Newform data - 75.6.a.d

Formats: - HTML - YAML - JSON - 2026-07-21T16:36:25.072376

• 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': 2700, 'analytic_conductor': 12.028786485973548, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [5, -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': [75, 1, [26, 52], [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, [-4, 1]]], 'hecke_orbit': 4, 'hecke_orbit_code': 13510798982774859, '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': True, 'label': '75.6.a.d', 'level': 75, '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], 'level_radical': 15, 'minimal_twist': '75.6.a.b', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+4q^{2}+9q^{3}-2^{4}q^{4}+6^{2}q^{6}-15^{2}q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '75.6.a', 'trace_display': [4, 9, 0, -225], 'trace_hash': 1687900548207685257, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.014', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.081', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5.321', 'prec': 17}], 'trace_zratio': 0, 'traces': [1, 4, 9, -16, 0, 36, -225, -192, 81, 0, -434, -144, 613, -900, 0, -256, -878, 324, -731, 0, -2025, -1736, 2850, -1728, 0, 2452, 729, 3600, -7582, 0, 2175, 5120, -3906, -3512, 0, -1296, -9310, -2924, 5517, 0, -12040, -8100, -1121, 6944, 0, 11400, 29878, -2304, 33818, 0, -7902, -9808, 5740, 2916, 0, 43200, -6579, -30328, -5174, 0, -38717, 8700, -18225, 28672, 0, -15624, 31707, 14048, 25650, 0, 64472, -15552, -19790, -37240, 0, 11696, 97650, 22068, -105000, 0, 6561, -48160, -3318, 32400, 0, -4484, -68238, 83328, -65376, 0, -137925, -45600, 19575, 119512, 0, 46080, -89143, 135272, -35154, 0, -94644, -31608, -113956, -117696, 0, 22960, -19212, -11664, -152791, 0, -83790, 57600, 4012, -26316, 0, 121312, 49653, -20696, 197550, 0, 27305, -154868, -108360, -34800, 0, -72900, -36368, -49152, -10089, 0, -43932, 62496, 164475, 126828, 0, 168576, 185214, 102600, 115916, 0, 268902, 257888, -266042, -20736, 0, -79160, 304362, 148960, 33122, 0, 431317, 140352, -71118, 390600, 0, -88272, 40439, -420000, 51660, 0, -641250, 26244, -116299, 192640, 0, -13272, -632700, 388800, 4476, 0, -59211, 17936, 108222, -272952, 0, 111104, -46566, -261504, 496570, 0, 105365, -551700, -348453, -547200, 0, 78300, 381052, -478048, -164025, 0, 427346, 258048, 646427, -356572, 0, -541088, -546954, -140616, -581783, 0, 285363, -378576, 1705950, 126432, 0, -455824, 230850, -156928, 317254, 0, -441355, -91840, 580248, -76848, 0, -139968, -489375, -611164, -178110, 0, -538214, -335160, -330457, -1152000, 0, 16048, 1125080, 105264, -977379, 0, 878850, 1455744, 334584, 198612, 0, 82784, -945000, 790200, 218764, 0, 734041, 109220, 59049, 619472, 0, -433440, -448103, -417600, -29862, 0, 1183812, 291600, -1236900, -145472, 0, -1114112, -333732, -40356, 2094750, 0, -614142, -175728, -731104, 749952, 0, 657900, -588384, -507312, 734254, 0, 335056, 224768, -1241325, 740856, 0, -410400, -1582599, 463664, 176175, 0, 1087134, 1075608, -607407, -1031552, 0, -1064168, 2709000, 414720, -648973, 0, -802287, 316640, 1233006, 1217448, 0, 1787520, -316386, 132488, 1747050, 0, 252225, 1725268, -851796, 187136, 0, -284472, 562753, -1562400, -1025604, 0, -2396454, -1059264, 1528331, 161756, 0, 1680000, 1000328, 206640, 3290588, 0, -172908, -2565000, 641818, -104976, 0, -465196, -1375119, 2311680, -6722550, 0, 2290932, 53088, -754110, -2530800, 0, 518400, 1289041, 17904, 36108, 0, -943950, -236844, -3827475, 215232, 0, 432888, 19102, 1091808, -3246902, 0, 446877, -2222080, 4288038, -186264, 0, 1046016, 1777950, 1986280, 88656, 0, -1941738, 421460, 245745, 2206800, 0, -1393812, -2041839, -729600, -975240, 0, -1291500, -313200, -806321, 1524208, 0, -5736576, -4647766, -656100, -2413145, 0, -327312, 1709384, -1458564, -442368, 0, 2585708, -90801, 1426288, 2656176, 0, -2502300, -6493056, -395388, -2187816, 0, 562464, 1686643, -2327132, 1480275, 0, -2125332, 1141452, 1333275, 1514304, 0, 6823800, 4040540, 1517184, 1971581, 0, 1666926, 1823296, 1164150, 923400, 0, 3138560, 1043244, 1269016, 1757444, 0, -2839466, -1765420, 2420118, -1102080, 0, 2320992, 8711325, 307392, -2394378, 0, -4693350, -186624, -6713429, -1957500, 0, 2444656, -2083350, -712440, 3920215, 0, 2739258, -2152856, -6930312, 1340640, 0, -1321828, 298098, -6451200, 4386052, 0, 5225360, -64192, 3881853, 4500320, 0, 1263168, 2419510, -3909516, -640062, 0, -366228, 