Newform data - 425.4.a.a

Formats: - HTML - YAML - JSON - 2026-07-17T02:01:54.359610

• 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': 6800, 'analytic_conductor': 25.075811752439762, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[5, 1], [17, 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': [425, 1, [52, 326], [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': [[2, [3, 1]], [3, [10, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 67109289, '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': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '425.4.a.a', 'level': 425, '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': [5, 17], 'level_radical': 85, 'minimal_twist': '85.4.a.c', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-3q^{2}-10q^{3}+q^{4}+30q^{6}+22q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '425.4.a', 'trace_display': [-3, -10, 0, 22], 'trace_hash': 1389610265562203310, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.037', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.057', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.008', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5.128', 'prec': 17}], 'trace_zratio': 0, 'traces': [1, -3, -10, 1, 0, 30, 22, 21, 73, 0, -30, -10, 46, -66, 0, -71, -17, -219, 104, 0, -220, 90, -42, -210, 0, -138, -460, 22, -66, 0, 194, 45, 300, 51, 0, 73, -206, -312, -460, 0, -126, 660, 388, -30, 0, 126, 540, 710, 141, 0, 170, 46, -78, 1380, 0, 462, -1040, 198, 432, 0, -610, -582, 1606, 433, 0, -900, -848, -17, 420, 0, -174, 1533, -362, 618, 0, 104, -660, 1380, 398, 0, 2629, 378, -828, -220, 0, -1164, 660, -630, 630, 0, 1012, -42, -1940, -1620, 0, -450, 1486, -423, -2190, 0, -1230, -510, 1276, 966, 0, 234, 414, -460, 614, 0, 2060, -1562, -258, 3120, 0, -66, 3358, -1296, -374, 0, -431, 1830, 1260, 194, 0, -4818, -296, -1659, -3880, 0, 246, 300, 2288, 2544, 0, -357, -1998, -1260, -562, 0, -5400, 522, -1380, -5183, 0, 1086, -1410, -206, 2670, 0, 1244, 2184, -1241, 1980, 0, -460, 2794, -1194, 780, 0, -924, -7887, 3418, -126, 0, 2484, -102, -4620, -81, 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-185566, 0, -69882, 218700, 54180, 26554, 0, -59238, -128514, -5694, 34776, 0, -64860, -55944, 20106, 59400, 0, 14034, 80040, 131868, -127920, 0, 4386, -23535, -900, -9476, 0, -90666, -68040, 72618, -189340, 0, 64650, 9240, -86582, -50160, 0, 30601, 122820, -53040, 104764, 0, -21240, -84384, 55968, -291270, 0, 37092, 129600, 11350, 68406, 0, 6032, -27450, 311564, -180522, 0, -34180, 132704, 56700, -74820, 0, 16068, -134466, 57224, 7320, 0, 121698, -105732, -89460, -15840, 0, 166520, 1122, -48138, 356400, 0, 100464, -279960, 48888, -109734, 0, 6556, 79266, -111980, 84002, 0, 305520, -136148, -3828, -57086, 0, 121260, 173880, 63538, 167946, 0, -7630, 95574, -284280, -67186, 0, -27720, 91080, 168654, 1020, 0, 22032, -72416, 22932, -17766, 0, -116290, -4314, -183000, 24336, 0, 72270, -67394, -29382, -213340, 0, 209520, 215940, 6358, 26460, 0, 146610, 151176, 810, -7594, 0, 115500, 21016, 43056, 56502, 0, -8058, -326920, -118548, 1272, 0, 128524, -75822, 80154, -7964, 0, -174600, -26460, 45045, -255900, 0, -6996, -47840, -24254, -54924, 0, 77994, 7327, -133320, 11484, 0, 215642, 4086, 128550, 275480, 0, -133878, 35880, -16200, 76662, 0, 63856, -95172, 33580, -31110, 0, 18060, -164512, 6060, 303600, 0, -162414, -185220, 11572, -3414, 0, -176220, 93900, -101178, -75430, 0, -21420, -15752, -42504, 173940, 0, -17466, 49494, 3834, -109200, 0, -94320, 129846, 47580, -77112, 0, -362802, 54708, -3298, 214240, 0, -146886, 129900, 53158, -82104, 0, -10403, 23892, -301500, 157228, 0, 270600, -75186, -60420, 31536, 0, -80832, 122260, -162448, -62958, 0, 59546, -5796, -183080, 133740, 0, -132300, 110086, 123690, 81480, 0, -99354, 81906, -11132, -38160, 0, -40788, -26832, -5280, -32912, 0, -194472, -13482, -59322, 189000, 0, -4230, 37740, 114264, 5032, 0, -85678, 68040, -280720, -11554, 0, 118710, -109980, 29904, 252434, 0, -4692, 40420, 9828, -179220, 0, 28203, 137676, 94389, 135470, 0, 39800, 24030, -88992, -212520, 0, 48498, -302680, 8134, -62700, 0, 64372, 141858, 65960, -208818, 0, -44530, -104788, -184404, -184900, 0, -33756, 254820, -80462, -6864, 0, 15192, 64290, 18900, 187777, 0, -254400, 8756, -40590, -173880, 