'charpoly_factorization': [[[-5912028, 1], 1]], 'hecke_orbit_code': 4503599761588236, 'p': 83}
  • id: 52548
    {'charpoly_factorization': [[[897750, 1], 1]], 'hecke_orbit_code': 4503599761588236, 'p': 89}
  • id: 52549
    {'charpoly_factorization': [[[-13719074, 1], 1]], 'hecke_orbit_code': 4503599761588236, 'p': 97}
• mf_newform_portraits •

  Column	Type
  char_orbit_index	smallint
  hecke_orbit	integer
  label	text
  level	integer
  portrait	text
  weight	smallint

  
  {'char_orbit_index': 1, 'hecke_orbit': 2, 'label': '12.8.a.b', 'level': 12, 'portrait': 'data:image/png;base64,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', 'weight': 8}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 19524474
    {'hecke_orbit_code': 4503599761588236, 'n': 1, 'trace_an': 1}
  • id: 19524475
    {'hecke_orbit_code': 4503599761588236, 'n': 2, 'trace_an': 0}
  • id: 19524476
    {'hecke_orbit_code': 4503599761588236, 'n': 3, 'trace_an': 27}
  • id: 19524477
    {'hecke_orbit_code': 4503599761588236, 'n': 4, 'trace_an': 0}
  • id: 19524478
    {'hecke_orbit_code': 4503599761588236, 'n': 5, 'trace_an': 270}
  • id: 19524479
    {'hecke_orbit_code': 4503599761588236, 'n': 6, 'trace_an': 0}
  • id: 19524480
    {'hecke_orbit_code': 4503599761588236, 'n': 7, 'trace_an': 1112}
  • id: 19524481
    {'hecke_orbit_code': 4503599761588236, 'n': 8, 'trace_an': 0}
  • id: 19524482
    {'hecke_orbit_code': 4503599761588236, 'n': 9, 'trace_an': 729}
  • id: 19524483
    {'hecke_orbit_code': 4503599761588236, 'n': 10, 'trace_an': 0}
  • id: 19524484
    {'hecke_orbit_code': 4503599761588236, 'n': 11, 'trace_an': -5724}
  • id: 19524485
    {'hecke_orbit_code': 4503599761588236, 'n': 12, 'trace_an': 0}
  • id: 19524486
    {'hecke_orbit_code': 4503599761588236, 'n': 13, 'trace_an': -4570}
  • id: 19524487
    {'hecke_orbit_code': 4503599761588236, 'n': 14, 'trace_an': 0}
  • id: 19524488
    {'hecke_orbit_code': 4503599761588236, 'n': 15, 'trace_an': 7290}
  • id: 19524489
    {'hecke_orbit_code': 4503599761588236, 'n': 16, 'trace_an': 0}
  • id: 19524490
    {'hecke_orbit_code': 4503599761588236, 'n': 17, 'trace_an': -36558}
  • id: 19524491
    {'hecke_orbit_code': 4503599761588236, 'n': 18, 'trace_an': 0}
  • id: 19524492
    {'hecke_orbit_code': 4503599761588236, 'n': 19, 'trace_an': 51740}
  • id: 19524493
    {'hecke_orbit_code': 4503599761588236, 'n': 20, 'trace_an': 0}
  • id: 19524494
    {'hecke_orbit_code': 4503599761588236, 'n': 21, 'trace_an': 30024}
  • id: 19524495
    {'hecke_orbit_code': 4503599761588236, 'n': 22, 'trace_an': 0}
  • id: 19524496
    {'hecke_orbit_code': 4503599761588236, 'n': 23, 'trace_an': 22248}
  • id: 19524497
    {'hecke_orbit_code': 4503599761588236, 'n': 24, 'trace_an': 0}
  • id: 19524498
    {'hecke_orbit_code': 4503599761588236, 'n': 25, 'trace_an': -5225}
  • id: 19524499
    {'hecke_orbit_code': 4503599761588236, 'n': 26, 'trace_an': 0}
  • id: 19524500
    {'hecke_orbit_code': 4503599761588236, 'n': 27, 'trace_an': 19683}
  • id: 19524501
    {'hecke_orbit_code': 4503599761588236, 'n': 28, 'trace_an': 0}
  • id: 19524502
    {'hecke_orbit_code': 4503599761588236, 'n': 29, 'trace_an': -157194}
  • id: 19524503
    {'hecke_orbit_code': 4503599761588236, 'n': 30, 'trace_an': 0}
  • id: 19524504
    {'hecke_orbit_code': 4503599761588236, 'n': 31, 'trace_an': -103936}
  • id: 19524505
    {'hecke_orbit_code': 4503599761588236, 'n': 32, 'trace_an': 0}