3515400, 6625344, 1940992, 0, 1338336, 3384758, -794448, -7134075, 0, 363951, 993408, 486514, -3780000, 0, -3160800, 464940, 875056, 6619050, 0, -5707030, 2936164, -5771250, -436880, 0, 236196, -287383, 7433664, -1046691, 0, 6513368, 1733760, 6656996, -1792412, 0, -556800, -14506200, -119448, -1170371, 0, -5694300, 4735248, -1406512, 3499200, 0, -4947600, 40284, 581888, 3656446, 0, 4452750, -2883584, -532899, -1334928, 0, 161424, -12967052, 8379000, 973998, 0, -2708890, -2456568, -11401391, 702912, 0, -2924416, -1909650, 999936, 1686157, 0, -419094, -2631600, -7380520, -2353536, 0, -6087744, 4469130, 2937016, -14677012, 0, 6950505, 1340224, 948285, -4495360, 0, -4965300, -8085320, -2963424, -3136077, 0, 5542442, -4924800, 23625000, -6330396, 0, -1854656, 14602482, 704700, -687173, 0, 3429468, 4348536, 3546522, -4302432, 0, -2429628, -1476225, -12378624, -14268066, 0, -5485339, 4256672, 3846114, 10836000, 0, 2322432, -2132533, -2595892, 5817843, 0, 746550, -3209148, -2491160, 3799680, 0, 4932024, 2393028, -4869792, -1589925, 0, -4922586, 2383360, 1834784, -1265544, 0, -529952, -5236047, 6988200, -126508, 0, 10379051, 1008900, 2568267, -6901072, 0, -3407184, -366608, -3742720, 15353550, 0, 18315214, 1137888, -7492718, 2251012, 0, -18748800, 2237484, -4102416, 6616481, 0, 2077650, -9585816, 14709600, -1412352, 0, 6113324, 2855286, -647024, 8174180, 0, -6164813, 20160000, -3972195, 4001312, 0, -826560, 20730434, 13162352, 5222232, 0, 4795020, -691632, -1201236, 10260000, 0, 2567272, -10147988, -1259712, 2245516, 0, -4404375, 1860784, -19861414, -5500476, 0, 3082240, -1602990, -26890200, -5733080, 0, -7922438, 9163728, -4843926, 637056, 0, -3016440, -21608700, 10123200, -2974113, 0, 16803178, -10368000, -7753530, 5156164, 0, -71616, -3777774, 144432, 20057175, 0, 10125720, -3775800, -6182904, 947376, 0, -15309900, -8796411, 286976, 3518620, 0, -23847464, -1731552, 7909650, 76408, 0, 13101696, 10571120, -12987608, 3011256, 0, -5812402, 1787508, 6805610, -12443648, 0, 17152152, 21294900, 745056, -7531331, 0, -8505000, 12552192, 6198750, 7111800, 0, -7945120, 1968876, 354624, -8662278, 0, 25640100, -7766952, 6606369, -1685840, 0, 982980, 2944439, 26481600, 531441, 0, 984238, 5575248, 19236254, -8167356, 0, 14592000, -13760838, -3900960, -26390924, 0, -4032927, -5166000, -11516, -3758400, 0, -3225284, -268758, -6096832, 4322700, 0, -24483584, -7648768, 10654308, -18591064, 0, 2624400, -10138451, -9652580, -11132100, 0, -13457076, -1309248, 34377975, -6837536, 0, -5834256, -3171662, -10027008, 21357347, 0, -3003588, -10342832, -25546824, -363204, 0, 17115456, 18852750, 10624704, 8801240, 0, -27980848, -10009200, -5527278, -8657408, 0, -1581552, 13266793, 8751264, -6579936, 0, -902700, 6749568, -23733521, 6746572, 0, 9308528, -12491932, 5921100, -26232884, 0, -5295456, -8501328, 8588860, -4565808, 0, 5333100, 6608286, 18171648, -7835140, 0, 30475077, -27295200, 3015504, 16162160, 0, 2022912, 819451, 7886324, -11171925, 0, -29032986, 6667704, -19993453, 21879552, 0, 4656600, -196388, -3693600, 7050930, 0, -14243391, 17575936, -29692204, 4172976, 0, -5076064, 1585575, 7029776, -32611810, 0, 36975575, -11357864, 9784206, 7061680, 0, 9680472, -6143625, -1469440, -5466663, 0, -26533500, -9283968, -18468729, 34845300, 0, 3688704, -31430972, -9577512, 28076680, 0, 24381000, -18773400, -21195136, 3732480, 0, -26853716, -5840757, 7830000, 45570000, 0, 19436391, 29335872, -7220583, -8333400, 0, 2849760, 37091055, 15680860, 11097054, 0, -9163856, 10957032, 13639559, 8611424, 0, -27721248, 29040138, 16087680, 8182800, 0, -2847474, 5287312, -21840818, 1192392, 0, 11059200, 15723450, 17544208, -16490850, 0, -5039720, 20901440, 2270025, -770304, 0, 15527412, 21209988, -18001280, -7666164, 0, 19526722, 1684224, 1440012, 9678040, 0, 15638064, 9884700, -2560248, -28593035, 0, 5064777, -1464912, 39521336, -14061600, 0, 26501376, -9230436, -38819840, 23876894, 0, -24720958, -5353344, -21568086, 13539032, 0, -9533376, 34667151, -28536300, 13754979, 0, 46418750, 1455804, -34314000, 1324544, 0, 1946056, -21082926, 15120000, -12131270, 0, 9002952, -37929600, 36743848, 1859760, 0, -3500224, 29615292, 26476200, -41673150, 0, -23898526, -22828120, -1556172, -11744656, 0, -23085000, -37623448, -5242560, 5776362, 0, -48920490, -944784, -26081100, -1149532, 0, 9911552, -28444958, -4186764, 28373184, 0, -12376071, 26053472, 45161100, 20805120, 0, 26627984, -60502950, 7169648, -3194850, 0, -28551733, 11136000, 20618388, -58024800, 0, 477792, 32652714, -4681484, -6786990, 0], 'weight': 6, 'weight_parity': 1}