0, 100002, 244480, -9702, 160380, 0, -86578, -110700, 349232, 39902, 0, -51480, -4182, -10290, -322740, 0, -62412, 297402, 43560, -66846, 0, 17848, 86682, 58260, -99358, 0, 380880, -134784, -112608, -5100, 0, -152976, -91080, -100926, -83076, 0, 94394, -22428, -98900, 17766, 0, 383400, 125660, -100734, 79716, 0, -38896, -91080, -70228, 6258, 0, 114840, 4506, 57838, 14294, 0, 133940, -7830, 130062, 159540, 0, 21978, 91980, -43248, -30264, 0, -63742, -225588, -301980, 8378, 0, 64824, -122672, 97980, -135080, 0, -26268, -31440, -96878, 119892, 0, -58212, -110490, 164160, -44824, 0, -198720, 18306, 76140, 110449, 0, -88842, -81740, 15658, 138870, 0, -69712, 6069, 271122, -86940, 0, -20140, 224048, 190320, 78420, 0, 76260, 535440, 51660, -18216, 0, 151866, 24288, -312060, 33966, 0, -330836, 2340, -198114, -280980, 0, -16290, 131040, 6732, -107454, 0, -219202, 231456, -52200, -6678, 0, 21420, -172376, -20028, -173514, 0, 107946, 100110, -185932, 37260, 0, 20176, -118518, -53874, 158356, 0, -282940, 44442, 9554, -36660, 0, 5346, -268056, -89198, -53592, 0, 134624, 21006, 56760, 179550, 0, 289800, 84286, -24948, 280600, 0, 147318, -405060, 178738, -189570, 0, -65826, -128040, -20900, 87770, 0, -29700, -40572, 148482, -501072, 0, 9984, 91800, 55260, 72420, 0, -146131, 8922, -289800, -12790, 0, 163980, 54648, 179256, -108600, 0, 137262, -61904, -30784, -8874, 0, -88324, -155586, 267720, -54432, 0, -46866, 119196, 208200, 258300, 0, -46110, -80340, -10310, -135828, 0, 23460, -172536, -211100, -148914, 0, 14520, -53174, -9828, 103952, 0, -107430, 185400, 127556, 24840, 0, 131436, -120156, 88111, 77212, 0, -403520, 18178, 29760, 182220, 0, -31416, -465520, -10890, 8922, 0, -17388, 115878, -67020, -29700, 0, 437562, 133396, -22818, 62900, 0, -221100, -267960, -72938, 111930, 0, -25702, -5622, 285120, 174688, 0, -383460, -18462, 144624, 19320, 0, -23220, 70660, 131418, 25584, 0, -42120, 13860, 347626, 76824, 0, -199180, -32940, -133602, 23970, 0, 76860, 123078, 43756, 61446, 0, -34848, -25788, 31200, 92644, 0, 510026, -198374, 138600, 267660, 0, 3502, 23700, -181620, -88620, 0, -207526, -205068, 200330, 23396, 0, 266460, 87054, 17910, -350838, 0, -106632, 25420, -45390, 266772, 0, 153090, 167616, 745200, -12934, 0, 94820, 73332, 95598, -55380, 0, 264576, 21754, 6486, 25554, 0, -234952, 41580, -86520, 265086, 0, -12702, 99418, 97608, 167420, 0, 168636, -402600, -20340, 90, 0, 120420, -21148, -86940, 186868, 0, 2100, 18934, -160632, 302220, 0, 65604, -265280, -2358, 200670, 0, -41580, 93108, -202356, -37128, 0, -112140, 96140, 2124, 211080, 0, -88722, 118305, -39518, 72294, 0, -12960, -10998, 202620, 10836, 0, 21097, 138978, -207792, -42680, 0, 114054, 119400, -242678, -38430, 0, 42724, 7482, 390080, 7740, 0, -128940, -61130, -33660, -683560, 0, 57750, -131040, -236680, -54558, 0, 169740, 35844, -26426, 79920, 0, 160220, 249480, 60534, -218100, 0, 27996, -23214, -23418, -66792, 0, -58448, 75594, -110340, 11198, 0, 194580, 106114, 213864, 233840, 0, -103740, 7820, 116996, 112956, 0, -37260, -36186, 334080, -255982, 0, 5340, -158580, -106242, -315798, 0, -225816, 65120, 2772, -47498, 0, 1028, 7242, 416100, -207504, 0, 9920, -106034, -176088, -561600, 0, 120384, -584730, 131182, 18300, 0, 20298, 113436, 364980, -67918, 0, -141036, 21334, 69066, -59220, 0, 151158, 128040, 54288, -84876, 0, 74572, -132924, -13260, 5751, 0, 113400, 100528, -11550, 623128, 0, 85140, 54180, -159410, 54432, 0, 32692, -143520, -272436, -158824, 0, 300140, 212346, -206052, -10980, 0, 106920, 565800, -122220, 98826, 0, -49558, 25590, -452460, 206118, 0, -539032, 15708, 24651, -248400, 0, 105954, -325140, -116932, -93324, 0, -279450, 106848, -29540, 160550, 0, -54120, 168004, -107238, 134079, 0, -3588, -241760, -241956, 122220, 0, -32760, -102426, -109208, -3358, 0, -469260, -72380, 128226, 80040, 0, -58106, -48180, 233280, 112944, 0, -129654, 66390, -68280, -297044, 0, -586960, -57132, 18102, 29700, 0, -137940, 50700, 2142, 158046, 0, 173858, 121758, -146640, -26640, 0, -6780, -204026, 212322, 456834, 0, -211890, -304920, -194492, -4758, 0, -76860, 120252, -444360, -142793, 0, 275300, -21424, -98076, -559680, 0, -45390, 213598, 20538, 170646, 0, 196328, -42228, -277260, -211050, 0, -611886, -111420, -27060, -52920, 0, 277680, 