  • id: 19524506
    {'hecke_orbit_code': 4503599761588236, 'n': 33, 'trace_an': -154548}
  • id: 19524507
    {'hecke_orbit_code': 4503599761588236, 'n': 34, 'trace_an': 0}
  • id: 19524508
    {'hecke_orbit_code': 4503599761588236, 'n': 35, 'trace_an': 300240}
  • id: 19524509
    {'hecke_orbit_code': 4503599761588236, 'n': 36, 'trace_an': 0}
  • id: 19524510
    {'hecke_orbit_code': 4503599761588236, 'n': 37, 'trace_an': -94834}
  • id: 19524511
    {'hecke_orbit_code': 4503599761588236, 'n': 38, 'trace_an': 0}
  • id: 19524512
    {'hecke_orbit_code': 4503599761588236, 'n': 39, 'trace_an': -123390}
  • id: 19524513
    {'hecke_orbit_code': 4503599761588236, 'n': 40, 'trace_an': 0}
  • id: 19524514
    {'hecke_orbit_code': 4503599761588236, 'n': 41, 'trace_an': 659610}
  • id: 19524515
    {'hecke_orbit_code': 4503599761588236, 'n': 42, 'trace_an': 0}
  • id: 19524516
    {'hecke_orbit_code': 4503599761588236, 'n': 43, 'trace_an': -75772}
  • id: 19524517
    {'hecke_orbit_code': 4503599761588236, 'n': 44, 'trace_an': 0}
  • id: 19524518
    {'hecke_orbit_code': 4503599761588236, 'n': 45, 'trace_an': 196830}
  • id: 19524519
    {'hecke_orbit_code': 4503599761588236, 'n': 46, 'trace_an': 0}
  • id: 19524520
    {'hecke_orbit_code': 4503599761588236, 'n': 47, 'trace_an': 405648}
  • id: 19524521
    {'hecke_orbit_code': 4503599761588236, 'n': 48, 'trace_an': 0}
  • id: 19524522
    {'hecke_orbit_code': 4503599761588236, 'n': 49, 'trace_an': 413001}
  • id: 19524523
    {'hecke_orbit_code': 4503599761588236, 'n': 50, 'trace_an': 0}
  • id: 19524524
    {'hecke_orbit_code': 4503599761588236, 'n': 51, 'trace_an': -987066}
  • id: 19524525
    {'hecke_orbit_code': 4503599761588236, 'n': 52, 'trace_an': 0}
  • id: 19524526
    {'hecke_orbit_code': 4503599761588236, 'n': 53, 'trace_an': -1346274}
  • id: 19524527
    {'hecke_orbit_code': 4503599761588236, 'n': 54, 'trace_an': 0}
  • id: 19524528
    {'hecke_orbit_code': 4503599761588236, 'n': 55, 'trace_an': -1545480}
  • id: 19524529
    {'hecke_orbit_code': 4503599761588236, 'n': 56, 'trace_an': 0}
  • id: 19524530
    {'hecke_orbit_code': 4503599761588236, 'n': 57, 'trace_an': 1396980}
  • id: 19524531
    {'hecke_orbit_code': 4503599761588236, 'n': 58, 'trace_an': 0}
  • id: 19524532
    {'hecke_orbit_code': 4503599761588236, 'n': 59, 'trace_an': -1303884}
  • id: 19524533
    {'hecke_orbit_code': 4503599761588236, 'n': 60, 'trace_an': 0}
  • id: 19524534
    {'hecke_orbit_code': 4503599761588236, 'n': 61, 'trace_an': 1833782}
  • id: 19524535
    {'hecke_orbit_code': 4503599761588236, 'n': 62, 'trace_an': 0}
  • id: 19524536
    {'hecke_orbit_code': 4503599761588236, 'n': 63, 'trace_an': 810648}
  • id: 19524537
    {'hecke_orbit_code': 4503599761588236, 'n': 64, 'trace_an': 0}
  • id: 19524538
    {'hecke_orbit_code': 4503599761588236, 'n': 65, 'trace_an': -1233900}
  • id: 19524539
    {'hecke_orbit_code': 4503599761588236, 'n': 66, 'trace_an': 0}
  • id: 19524540
    {'hecke_orbit_code': 4503599761588236, 'n': 67, 'trace_an': 1369388}
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    {'hecke_orbit_code': 4503599761588236, 'n': 977, 'trace_an': 39694489074}
  • id: 19524729
    {'hecke_orbit_code': 4503599761588236, 'n': 983, 'trace_an': -75539736}
  • id: 19524730
    {'hecke_orbit_code': 4503599761588236, 'n': 991, 'trace_an': -29902583872}
  • id: 19524731
    {'hecke_orbit_code': 4503599761588236, 'n': 997, 'trace_an': 12425438798}