• mf_hecke_nf •

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

  
  {'an': [[1], [4], [9], [-16], [0], [36], [-225], [-192], [81], [0], [-434], [-144], [613], [-900], [0], [-256], [-878], [324], [-731], [0], [-2025], [-1736], [2850], [-1728], [0], [2452], [729], [3600], [-7582], [0], [2175], [5120], [-3906], [-3512], [0], [-1296], [-9310], [-2924], [5517], [0], [-12040], [-8100], [-1121], [6944], [0], [11400], [29878], [-2304], [33818], [0], [-7902], [-9808], [5740], [2916], [0], [43200], [-6579], [-30328], [-5174], [0], [-38717], [8700], [-18225], [28672], [0], [-15624], [31707], [14048], [25650], [0], [64472], [-15552], [-19790], [-37240], [0], [11696], [97650], [22068], [-105000], [0], [6561], [-48160], [-3318], [32400], [0], [-4484], [-68238], [83328], [-65376], [0], [-137925], [-45600], [19575], [119512], [0], [46080], [-89143], [135272], [-35154], [0]], 'ap': [[4], [9], [0], [-225], [-434], [613], [-878], [-731], [2850], [-7582], [2175], [-9310], [-12040], [-1121], [29878], [5740], [-5174], [-38717], [31707], [64472], [-19790], [-105000], [-3318], [-65376], [-89143], [-94644], [-113956], [-19212], [-152791], [4012], [-36368], [-43932], [185214], [115916], [33122], [431317], [40439], [-116299], [-632700], [108222], [496570], [105365], [427346], [646427], [-546954], [-581783], [-441355], [-330457], [1125080], [-977379], [334584], [218764], [734041], [1183812], [-333732], [-731104], [734254], [335056], [-1582599], [1087134], [-607407], [1233006], [562753], [-2396454], [1528331], [1000328], [2290932], [1289041], [19102], [-3246902], [4288038], [88656], [-2041839], [-806321], [-2413145], [-1458564], [2656176], [1686643], [-2125332], [1971581], [1757444], [-2839466], [-4693350], [-6713429], [3920215], [-6930312], [4386052], [2419510], [-366228], [6625344], [3384758], [6619050], [-287383], [6513368], [-1170371], [-1406512], [3656446], [-2708890], [-11401391], [6950505], [-8085320], [14602482], [3546522], [-14268066], [-5485339], [-2132533], [2393028], [1834784], [-126508], [10379051], [-366608], [-7492718], [2237484], [6616481], [-6164813], [4795020], [-1201236], [-10147988], [-19861414], [-5733080], [-7922438], [-7753530], [-3777774], [-6182904], [-23847464], [-5812402], [-7531331], [-8662278], [2944439], [19236254], [-26390924], [-11516], [-24483584], [-10138451], [-13457076], [21357347], [-25546824], [13266793], [-12491932], [-7835140], [30475077], [-29032986], [-19993453], [-196388], [7050930], [-32611810], [-18468729], [-31430972], [28076680], [-21195136], [37091055], [-9163856], [13639559], [29040138], [21209988], [19526722], [-28593035], [23876894], [34667151], [46418750], [-21082926], [36743848], [-37623448], [-48920490], [-28444958], [45161100], [-28551733], [32652714]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 13510798982774859, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '75.6.a.d', 'level': 75, 'maxp': 997, 'weight': 6}
• mf_newspaces •

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

  
  {'ALdims': [3, 4, 5, 3], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [3, 3, 3, 3], 'ALdims_old': [7, 8, 7, 7], 'Nk2': 2700, 'analytic_conductor': 12.028786485973548, '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': [75, 1, [26, 52], [1, 1]], 'conrey_index': 1, 'cusp_dim': 44, 'dim': 15, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 100663371, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 2, 2, 2, 2, 2], 'label': '75.6.a', 'level': 75, '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], 'level_radical': 15, 'mf_dim': 56, 'mf_new_dim': 15, 'num_forms': 10, 'plus_dim': 6, 'prim_orbit_index': 1, 'relative_dim': 15, 'sturm_bound': 60, 'trace_bound': 2, 'trace_display': [2, 9, 0, 272], 'traces': [15, 2, 9, 176, 0, 54, 272, 60, 1215, 0, -288, 828, 146, 2268, 0, 3124, -3538, 162, 4442, 0, -2214, 3444, 576, -1404, 0, 20880, 729, 884, -11526, 0, -15486, 25612, 10548, -23908, 0, 14256, -12598, -59440, 1944, 0, -23286, -29484, 38876, 48720, 0, 3904, 19832, 59904, 71693, 0, -33750, -63688, -53494, 4374, 0, 16920, -14220, 71280, -33432, 0, -87072, 46104, 22032, -172340, 0, -124200, 54932, -244256, -15012, 0, 210120, 4860, -20674, -282372, 0, 23728, -52416, 133668, -32320, 0, 98415, -3996, -103404, 55512, 0, -203148, 14670, 335220, 234762, 0, 29834, 172992, 101088, 