306720, -198866, -84732, 0, -12226, -34866, -349200, 1734, 0, -504060, 27918, 155808, 29054, 0, 234978, 166520, 28350, 135960, 0, 156854, -8148, 532170, -258480, 0, 78540, -3866, -271158, -197460, 0, 255198, -107640, 133628, -37488, 0, -117882, -329400, 26640, 129376, 0, 144540, 132300, 1377, 421020, 0, -3774, 439560, 206910, 160278, 0, -329024, 22140, -78450, 28072, 0, -284280, 289714, 83097, -190440, 0, 60912, -34580, 110160, 93192, 0, 286982, -98226, 202356, -45632, 0, -167200, 139050, -77508, 90510, 0, 66498, -129064, -3980, 234870, 0, 21924, 45540, -281280, -314280, 0, 67717, -138830, 175062, 123640, 0, 12432, 340500, -81988, -6596, 0, 205920, 18882, -433100, 81180, 0, -601740, 18490, 196284, -748542, 0, 178374, 189000, 35604, 64992, 0, 30702, 256836, -282440, 69678, 0, 219600, 195404, 25440, 405660, 0, 50508, -193158, 287446, 167772, 0, -24448, 105642, 33660, 19260, 0, 867240, 167238, -225522, -47840, 0, -245352, 162960, -36036, -156150, 0, -36700, 32274, 264220, -152064, 0, -87300, 135884, -26790, 743432, 0, -42720, -114840, 290576, 40782, 0, 155826, -84216, -60444, -86010, 0, 559820, -36210, 45612, -228900, 0, 9108, -541574, -68562, 268806, 0], 'weight': 4, '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], [-3], [-10], [1], [0], [30], [22], [21], [73], [0], [-30], [-10], [46], [-66], [0], [-71], [-17], [-219], [104], [0], [-220], [90], [-42], [-210], [0], [-138], [-460], [22], [-66], [0], [194], [45], [300], [51], [0], [73], [-206], [-312], [-460], [0], [-126], [660], [388], [-30], [0], [126], [540], [710], [141], [0], [170], [46], [-78], [1380], [0], [462], [-1040], [198], [432], [0], [-610], [-582], [1606], [433], [0], [-900], [-848], [-17], [420], [0], [-174], [1533], [-362], [618], [0], [104], [-660], [1380], [398], [0], [2629], [378], [-828], [-220], [0], [-1164], [660], [-630], [630], [0], [1012], [-42], [-1940], [-1620], [0], [-450], [1486], [-423], [-2190], [0]], 'ap': [[-3], [-10], [0], [22], [-30], [46], [-17], [104], [-42], [-66], [194], [-206], [-126], [388], [540], [-78], [432], [-610], [-848], [-174], [-362], [398], [-828], [630], [1486], [-1230], [1276], [414], [614], [-258], [-296], [246], [-1998], [-562], [2670], [1244], [2794], [3418], [-102], [-1806], [528], [-4042], [3144], [2014], [3666], [2090], [-2542], [-992], [1098], [2954], [678], [-2664], [3458], [1092], [3714], [-3672], [-642], [1424], [4762], [-4806], [298], [-318], [-1496], [6258], [2926], [7290], [10184], [7198], [-6174], [5798], [-10050], [6300], [8494], [1942], [5318], [5472], [-9366], [-13502], [5466], [6074], [8922], [8882], [-3738], [6754], [-7270], [11136], [-1974], [-10838], [-15642], [-2276], [-10164], [14034], [11350], [7320], [-7630], [-4314], [-8058], [-3414], [-15752], [-11554], [8134], [-10290], [-22428], [21978], [8378], [15658], [-20028], [21006], [9984], [-12790], [-10310], [18178], [-22818], [-25702], [23396], [90], [18934], [2124], [7482], [27996], [11198], [21334], [-11550], [25590], [-3358], [-4758], [-12226], [-3774], [-3980], [18490], [-24448], [32274], [9890], [-13394], [30198], [8174], [-7842], [28294], [2970], [8034], [21110], [6702], [-6290], [38346], [-7066], [-2370], [-16742], [-210], [26528], [-21108], [-16022], [11034], [-23384], [-534], [-30014], [45246], [24176], [-5070], [-27530], [27726], [50406], [19746], [16720], [28128], [60174], [-40566], [-26422], [-55982], [9794], [-48870], [39516], [25274], [-1362], [44626], [-2020], [-1278], [-43282], [25062], [26944], [-41230], [59740], [-8010], [-16166], [69606], [-5064], [3234], [22282], [50992], [33578], [-6102], [29614], [-50622], [-77152], [-14814], [-59850], [21942], [-2974], [15370], [49638], [-43812], [3630], [-38626], [-37310], [44534], [60540], [-88362], [-32536], [-40140], [786], [-31036], [-24098], [-46326], [-38018], [-2580], [7806], [-25198], [-37652], [-70782], [-68706], [93150], [34142], [-70774], [-6846], [-78326], [86160], [90386], [39294], [-68970], [-31064], [-46350], [-22166], [-58354], [-85612], [-55746], [81784], [50688], [8930], [-51942], [22854], [46308], [3618], [-48364], [16108], [-67822], [-90234], [-81078], [-59774], [522], [14408], [70992], [64474], [79434], [50208], [46154], [-6666], [45156], [-83842], [102646], [4794], [-4166], [-43598], [33480], [124742], [19090], [46254], [-2356], [-117978], [28218], [117730], [10002], [63686], [-17888], [-89114], [72956], [-105842], [-74792], [-27852], [18314], [88358], [-112704], [-129276], [-48958], [-124698], [37550], [97702], [67128], [66166], [14202], [-121732], [-72666], [-69882], [-128514], [20106], [64650], [-86582], [68406], [6032], [-48138], [-109734], [-136148], [63538], [95574], [-67186], [168654], [-116290], [-67394], [151176], [-7594], [1272], [-24254], [128550], [76662], [-162414], [11572], [93900], [-75430], [-109200], [-146886], [53158], [-62958], [59546], [110086], [-99354], [-11132], [-59322], [-85678], [135470], [-80462], [64290], [-40590], [-86578], [86682], [-99358], [-112608], [94394], [4506], [14294], [130062], [-63742], [-122672], [-96878], [-110490], [138870], [-69712], [-198114], [-107454], [-219202], [-172376], [107946], [-118518], [134624], [84286], [147318], [178738], [87770], [148482], [72420], [137262], [-155586], [208200], [-53174], [-107430], [-120156], [8922], [133396], [-72938], [-5622], [43756], [-207526], [-106632], [-12934], [95598], [25554], [-234952], [99418], [200670], [-88722], [-39518], [-38430], [-61130], [57750], [60534], [106114], [-36186], [-255982], [-106242], [1028], [-106034], [131182], [113436], [-67918], [69066], [-84876], [100528], [85140], [-159410], [-158824], [98826], [-49558], [105954], [160550], [-107238], [-72380], [66390], [158046], [173858], [-204026], [-211890], [-194492], [170646], [-198866], [-34866], [155808], [156854], [-3866], [255198], [160278], [289714], [-98226], [-77508], [234870], [-138830], [18882], [64992], [287446], [105642], [-225522], [-156150], [-36700], [268806]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 67109289, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '425.4.a.a', 'level': 425, 'maxp': 2999, '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': [21, 15, 18, 22], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [3, 3, 3, 3], 'ALdims_old': [15, 15, 11, 13], 'Nk2': 6800, 'analytic_conductor': 25.075811752439762, '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': [425, 1, [52, 326], [1, 1]], 'conrey_index': 1, 'cusp_dim': 130, 'dim': 76, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 3], 'hecke_orbit_code': 67109289, 'hecke_orbit_dims': [1, 1, 1, 1, 2, 3, 3, 3, 5, 6, 6, 10, 10, 12, 12], 'label': '425.4.a', 'level': 425, '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': [5, 17], 'level_radical': 85, 'mf_dim': 142, 'mf_new_dim': 76, 'num_forms': 15, 'plus_dim': 43, 'prim_orbit_index': 1, 'relative_dim': 76, 'sturm_bound': 180, 'trace_bound': 3, 'trace_display': [-2, 4, 0, 18], 'traces': [76, -2, 4, 314, 0, -10, 18, 66, 624, 0, 92, 190, 20, -36, 0, 1074, -34, 294, -36, 0, 48, -150, -182, 354, 0, 460, -476, 100, -214, 0, 22, 766, 292, 68, 0, 2050, 490, -1600, 828, 0, 276, -220, 712, -1294, 0, 464, -368, 962, 3868, 0, 204, -268, 820, -980, 0, 1744, 672, 2686, -328, 0, 1534, 712, -2338, 4626, 0, -732, -2500, -408, -5016, 0, -650, 5882, -1848, 530, 0, -1088, -592, 2424, -2362, 0, 6824, -4420, 1560, 5556, 0, 2540, 884, -90, -3096, 0, 2432, -5268, -4152, 2440, 0, -1578, 2180, 1122, 9168, 0, -5012, -2074, 88, 5804, 0, 2588, 272, 3128, 4018, 0, 3220, -4112, -1616, -5180, 0, 7790, 6524, 1868, 1530, 0, 8112, -642, -1200, 4136, 0, -11040, 6716, -1966, -4536, 0, -2416, 6368, 5384, -10716, 0, -1020, 2708, 7132, 3924, 0, -488, -7080, -676, -15950, 0, -14232, 4200, 2538, 1304, 0, -4916, -18072, -374, -12576, 0, -12888, 6576, -9012, -168, 0, -216, -394, 9840, -21188, 0, 316, -4346, -10396, 19540, 0, -7340, -4752, 3366, -22248, 0, -16574, -9520, -7296, -5996, 0, 10454, -2948, -16788, 17584, 0, -22500, -1564, -16052, 9040, 0, -11544, 16078, -596, -18576, 0, 3078, 4018, -13186, -2590, 0, 14200, 2692, 15652, 3570, 0, -31648, -9898, 10388, -3936, 0, -8664, 12776, 9784, -22570, 0, 12712, 16056, -486, 31704, 0, 1496, 11304, -5340, 13148, 0, 32348, -12360, -13896, 10872, 0, 2676, 34750, 5704, -3664, 0, -13812, -20616, -136, -14072, 0, -5708, 15334, -27748, -7098, 0, 14676, 6608, 4348, -30880, 0, 21356, -42080, 4800, 37136, 0, 1250, -16692, 27652, -11604, 0, -9198, 3906, -17116, -65820, 0, -16756, -9316, -29512, 37402, 0, 25056, -4080, 4592, 5852, 0, -33056, 14038, 44030, 5778, 0, -13532, 39748, -2260, 4416, 0, -15948, -4052, 63238, 21964, 0, -32656, -34960, 