640304, 0, 107676, -134218, -327326, -23328, 0, 561822, -218124, 71936, 208032, 0, -81356, 230412, 67068, 291092, 0, -392634, -99388, 137726, -142668, 0, -406944, 11826, -522060, 447108, 0, 781251, 415364, -201222, -1297832, 0, 183708, 478712, 336180, 95526, 0, -199092, 100476, 435520, -142428, 0, -1355152, -998298, -326592, -1114972, 0, 359532, -586776, 788792, 253044, 0, 45204, 517473, -882496, -1294254, 0, 1015950, -976920, -286578, 1149696, 0, 153360, 440162, 1416600, -316062, 0, -2432076, 13122, -1664284, -1948032, 0, -651032, -1451808, -1096740, 2005799, 0, 359802, 1214672, 1052466, 208764, 0, 2471136, 695700, 1056060, 2247840, 0, -1195836, 1675464, -603522, -79400, 0, -746388, 214344, 1713784, -179334, 0, -1481748, -218232, -663514, 5158632, 0, 3922344, -531558, 278964, -2738074, 0, 1617030, -2248656, 157440, -293112, 0, 840192, 46656, -1284544, -235308, 0, -2208246, 1730152, -628632, 276224, 0, -113724, 1929664, -1112780, -380862, 0, -476808, -2076804, 886376, -6515472, 0, 4495588, -1951148, 898200, -550492, 0, -2891268, -488220, -723594, 1691280, 0, -2296608, 1671840, 2506008, -2353608, 0, -421368, 3687226, 59049, 2041504, 0, 3071412, -1079480, -3288120, -1859328, 0, 3394980, 71604, -873888, 3902832, 0, -3560284, -2143218, 2269368, 2472068, 0, -933606, 1146204, 817936, 1207656, 0, -1786380, 1275210, 1326344, 4419762, 0, -2591808, -615368, 237168, 2022236, 0, -3224664, 2259962, -6413960, -1254366, 0, 7863486, -3499704, 1796396, -4379088, 0, -8603496, -4684896, 2074572, -3176515, 0, 361260, -7347028, 992346, 255906, 0, -390600, 854388, 3553560, -1793268, 0, 2480054, 8594624, 2001078, -3937392, 0, -1936548, 1976612, -8299392, 2618136, 0, -1695468, -2435400, -2597554, -4535304, 0, 3644200, 1508962, 4888548, -4098096, 0, 2527092, -5780736, -4100680, 1154736, 0, -5438484, 283950, 7077000, 3217788, 0, 5119140, 8351352, -1020438, -5520472, 0, -1241784, 1122422, -6648114, 567702, 0, 4509228, -4814640, 2365600, 4547736, 0, 4938868, -1732708, 1778940, 4670234, 0, 157464, 9812244, 2505246, -8390952, 0, 10846128, 3267216, -7973340, -174072, 0, 4428153, 6058324, -258723, 20652368, 0, 4639896, -1154008, 7680576, -1886166, 0, -18723816, 250776, 496586, 4326480, 0, -18883288, -7528340, -2388204, -7220290, 0, -6208920, -11679096, 1987896, 7314516, 0, 18551088, 3148956, 730484, 12639318, 0, 415864, -10522260, -6274692, -10502500, 0, 3946320, 10072802, 10693760, 9638730, 0, 7681098, 2102976, -5104928, 1708560, 0, 419760, -8432936, -8927280, 17618888, 0, 6125274, 4486532, 14674560, 316224, 0, -10038216, 4094460, -2363760, -10666308, 0, -893814, -6291416, 1606392, 8752360, 0, -10329552, -7266656, 13751304, -10364868, 0, -15119316, 4852224, -7023754, -46555044, 0, 33616768, -62400, -6946272, -2792710, 0, 5807133, 24546024, -7031604, -14629248, 0, -38613300, -2243610, -15677116, 3467946, 0, -15768072, -4104488, -4032792, -33629032, 0, 2725704, 670862, 85500, -2733750, 0, 9121350, 1492992, 9917336, 12491736, 0, 5218852, 6422212, -5158728, -35566642, 0, 4436964, -29680140, 15203312, 15049800, 0, -16216464, -4333014, -13689480, 12939180, 0, -12536176, -49516, 2071008, 13628072, 0, 354294, 8363312, 13808640, 10994130, 0, 28573548, -336024, 2200020, 23136564, 0, 6859304, -682176, -8100432, 26905322, 0, -4974264, -6608196, 2208736, 1370520, 0, 51389568, -7383393, 10381124, 14444898, 0, 7882724, -603268, -1151820, 17091524, 0, -5633712, -24915456, 5999688, -20848698, 0, -58895586, 5773680, -11514244, 35245824, 0, -45452024, 20048544, 8730108, 24271967, 0, -2707992, 56662000, 3653812, 5451732, 0, 5548008, -1208340, 16280160, -33224988, 0, 44254884, -15463456, 7766838, -12732672, 0, 29401812, 1736372, -22117656, -7052832, 0, 29537316, 4665600, 1517440, -5373120, 0, -8019488, 4284402, 3734424, -5260942, 0, 11730096, -19668036, -44969484, 18103176, 0, 5271420, 1784592, -25272600, -44476098, 0, -8457198, -8509256, -2848032, 8657856, 0, -13959540, 23806262, 8379334, -1661688, 0, 4739364, 17342136, 24118872, -30384600, 0, 8412316, 22017612, 15512076, 4921330, 0, -24788322, -28080568, -11177474, -10060200, 0, -24750096, -7209720, 27126912, -5958864, 0, 31736172, -23570256, 4449492, -46301168, 0, -16200540, -32052808, -16031000, 50184900, 0, 36606996, -19784736, -22011574, 7444524, 0, -41414040, -4937898, 19330308, -22027942, 0, -1215972, 55834104, -33616800, -36740088, 0, 3534336, -24130800, 62547944, 47776548, 0, -53662830, 28155720, 8620308, 33358364, 