14448, 7026, 0, 16834, 2936, -26748, -15464, 0, -19944, -23160, 5084, -6504, 0, 6936, -624, 64468, 20064, 0, 27498, -33832, 3628, -5440, 0, -17156, 23306, -41412, 32220, 0, 10188, -36940, -6052, -8530, 0, 53982, 500, -89060, 19288, 0, 31672, 55048, 10906, -40156, 0, 45900, -10312, 2186, 9176, 0, 14984, -40000, 5064, 15628, 0, -38314, 4544, -19256, -40964, 0, 13048, 7042, -40940, 42780, 0, -83636, 9248, 37384, -40236, 0, 22676, 32266, 18408, 39092, 0, -14896, 19446, -24576, 15684, 0, 34868, -30964, 51180, 578, 0, 17416, -33860, 36440, -6108, 0, 44440, -12056, 3428, 44866, 0, 85924, 38192, -31016, 7600, 0, 5474, 12614, 23324, -39946, 0, 102054, 33794, -10564, 32432, 0, -23996, 40116, -26824, 43188, 0, -31984, -5468, -21454, 56284, 0, 1132, -7844, -69744, 3312, 0, 154628, -8988, 45592, 23084, 0, 72540, 9574, 76088, 32380, 0, -41220, -9692, 55282, -35688, 0, 25462, 41096, -29904, -2524, 0, 42238, 13272, -83652, 81758, 0, -63880, 11084, 11028, -72744, 0, -110056, 48048, 98932, 52524, 0, -32000, -23072, -79520, 76342, 0, -30956, -55792, 85400, -3060, 0, -68260, 5260, 43944, -70082, 0, 46808, 52092, 31708, 664, 0, 38808, 40740, 16520, -56156, 0, 19448, -33004, 70560, 31130, 0, 56756, -103940, -11324, 93830, 0, -35206, 10998, -133850, -15956, 0, -6780, -78876, -18258, -84848, 0, -85284, -29184, -184996, 26248, 0, -49288, -20380, 58334, -148696, 0, 84040, 7852, 42540, -98504, 0, 62196, -71986, -1328, -19764, 0, -191604, 4400, -134936, 24116, 0, -6780, 51318, -102452, -40442, 0, -85632, -2074, 31840, 42164, 0, 21248, 109328, 65776, -28304, 0, -34404, -53344, -69342, -17344, 0, 4038, 39880, 141940, -12172, 0, -88956, 664, 120268, -51522, 0, 27848, 38172, 71840, -386, 0, 109242, 41300, -173052, 912, 0, 24412, 46112, 23424, 79688, 0, 139902, -11554, -48940, -97104, 0, -81012, -50032, -61192, 155888, 0, -117718, -52388, -578, -100744, 0, -121584, -116140, -175720, -95008, 0, 183836, -10308, 257858, 76976, 0, 131956, 100034, 52488, -96056, 0, -134000, -3744, 22500, 68232, 0, -197656, 15676, -126380, 33600, 0, 113400, 15938, -186000, -79120, 0, -182872, 17068, 22264, -26176, 0, -266896, -624, 247868, -56336, 0, -124816, -199684, -67272, -102916, 0, 51060, 12864, 197804, 2958, 0, -56020, 36680, 177292, 141738, 0, -53432, 66492, 90264, 54962, 0, 45220, 115760, -52508, 37808, 0, 26384, -58520, 167850, -155936, 0, 365204, 14638, -101090, 97384, 0, -140348, 18784, -152676, -12480, 0, 47476, -26092, -32028, 144436, 0, -101258, -65396, -230668, -68072, 0, -13892, -183708, 116796, 172244, 0, 191234, 14874, -36284, -37996, 0, -188268, 46564, 43948, 5168, 0, -186144, 20940, -200056, 12816, 0, 46828, 178926, -286712, -60150, 0, -212920, 13872, 32224, -129936, 0, -127924, 134288, 108144, -141270, 0, 111564, -177544, -220952, -190374, 0, 31098, 26776, 168480, -9792, 0, -36456, 8024, 188952, 74550, 0, 90656, 45430, 68864, 75362, 0, 120594, 96792, -154372, -76716, 0, 33728, -116768, 82108, -166932, 0, 413080, -6512, -77164, -70580, 0, -318648, 24760, -83214, -59164, 0, 43908, -41080, -59330, -12584, 0, 84062, -140084, -313288, 45080, 0, 120460, -96792, 121062, 205492, 0, -38468, 243068, 33252, -182968, 0, 32216, -5336, 135746, 74868, 0, -31364, -7852, -147696, 115540, 0, -59968, 140296, -189864, -185872, 0, -197352, 40664, 173712, 78766, 0, -156008, 76068, 227122, -197392, 0, -81468, -257854, -58124, 172566, 0, 388060, -20980, 484208, -6256, 0, -11328, 102768, 114136, 239824, 0, 68052, -36380, 95196, 51580, 0, 75584, -20392, -166024, 115096, 0, -20298, -40040, 198400, -74624, 0, 16806, -123584, -11686, 32160, 0, -23532, -1592, -323088, 58232, 0, -161324, -59692, -48450, 105432, 0, 102176, -154368, -384758, -222842, 0, 192256, -14916, 301016, 365186, 0, 466984, 127046, 133112, -146788, 0, 213708, 1916, 21382, 233952, 0, -140478, 104860, -221528, 152000, 0, 126120, -2988, -161568, 77340, 0, -295700, 1156, 245460, -79648, 0, -90184, 179570, 186860, 167464, 0, 72716, -50202, -27936, 216128, 0, 59512, -5918, 238596, -50252, 0, -144500, -176858, 409904, 46520, 0, -91152, 24364, -16696, -6128, 0, 192336, 176800, -122404, 24748, 0, 31688, -1964, 132656, 159948, 0, 600440, -17516, -242658, -27684, 0, -136738, 32888, -211336, 15960, 0, -1864, -24360, -95336, 124080, 0, -238056, -97088, -321848, -67168, 0, 545424, 81504, 400686, -107004, 0, 238060, 221380, 125736, 123296, 0, -265152, -71700, 22140, 82488, 0, -75730, 23588, -67620, -31812, 0, 708744, 110076, -486884, 18080, 0, -41460, 71196, -1104, 152208, 0, 82040, 90984, 156860, 37912, 0, 108308, 41748, -43220, 70560, 0, 212692, -54244, 517146, 38896, 0, -305624, 108594, 128912, 4280, 0, 72334, 270888, 130992, -75060, 0, 376618, 56952, -58934, -211020, 0, 91902, -297936, 199704, 58736, 0, 229110, -224784, -172688, -21708, 0, -415024, -55790, -288122, -32376, 0], 'weight': 4, '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: 312409
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '425.4.a.a', 'source_level': 425, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '85.4.a.c', 'target_level': 85, 'twist_class_label': '85.4.a.c', 'twist_class_level': 85, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 4}
  • id: 312410
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '425.4.a.a', 'source_level': 425, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '425.4.a.a', 'target_level': 425, 'twist_class_label': '85.4.a.c', 'twist_class_level': 85, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 4}
  • id: 312411
    {'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '425.4.a.a', 'source_level': 425, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '425.4.b.d', 'target_level': 425, 'twist_class_label': '85.4.a.c', 'twist_class_level': 85, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 4}
  • id: 312412
    {'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '425.4.a.a', 'source_level': 425, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '765.4.a.a', 'target_level': 765, 'twist_class_label': '85.4.a.c', 'twist_class_level': 85, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 4}
  • id: 312413
    {'conductor': 20, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '425.4.a.a', 'source_level': 425, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '1360.4.a.a', 'target_level': 1360, 'twist_class_label': '85.4.a.c', 'twist_class_level': 85, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 4}
  • id: 312414
    {'conductor': 85, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '425.4.a.a', 'source_level': 425, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '1445.4.a.f', 'target_level': 1445, 'twist_class_label': '85.4.a.c', 'twist_class_level': 85, 'twisting_char_label': '85.c', 'twisting_char_orbit': 3, 'weight': 4}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 867900
    {'charpoly_factorization': [[[3, 1], 1]], 'hecke_orbit_code': 67109289, 'p': 2}
  • id: 867901
    {'charpoly_factorization': [[[10, 1], 1]], 'hecke_orbit_code': 67109289, 'p': 3}
  • id: 867902
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 67109289, 'p': 5}
  • id: 867903
    {'charpoly_factorization': [[[-22, 1], 1]], 'hecke_orbit_code': 67109289, 'p': 7}
  • id: 867904
    {'charpoly_factorization': [[[30, 1], 1]], 'hecke_orbit_code': 67109289, 'p': 11}
  • id: 867905
    {'charpoly_factorization': [[[-46, 1], 1]], 'hecke_orbit_code': 67109289, 'p': 13}
  • id: 867906
    {'charpoly_factorization': [[[17, 1], 1]], 'hecke_orbit_code': 67109289, 'p': 17}
  • id: 867907
    {'charpoly_factorization': [[[-104, 1], 1]], 'hecke_orbit_code': 67109289, 'p': 19}
  • id: 867908
    {'charpoly_factorization': [[[42, 1], 1]], 'hecke_orbit_code': 67109289, 'p': 23}
  • id: 867909
    {'charpoly_factorization': [[[66, 1], 1]], 'hecke_orbit_code': 67109289, 'p': 29}
  • id: 867910
    {'charpoly_factorization': [[[-194, 1], 1]], 'hecke_orbit_code': 67109289, 'p': 31}
  • id: 867911
    {'charpoly_factorization': [[[206, 1], 1]], 'hecke_orbit_code': 67109289, 'p': 37}
  • id: 867912
    {'charpoly_factorization': [[[126, 1], 1]], 'hecke_orbit_code': 67109289, 'p': 41}
  • id: 867913
    {'charpoly_factorization': [[[-388, 1], 1]], 'hecke_orbit_code': 67109289, 'p': 43}
  • id: 867914
    {'charpoly_factorization': [[[-540, 1], 1]], 'hecke_orbit_code': 67109289, 'p': 47}
  • id: 867915
    {'charpoly_factorization': [[[78, 1], 1]], 'hecke_orbit_code': 67109289, 'p': 53}
  • id: 867916
    {'charpoly_factorization': [[[-432, 1], 1]], 'hecke_orbit_code': 67109289, 'p': 59}
  • id: 867917
    {'charpoly_factorization': [[[610, 1], 1]], 'hecke_orbit_code': 67109289, 'p': 61}