0, -1143504, -22922238, -3953960, 17019720, 0, 5720154, 4424976, 16579076, 53567088, 0, 66421016, 41697632, 393660, -47703672, 0, -9203058, -69977128, -1291214, -31349808, 0, 24810504, -1674594, -43613952, -32469660, 0, -35998350, -9182016, 29376828, 50248, 0, -22872132, 19701600, -70328256, -5811966, 0, -38198988, -2177604, 7286246, 59052840, 0, -14578416, 28903482, -1907892, 53530178, 0, -5051484, 304128, -30574404, 1921968, 0, -77220060, -19049850, 20782016, -112613028, 0, -55850748, 11392632, -4245696, 63651152, 0, 72167328, -32163636, -3050620, -45527994, 0, 46559298, 10827108, 17510440, 3525984, 0, 75066940, 25707264, -10685700, 29309732, 0, -2617920, 94615920, 26092992, 31782024, 0, 53337840, -17078400, 16049040, 54674556, 0, 22566824, -65020518, 24361218, -64117232, 0, -22435002, -36344608, 42911160, 7971615, 0, -46355892, 21487536, 14175986, -109350540, 0, 19029864, 1167504, -323676, 351788, 0, -16347906, -15619416, 10880816, 11774160, 0, 65136552, -8375724, -86205432, 64023528, 0, 57027072, -26621768, -37373292, -26059392, 0, 4496472, 38571482, 36928520, 47254536, 0, -122297454, 45074196, 14882080, -150607920, 0, -154714664, 237560, -33689376, -5948764, 0, 10328742, -10047508, 29602746, -16454988, 0, 116756688, 18261936, -51337560, 106136280, 0, -15680736, -71949696, 1188270, -29251940, 0, 42138576, -39204508, 59908824, -13340160, 0, 121831224, 27152820, -42132068, 174636504, 0, 130870624, -9134558, -44614800, -100190344, 0, 19015722, 126036444, -9404728, 5300208, 0, -84277812, -16000290, -15512940, -58985790, 0, 85735650, -8566200, -46372032, 73958976, 0, -87788448, 23089840, 72833140, 2416554, 0, -87301494, 1829196, 35947376, 101147376, 0, -46280880, 35389052, 14012352, 79346570, 0, 4834728, -14012848, 54591934, 35377128, 0, -256223952, 8188128, 2580300, -68900340, 0, -55204023, -6395236, 34839018, 72311728, 0, 51864624, -14342704, 116701456, -98100126, 0, 194403384, -8822664, -99297574, -10360524, 0, 9755672, 14131142, -28892664, 179369660, 0, 71466192, -53916096, -70796264, 8721756, 0, 82282416, -10238517, 19748128, 11747040, 0, 70511402, -28378320, -10871658, -236170760, 0, -72690264, -9180238, -33871600, 62644590, 0, -99498654, -26513406, 24995636, -127883280, 0, -102637160, -1920528, -58434480, -60299152, 0, -1889568, -50723788, 97195040, 18629676, 0, -131027040, 17293824, -4201620, 60943620, 0, 34338364, -6135032, 24478848, -15284432, 0, 76544028, -4406068, -40526896, 45507582, 0, -72505860, -20319480, -7405488, -116837532, 0, -164638928, -30186816, -17668044, -116588290, 0, 81584442, -58542216, -72239888, -230832936, 0, 50380992, 5826816, -5291100, -50099898, 0, -5433184, -1720608, -26647272, -8447656, 0, 16850592, 76954382, -17232, 39970800, 0, 240755154, 2054196, -36473088, 74699952, 0, 165617496, 23629572, 70421400, -128453368, 0, -89475678, 96059880, 113904086, -6589836, 0, 4296048, 34391160, -36597480, -61445892, 0, -52569387, 94636024, 18663372, 121499800, 0, -264235608, 55859792, 3952860, -52137324, 0, -154190736, 5432508, 46237120, 283662852, 0, -11512120, -90154738, 28789488, 135395352, 0, 23578452, -61553796, -160544544, 141995160, 0, -31425768, 17296416, -5356880, -95452428, 0, 48725130, -456696, -65013732, 51734736, 0, 122778072, 18858362, -47607280, -31803354, 0], 'weight': 6, 'weight_parity': 1}
• mf_twists_nf •

  Column	Type
  conductor	integer
  degree	integer
  multiplicity	smallint
  order	integer
  parity	smallint
  self_twist_disc	integer
  source_char_orbit	smallint
  source_dim	integer
  source_hecke_orbit	integer
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_char_orbit	smallint
  target_dim	integer
  target_hecke_orbit	integer
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_char_orbit	smallint
  weight	smallint

  
  
  • id: 64395
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': True, 'source_label': '75.6.a.d', 'source_level': 75, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '75.6.a.b', 'target_level': 75, 'twist_class_label': '75.6.a.b', 'twist_class_level': 75, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 64396
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': True, 'source_label': '75.6.a.d', 'source_level': 75, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': True, 'target_label': '75.6.a.d', 'target_level': 75, 'twist_class_label': '75.6.a.b', 'twist_class_level': 75, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
  • id: 64397