  • id: 867918
    {'charpoly_factorization': [[[848, 1], 1]], 'hecke_orbit_code': 67109289, 'p': 67}
  • id: 867919
    {'charpoly_factorization': [[[174, 1], 1]], 'hecke_orbit_code': 67109289, 'p': 71}
  • id: 867920
    {'charpoly_factorization': [[[362, 1], 1]], 'hecke_orbit_code': 67109289, 'p': 73}
  • id: 867921
    {'charpoly_factorization': [[[-398, 1], 1]], 'hecke_orbit_code': 67109289, 'p': 79}
  • id: 867922
    {'charpoly_factorization': [[[828, 1], 1]], 'hecke_orbit_code': 67109289, 'p': 83}
  • id: 867923
    {'charpoly_factorization': [[[-630, 1], 1]], 'hecke_orbit_code': 67109289, 'p': 89}
  • id: 867924
    {'charpoly_factorization': [[[-1486, 1], 1]], 'hecke_orbit_code': 67109289, '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': 1, 'label': '425.4.a.a', 'level': 425, '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: 2683716
    {'hecke_orbit_code': 67109289, 'n': 1, 'trace_an': 1}
  • id: 2683717
    {'hecke_orbit_code': 67109289, 'n': 2, 'trace_an': -3}
  • id: 2683718
    {'hecke_orbit_code': 67109289, 'n': 3, 'trace_an': -10}
  • id: 2683719
    {'hecke_orbit_code': 67109289, 'n': 4, 'trace_an': 1}
  • id: 2683720
    {'hecke_orbit_code': 67109289, 'n': 5, 'trace_an': 0}
  • id: 2683721
    {'hecke_orbit_code': 67109289, 'n': 6, 'trace_an': 30}
  • id: 2683722
    {'hecke_orbit_code': 67109289, 'n': 7, 'trace_an': 22}
  • id: 2683723
    {'hecke_orbit_code': 67109289, 'n': 8, 'trace_an': 21}
  • id: 2683724
    {'hecke_orbit_code': 67109289, 'n': 9, 'trace_an': 73}
  • id: 2683725
    {'hecke_orbit_code': 67109289, 'n': 10, 'trace_an': 0}
  • id: 2683726
    {'hecke_orbit_code': 67109289, 'n': 11, 'trace_an': -30}
  • id: 2683727
    {'hecke_orbit_code': 67109289, 'n': 12, 'trace_an': -10}
  • id: 2683728
    {'hecke_orbit_code': 67109289, 'n': 13, 'trace_an': 46}
  • id: 2683729
    {'hecke_orbit_code': 67109289, 'n': 14, 'trace_an': -66}
  • id: 2683730
    {'hecke_orbit_code': 67109289, 'n': 15, 'trace_an': 0}
  • id: 2683731
    {'hecke_orbit_code': 67109289, 'n': 16, 'trace_an': -71}
  • id: 2683732
    {'hecke_orbit_code': 67109289, 'n': 17, 'trace_an': -17}
  • id: 2683733
    {'hecke_orbit_code': 67109289, 'n': 18, 'trace_an': -219}
  • id: 2683734
    {'hecke_orbit_code': 67109289, 'n': 19, 'trace_an': 104}
  • id: 2683735
    {'hecke_orbit_code': 67109289, 'n': 20, 'trace_an': 0}
  • id: 2683736
    {'hecke_orbit_code': 67109289, 'n': 21, 'trace_an': -220}
  • id: 2683737
    {'hecke_orbit_code': 67109289, 'n': 22, 'trace_an': 90}
  • id: 2683738
    {'hecke_orbit_code': 67109289, 'n': 23, 'trace_an': -42}
  • id: 2683739
    {'hecke_orbit_code': 67109289, 'n': 24, 'trace_an': -210}
  • id: 2683740
    {'hecke_orbit_code': 67109289, 'n': 25, 'trace_an': 0}
  • id: 2683741
    {'hecke_orbit_code': 67109289, 'n': 26, 'trace_an': -138}
  • id: 2683742
    {'hecke_orbit_code': 67109289, 'n': 27, 'trace_an': -460}
  • id: 2683743
    {'hecke_orbit_code': 67109289, 'n': 28, 'trace_an': 22}
  • id: 2683744
    {'hecke_orbit_code': 67109289, 'n': 29, 'trace_an': -66}
  • id: 2683745
    {'hecke_orbit_code': 67109289, 'n': 30, 'trace_an': 0}
  • id: 2683746
    {'hecke_orbit_code': 67109289, 'n': 31, 'trace_an': 194}
  • id: 2683747
    {'hecke_orbit_code': 67109289, 'n': 32, 'trace_an': 45}
  • id: 2683748
    {'hecke_orbit_code': 67109289, 'n': 33, 'trace_an': 300}
  • id: 2683749
    {'hecke_orbit_code': 67109289, 'n': 34, 'trace_an': 51}
  • id: 2683750
    {'hecke_orbit_code': 67109289, 'n': 35, 'trace_an': 0}
  • id: 2683751
    {'hecke_orbit_code': 67109289, 'n': 36, 'trace_an': 73}
  • id: 2683752
    {'hecke_orbit_code': 67109289, 'n': 37, 'trace_an': -206}
  • id: 2683753
    {'hecke_orbit_code': 67109289, 'n': 38, 'trace_an': -312}
  • id: 2683754
    {'hecke_orbit_code': 67109289, 'n': 39, 'trace_an': -460}
  • id: 2683755
    {'hecke_orbit_code': 67109289, 'n': 40, 'trace_an': 0}
  • id: 2683756
    {'hecke_orbit_code': 67109289, 'n': 41, 'trace_an': -126}
  • id: 2683757
    {'hecke_orbit_code': 67109289, 'n': 42, 'trace_an': 660}
  • id: 2683758
    {'hecke_orbit_code': 67109289, 'n': 43, 'trace_an': 388}
  • id: 2683759
    {'hecke_orbit_code': 67109289, 'n': 44, 'trace_an': -30}
  • id: 2683760
    {'hecke_orbit_code': 67109289, 'n': 45, 'trace_an': 0}
  • id: 2683761
    {'hecke_orbit_code': 67109289, 'n': 46, 'trace_an': 126}
  • id: 2683762
    {'hecke_orbit_code': 67109289, 'n': 47, 'trace_an': 540}
  • id: 2683763
    {'hecke_orbit_code': 67109289, 'n': 48, 'trace_an': 710}
  • id: 2683764
    {'hecke_orbit_code': 67109289, 'n': 49, 'trace_an': 141}
  • id: 2683765
    {'hecke_orbit_code': 67109289, 'n': 50, 'trace_an': 0}
  • id: 2683766
    {'hecke_orbit_code': 67109289, 'n': 51, 'trace_an': 170}
  • id: 2683767
    {'hecke_orbit_code': 67109289, 'n': 52, 'trace_an': 46}
  • id: 2683768
    {'hecke_orbit_code': 67109289, 'n': 53, 'trace_an': -78}
  • id: 2683769
    {'hecke_orbit_code': 67109289, 'n': 54, 'trace_an': 1380}
  • id: 2683770
    {'hecke_orbit_code': 67109289, 'n': 55, 'trace_an': 0}
  • id: 2683771
    {'hecke_orbit_code': 67109289, 'n': 56, 'trace_an': 462}
  • id: 2683772
    {'hecke_orbit_code': 67109289, 'n': 57, 'trace_an': -1040}
  • id: 2683773
    {'hecke_orbit_code': 67109289, 'n': 58, 'trace_an': 198}
  • id: 2683774
    {'hecke_orbit_code': 67109289, 'n': 59, 'trace_an': 432}
  • id: 2683775
    {'hecke_orbit_code': 67109289, 'n': 60, 'trace_an': 0}
  • id: 2683776
    {'hecke_orbit_code': 67109289, 'n': 61, 'trace_an': -610}
  • id: 2683777
    {'hecke_orbit_code': 67109289, 'n': 62, 'trace_an': -582}
  • id: 2683778
    {'hecke_orbit_code': 67109289, 'n': 63, 'trace_an': 1606}
  • id: 2683779
    {'hecke_orbit_code': 67109289, 'n': 64, 'trace_an': 433}
  • id: 2683780
    {'hecke_orbit_code': 67109289, 'n': 65, 'trace_an': 0}
  • id: 2683781
    {'hecke_orbit_code': 67109289, 'n': 66, 'trace_an': -900}
  • id: 2683782
    {'hecke_orbit_code': 67109289, 'n': 67, 'trace_an': -848}
  • id: 2683783
    {'hecke_orbit_code': 67109289, 'n': 68, 'trace_an': -17}
  • id: 2683784
    {'hecke_orbit_code': 67109289, 'n': 69, 'trace_an': 420}
  • id: 2683785
    {'hecke_orbit_code': 67109289, 'n': 70, 'trace_an': 0}
  • id: 2683786
    {'hecke_orbit_code': 67109289, 'n': 71, 'trace_an': -174}
  • id: 2683787
    {'hecke_orbit_code': 67109289, 'n': 72, 'trace_an': 1533}
  • id: 2683788
    {'hecke_orbit_code': 67109289, 'n': 73, 'trace_an': -362}
  • id: 2683789
    {'hecke_orbit_code': 67109289, 'n': 74, 'trace_an': 618}
  • id: 2683790
    {'hecke_orbit_code': 67109289, 'n': 75, 'trace_an': 0}
  • id: 2683791
    {'hecke_orbit_code': 67109289, 'n': 76, 'trace_an': 104}
  • id: 2683792
    {'hecke_orbit_code': 67109289, 'n': 77, 'trace_an': -660}
  • id: 2683793
    {'hecke_orbit_code': 67109289, 'n': 78, 'trace_an': 1380}
  • id: 2683794
    {'hecke_orbit_code': 67109289, 'n': 79, 'trace_an': 398}
  • id: 2683795
    {'hecke_orbit_code': 67109289, 'n': 80, 'trace_an': 0}
  • id: 2683796
    {'hecke_orbit_code': 67109289, 'n': 81, 'trace_an': 2629}
  • id: 2683797
    {'hecke_orbit_code': 67109289, 'n': 82, 'trace_an': 378}
  • id: 2683798
    {'hecke_orbit_code': 67109289, 'n': 83, 'trace_an': -828}
  • id: 2683799
    {'hecke_orbit_code': 67109289, 'n': 84, 'trace_an': -220}
  • id: 2683800
    {'hecke_orbit_code': 67109289, 'n': 85, 'trace_an': 0}
  • id: 2683801
    {'hecke_orbit_code': 67109289, 'n': 86, 'trace_an': -1164}
  • id: 2683802
    {'hecke_orbit_code': 67109289, 'n': 87, 'trace_an': 660}
  • id: 2683803
    {'hecke_orbit_code': 67109289, 'n': 88, 'trace_an': -630}
  • id: 2683804
    {'hecke_orbit_code': 67109289, 'n': 89, 'trace_an': 630}
  • id: 2683805
    {'hecke_orbit_code': 67109289, 'n': 90, 'trace_an': 0}
  • id: 2683806
    {'hecke_orbit_code': 67109289, 'n': 91, 'trace_an': 1012}
  • id: 2683807
    {'hecke_orbit_code': 67109289, 'n': 92, 'trace_an': -42}
  • id: 2683808
    {'hecke_orbit_code': 67109289, 'n': 93, 'trace_an': -1940}
  • id: 2683809
    {'hecke_orbit_code': 67109289, 'n': 94, 'trace_an': -1620}
  • id: 2683810
    {'hecke_orbit_code': 67109289, 'n': 95, 'trace_an': 0}
  • id: 2683811
    {'hecke_orbit_code': 67109289, 'n': 96, 'trace_an': -450}
  • id: 2683812
    {'hecke_orbit_code': 67109289, 'n': 97, 'trace_an': 1486}
  • id: 2683813
    {'hecke_orbit_code': 67109289, 'n': 98, 'trace_an': -423}
  • id: 2683814
    {'hecke_orbit_code': 67109289, 'n': 99, 'trace_an': -2190}
  • id: 2683815
    {'hecke_orbit_code': 67109289, 'n': 100, 'trace_an': 0}