    {'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': True, 'source_label': '75.6.a.d', 'source_level': 75, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '75.6.b.c', 'target_level': 75, 'twist_class_label': '75.6.a.b', 'twist_class_level': 75, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 6}
  • id: 64398
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': True, 'source_label': '75.6.a.d', 'source_level': 75, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '225.6.a.b', 'target_level': 225, 'twist_class_label': '75.6.a.b', 'twist_class_level': 75, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 64399
    {'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': True, 'source_label': '75.6.a.d', 'source_level': 75, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '225.6.a.g', 'target_level': 225, 'twist_class_label': '75.6.a.b', 'twist_class_level': 75, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 6}
  • id: 64400
    {'conductor': 15, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': True, 'source_label': '75.6.a.d', 'source_level': 75, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '225.6.b.c', 'target_level': 225, 'twist_class_label': '75.6.a.b', 'twist_class_level': 75, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 232575
    {'charpoly_factorization': [[[-4, 1], 1]], 'hecke_orbit_code': 13510798982774859, 'p': 2}
  • id: 232576
    {'charpoly_factorization': [[[-9, 1], 1]], 'hecke_orbit_code': 13510798982774859, 'p': 3}
  • id: 232577
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 13510798982774859, 'p': 5}
  • id: 232578
    {'charpoly_factorization': [[[225, 1], 1]], 'hecke_orbit_code': 13510798982774859, 'p': 7}
  • id: 232579
    {'charpoly_factorization': [[[434, 1], 1]], 'hecke_orbit_code': 13510798982774859, 'p': 11}
  • id: 232580
    {'charpoly_factorization': [[[-613, 1], 1]], 'hecke_orbit_code': 13510798982774859, 'p': 13}
  • id: 232581
    {'charpoly_factorization': [[[878, 1], 1]], 'hecke_orbit_code': 13510798982774859, 'p': 17}
  • id: 232582
    {'charpoly_factorization': [[[731, 1], 1]], 'hecke_orbit_code': 13510798982774859, 'p': 19}
  • id: 232583
    {'charpoly_factorization': [[[-2850, 1], 1]], 'hecke_orbit_code': 13510798982774859, 'p': 23}
  • id: 232584
    {'charpoly_factorization': [[[7582, 1], 1]], 'hecke_orbit_code': 13510798982774859, 'p': 29}
  • id: 232585
    {'charpoly_factorization': [[[-2175, 1], 1]], 'hecke_orbit_code': 13510798982774859, 'p': 31}
  • id: 232586
    {'charpoly_factorization': [[[9310, 1], 1]], 'hecke_orbit_code': 13510798982774859, 'p': 37}
  • id: 232587
    {'charpoly_factorization': [[[12040, 1], 1]], 'hecke_orbit_code': 13510798982774859, 'p': 41}
  • id: 232588
    {'charpoly_factorization': [[[1121, 1], 1]], 'hecke_orbit_code': 13510798982774859, 'p': 43}
  • id: 232589
    {'charpoly_factorization': [[[-29878, 1], 1]], 'hecke_orbit_code': 13510798982774859, 'p': 47}
  • id: 232590
    {'charpoly_factorization': [[[-5740, 1], 1]], 'hecke_orbit_code': 13510798982774859, 'p': 53}
  • id: 232591
    {'charpoly_factorization': [[[5174, 1], 1]], 'hecke_orbit_code': 13510798982774859, 'p': 59}
  • id: 232592
    {'charpoly_factorization': [[[38717, 1], 1]], 'hecke_orbit_code': 13510798982774859, 'p': 61}
  • id: 232593
    {'charpoly_factorization': [[[-31707, 1], 1]], 'hecke_orbit_code': 13510798982774859, 'p': 67}
  • id: 232594
    {'charpoly_factorization': [[[-64472, 1], 1]], 'hecke_orbit_code': 13510798982774859, 'p': 71}
  • id: 232595
    {'charpoly_factorization': [[[19790, 1], 1]], 'hecke_orbit_code': 13510798982774859, 'p': 73}
  • id: 232596
    {'charpoly_factorization': [[[105000, 1], 1]], 'hecke_orbit_code': 13510798982774859, 'p': 79}
  • id: 232597
    {'charpoly_factorization': [[[3318, 1], 1]], 'hecke_orbit_code': 13510798982774859, 'p': 83}
  • id: 232598
    {'charpoly_factorization': [[[65376, 1], 1]], 'hecke_orbit_code': 13510798982774859, 'p': 89}
  • id: 232599
    {'charpoly_factorization': [[[89143, 1], 1]], 'hecke_orbit_code': 13510798982774859, 'p': 97}
• mf_newform_portraits •

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

  
  {'char_orbit_index': 1, 'hecke_orbit': 4, 'label': '75.6.a.d', 'level': 75, 'portrait': 'data:image/png;base64,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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  Showing the first 100 of 258 matching records in this table.
  • id: 35115583
    {'hecke_orbit_code': 13510798982774859, 'n': 1, 'trace_an': 1}
  • id: 35115584
    {'hecke_orbit_code': 13510798982774859, 'n': 2, 'trace_an': 4}
  • id: 35115585
    {'hecke_orbit_code': 13510798982774859, 'n': 3, 'trace_an': 9}
  • id: 35115586
    {'hecke_orbit_code': 13510798982774859, 'n': 4, 'trace_an': -16}
  • id: 35115587
    {'hecke_orbit_code': 13510798982774859, 'n': 5, 'trace_an': 0}
  • id: 35115588
    {'hecke_orbit_code': 13510798982774859, 'n': 6, 'trace_an': 36}
  • id: 35115589
    {'hecke_orbit_code': 13510798982774859, 'n': 7, 'trace_an': -225}
  • id: 35115590
    {'hecke_orbit_code': 13510798982774859, 'n': 8, 'trace_an': -192}
  • id: 35115591
    {'hecke_orbit_code': 13510798982774859, 'n': 9, 'trace_an': 81}
  • id: 35115592
    {'hecke_orbit_code': 13510798982774859, 'n': 10, 'trace_an': 0}
  • id: 35115593
    {'hecke_orbit_code': 13510798982774859, 'n': 11, 'trace_an': -434}
  • id: 35115594
    {'hecke_orbit_code': 13510798982774859, 'n': 12, 'trace_an': -144}
  • id: 35115595
    {'hecke_orbit_code': 13510798982774859, 'n': 13, 'trace_an': 613}
  • id: 35115596
    {'hecke_orbit_code': 13510798982774859, 'n': 14, 'trace_an': -900}
  • id: 35115597
    {'hecke_orbit_code': 13510798982774859, 'n': 15, 'trace_an': 0}
  • id: 35115598
    {'hecke_orbit_code': 13510798982774859, 'n': 16, 'trace_an': -256}
  • id: 35115599
    {'hecke_orbit_code': 13510798982774859, 'n': 17, 'trace_an': -878}
  • id: 35115600
    {'hecke_orbit_code': 13510798982774859, 'n': 18, 'trace_an': 324}
  • id: 35115601
    {'hecke_orbit_code': 13510798982774859, 'n': 19, 'trace_an': -731}
  • id: 35115602
    {'hecke_orbit_code': 13510798982774859, 'n': 20, 'trace_an': 0}
  • id: 35115603
    {'hecke_orbit_code': 13510798982774859, 'n': 21, 'trace_an': -2025}
  • id: 35115604
    {'hecke_orbit_code': 13510798982774859, 'n': 22, 'trace_an': -1736}
  • id: 35115605
    {'hecke_orbit_code': 13510798982774859, 'n': 23, 'trace_an': 2850}
  • id: 35115606
    {'hecke_orbit_code': 13510798982774859, 'n': 24, 'trace_an': -1728}
  • id: 35115607
    {'hecke_orbit_code': 13510798982774859, 'n': 25, 'trace_an': 0}
  • id: 35115608
    {'hecke_orbit_code': 13510798982774859, 'n': 26, 'trace_an': 2452}
  • id: 35115609
    {'hecke_orbit_code': 13510798982774859, 'n': 27, 'trace_an': 729}
  • id: 35115610
    {'hecke_orbit_code': 13510798982774859, 'n': 28, 'trace_an': 3600}
  • id: 35115611
    {'hecke_orbit_code': 13510798982774859, 'n': 29, 'trace_an': -7582}
  • id: 35115612
    {'hecke_orbit_code': 13510798982774859, 'n': 30, 'trace_an': 0}
  • id: 35115613
    {'hecke_orbit_code': 13510798982774859, 'n': 31, 'trace_an': 2175}
  • id: 35115614
    {'hecke_orbit_code': 13510798982774859, 'n': 32, 'trace_an': 5120}
  • id: 35115615
    {'hecke_orbit_code': 13510798982774859, 'n': 33, 'trace_an': -3906}
  • id: 35115616
    {'hecke_orbit_code': 13510798982774859, 'n': 34, 'trace_an': -3512}
  • id: 35115617
    {'hecke_orbit_code': 13510798982774859, 'n': 35, 'trace_an': 0}
  • id: 35115618
    {'hecke_orbit_code': 13510798982774859, 'n': 36, 'trace_an': -1296}
  • id: 35115619
    {'hecke_orbit_code': 13510798982774859, 'n': 37, 'trace_an': -9310}
  • id: 35115620
    {'hecke_orbit_code': 13510798982774859, 'n': 38, 'trace_an': -2924}
  • id: 35115621
    {'hecke_orbit_code': 13510798982774859, 'n': 39, 'trace_an': 5517}
  • id: 35115622
    {'hecke_orbit_code': 13510798982774859, 'n': 40, 'trace_an': 0}
  • id: 35115623
    {'hecke_orbit_code': 13510798982774859, 'n': 41, 'trace_an': -12040}
  • id: 35115624
    {'hecke_orbit_code': 13510798982774859, 'n': 42, 'trace_an': -8100}
  • id: 35115625
    {'hecke_orbit_code': 13510798982774859, 'n': 43, 'trace_an': -1121}
  • id: 35115626
    {'hecke_orbit_code': 13510798982774859, 'n': 44, 'trace_an': 6944}
  • id: 35115627
    {'hecke_orbit_code': 13510798982774859, 'n': 45, 'trace_an': 0}
  • id: 35115628
    {'hecke_orbit_code': 13510798982774859, 'n': 46, 'trace_an': 11400}
  • id: 35115629
    {'hecke_orbit_code': 13510798982774859, 'n': 47, 'trace_an': 29878}
  • id: 35115630
    {'hecke_orbit_code': 13510798982774859, 'n': 48, 'trace_an': -2304}
  • id: 35115631
    {'hecke_orbit_code': 13510798982774859, 'n': 49, 'trace_an': 33818}
  • id: 35115632
    {'hecke_orbit_code': 13510798982774859, 'n': 50, 'trace_an': 0}
  • id: 35115633
    {'hecke_orbit_code': 13510798982774859, 'n': 51, 'trace_an': -7902}
  • id: 35115634
    {'hecke_orbit_code': 13510798982774859, 'n': 52, 'trace_an': -9808}
  • id: 35115635
    {'hecke_orbit_code': 13510798982774859, 'n': 53, 'trace_an': 5740}
  • id: 35115636
    {'hecke_orbit_code': 13510798982774859, 'n': 54, 'trace_an': 2916}
  • id: 35115637
    {'hecke_orbit_code': 13510798982774859, 'n': 55, 'trace_an': 0}
  • id: 35115638
    {'hecke_orbit_code': 13510798982774859, 'n': 56, 'trace_an': 43200}
  • id: 35115639
    {'hecke_orbit_code': 13510798982774859, 'n': 57, 'trace_an': -6579}
  • id: 35115640
    {'hecke_orbit_code': 13510798982774859, 'n': 58, 'trace_an': -30328}
  • id: 35115641
    {'hecke_orbit_code': 13510798982774859, 'n': 59, 'trace_an': -5174}
  • id: 35115642
    {'hecke_orbit_code': 13510798982774859, 'n': 60, 'trace_an': 0}
  • id: 35115643
    {'hecke_orbit_code': 13510798982774859, 'n': 61, 'trace_an': -38717}
  • id: 35115644
    {'hecke_orbit_code': 13510798982774859, 'n': 62, 'trace_an': 8700}
  • id: 35115645
    {'hecke_orbit_code': 13510798982774859, 'n': 63, 'trace_an': -18225}
  • id: 35115646
    {'hecke_orbit_code': 13510798982774859, 'n': 64, 'trace_an': 28672}
  • id: 35115647
    {'hecke_orbit_code': 13510798982774859, 'n': 65, 'trace_an': 0}
  • id: 35115648
    {'hecke_orbit_code': 13510798982774859, 'n': 66, 'trace_an': -15624}
  • id: 35115649
    {'hecke_orbit_code': 13510798982774859, 'n': 67, 'trace_an': 31707}
  • id: 35115650
    {'hecke_orbit_code': 13510798982774859, 'n': 68, 'trace_an': 14048}
  • id: 35115651
    {'hecke_orbit_code': 13510798982774859, 'n': 69, 'trace_an': 25650}
  • id: 35115652
    {'hecke_orbit_code': 13510798982774859, 'n': 70, 'trace_an': 0}
  • id: 35115653
    {'hecke_orbit_code': 13510798982774859, 'n': 71, 'trace_an': 64472}
  • id: 35115654
    {'hecke_orbit_code': 13510798982774859, 'n': 72, 'trace_an': -15552}
  • id: 35115655
    {'hecke_orbit_code': 13510798982774859, 'n': 73, 'trace_an': -19790}
  • id: 35115656
    {'hecke_orbit_code': 13510798982774859, 'n': 74, 'trace_an': -37240}
  • id: 35115657
    {'hecke_orbit_code': 13510798982774859, 'n': 75, 'trace_an': 0}
  • id: 35115658
    {'hecke_orbit_code': 13510798982774859, 'n': 76, 'trace_an': 11696}
  • id: 35115659
    {'hecke_orbit_code': 13510798982774859, 'n': 77, 'trace_an': 97650}
  • id: 35115660
    {'hecke_orbit_code': 13510798982774859, 'n': 78, 'trace_an': 22068}
  • id: 35115661
    {'hecke_orbit_code': 13510798982774859, 'n': 79, 'trace_an': -105000}
  • id: 35115662
    {'hecke_orbit_code': 13510798982774859, 'n': 80, 'trace_an': 0}
  • id: 35115663
    {'hecke_orbit_code': 13510798982774859, 'n': 81, 'trace_an': 6561}
  • id: 35115664
    {'hecke_orbit_code': 13510798982774859, 'n': 82, 'trace_an': -48160}
  • id: 35115665
    {'hecke_orbit_code': 13510798982774859, 'n': 83, 'trace_an': -3318}
  • id: 35115666
    {'hecke_orbit_code': 13510798982774859, 'n': 84, 'trace_an': 32400}
  • id: 35115667
    {'hecke_orbit_code': 13510798982774859, 'n': 85, 'trace_an': 0}
  • id: 35115668
    {'hecke_orbit_code': 13510798982774859, 'n': 86, 'trace_an': -4484}
  • id: 35115669
    {'hecke_orbit_code': 13510798982774859, 'n': 87, 'trace_an': -68238}
  • id: 35115670
    {'hecke_orbit_code': 13510798982774859, 'n': 88, 'trace_an': 83328}
  • id: 35115671
    {'hecke_orbit_code': 13510798982774859, 'n': 89, 'trace_an': -65376}
  • id: 35115672
    {'hecke_orbit_code': 13510798982774859, 'n': 90, 'trace_an': 0}
  • id: 35115673
    {'hecke_orbit_code': 13510798982774859, 'n': 91, 'trace_an': -137925}
  • id: 35115674
    {'hecke_orbit_code': 13510798982774859, 'n': 92, 'trace_an': -45600}
  • id: 35115675
    {'hecke_orbit_code': 13510798982774859, 'n': 93, 'trace_an': 19575}
  • id: 35115676
    {'hecke_orbit_code': 13510798982774859, 'n': 94, 'trace_an': 119512}
  • id: 35115677
    {'hecke_orbit_code': 13510798982774859, 'n': 95, 'trace_an': 0}
  • id: 35115678
    {'hecke_orbit_code': 13510798982774859, 'n': 96, 'trace_an': 46080}
  • id: 35115679
    {'hecke_orbit_code': 13510798982774859, 'n': 97, 'trace_an': -89143}
  • id: 35115680
    {'hecke_orbit_code': 13510798982774859, 'n': 98, 'trace_an': 135272}
  • id: 35115681
    {'hecke_orbit_code': 13510798982774859, 'n': 99, 'trace_an': -35154}
  • id: 35115682
    {'hecke_orbit_code': 13510798982774859, 'n': 100, 'trace_an': 0}