Newform data - 270.4.a.k

Formats: - HTML - YAML - JSON - 2025-11-08T03:41:08.847048

• 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': 4320, 'analytic_conductor': 15.930515701549966, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [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': [270, 1, [191, 217], [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': [[7, [34, 1]], [11, [48, 1]]], 'hecke_orbit': 11, 'hecke_orbit_code': 45035996340814094, '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': '270.4.a.k', 'level': 270, '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, 5], 'level_radical': 30, 'minimal_twist': '270.4.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+2q^{2}+4q^{4}+5q^{5}-34q^{7}+8q^{8}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '270.4.a', 'trace_display': [2, 0, 5, -34], 'trace_hash': 1970602508091631130, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.996', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.021', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5.099', 'prec': 17}], 'trace_zratio': 0, 'traces': [1, 2, 0, 4, 5, 0, -34, 8, 0, 10, -48, 0, -70, -68, 0, 16, -27, 0, 119, 20, 0, -96, -51, 0, 25, -140, 0, -136, -30, 0, -133, 32, 0, -54, -170, 0, 218, 238, 0, 40, 156, 0, -88, -192, 0, -102, -516, 0, 813, 50, 0, -280, -639, 0, -240, -272, 0, -60, -654, 0, 461, -266, 0, 64, -350, 0, 182, -108, 0, -340, 900, 0, 704, 436, 0, 476, 1632, 0, -1375, 80, 0, 312, 915, 0, -135, -176, 0, -384, -1116, 0, 2380, -204, 0, -1032, 595, 0, -16, 1626, 0, 100, 348, 0, -412, -560, 0, -1278, -900, 0, -115, -480, 0, -544, 966, 0, -255, -120, 0, -1308, 918, 0, 973, 922, 0, -532, 125, 0, 1406, 128, 0, -700, 246, 0, -4046, 364, 0, -216, 519, 0, 1316, -680, 0, 1800, 3360, 0, -150, 1408, 0, 872, 372, 0, -1456, 952, 0, 3264, -665, 0, 956, -2750, 0, 160, 1734, 0, -2446, 624, 0, 1830, -3111, 0, 2703, -270, 0, -352, -2397, 0, -850, -768, 0, -2232, -540, 0, 2333, 4760, 0, -408, 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9055, 0, -71544, 14364, 0, 24410, 142140, 0, 162146, 99008, 0, -38264, -21120, 0, 171220, -25560, 0, -126612, 219360, 0, -3375, -87224, 0, -64736, 104754, 0, -19411, -43680, 0, 1536, -78370, 0, -29608, 113764, 0, -18000, -21420, 0, 103880, 5824, 0, -13080, 114954, 0, 179860, -4400, 0, -64080, 71133, 0, -27270, -156096, 0, -128100, -37962, 0, -92770, 52632, 0, -26920, 14950, 0, -32400, -30440, 0, 45220, 217770, 0, -99684, -5216, 0, -3456, -182172, 0, 19037, -2300, 0, 18768, -142572, 0, -30345, -70268, 0, -70624, 149376, 0, -190400, 8304, 0, 117396, 46855, 0, -35420, -65008, 0, -9600, -119700, 0, 151040, -14280, 0, 59190, -8040, 0, 162433, 18900, 0, 187000, 71127, 0, 30855, 25792, 0, -20472, -249594, 0, -120310, -33408, 0, 21056, -27900, 0, -6642, 31896, 0, -34180, 816, 0, -48960, -95468, 0, 24640, 46074, 0, -44728, -10880, 0, -155652, -165612, 0, 20610, 10768, 0, -36240, 167790, 0, 4160, -101328, 0, -82926, -37440, 0, 100498, 106546, 0, 19320, 109242, 0, -93632, -26336, 0, 39552, -58860, 0, -135025, -43770, 0, 28800, -52755, 0, 59500, -4152, 0, -9828, 56232, 0, -192202, 166328, 0, 62684, 35380, 0, 178904, 53760, 0, 41870, 41250, 0, -180592, -57988, 0, -42432, 81033, 0, 115787, -5100, 0, 14508, -419508, 0, 3810, -114404, 0, -3664, -216546, 0, 95573, -33472, 0, 156240, 44110, 0, -12920, 109718, 0, -2400, -117168, 0, -17748, -124440, 0, 87690, 37800, 0, -14013, -10980, 0, 122688, -58098, 0, -24885, 22528, 0, 211548, -105516, 0, -4129, -12542, 0, -63624, -30940, 0, 173900, 36564, 0, -25800, 101508, 0, -163310, 86400, 0, -63308, -204489, 0, -14756, -26160, 0, 6672, -35532, 0, 21120, -183804, 0, 13952, 21012, 0, -48292, 20988, 0, 2646, 14875, 0, -127978, -9360, 0, 18360, 11946, 0, -145960, 5952, 0, -93450, -217056, 0, -36430, 64740, 0, 28560, 27621, 0, 50520, -96648, 0, 11040, -139542, 0, 264461, 145354, 0, 57428, -76300, 0, -27450, 23936, 0, 32510, 23094, 0, 167314, -48600, 0, -23296, -110994, 0, -102024, 19460, 0, 162996, 12273, 0, -400, -97088, 0, 12608, -272136, 0, -90720, 15232, 0, -81492, 74620, 0, 13322, 65178, 0, 18440, 45006, 0, -37706, 144480, 0, 21168, -91440, 0, 182875, 40650, 0, 18368, 164064, 0, 5730, -42320, 0, -124392, -8058, 0, 45900, -43736, 0, 52224, 4050, 0, -42172, -29436, 0, -83300, 260508, 0, 63146, -11300, 0, -62848, 166281, 0, 39676, -10640, 0, -38016, 191100, 0, -153000, -92736, 0, 42864, 29274, 0, 329724, 151776, 0, 5280, -74825, 0, 210096, -74570, 0, 2500, 71916, 0, -166966, 44800, 0, 36720, 5865, 0, 319900, 17280, 0, 15296, 288252, 0, 77625, -23544, 0, 37764, -200976, 0, 26642, 2240, 0, -12700, 8700, 0, -248268, -44000, 0, 24480, -182406, 0, -10044, -158644, 0, 58728, 57552, 0, -148777, 28120, 0, -41496, 79527, 0, -40980, 43316, 0, -227640, -44616, 0, 98219, 11520, 0, 31284, -119680, 0, -242368, 3640, 0, 2560, -47250, 0, 52704, 384, 0, 85974, 39312, 0, -451724, -54690, 0, -72280, -121695, 0, -10300, 27744, 0, 74280, 176934, 0, 33480, -26456, 0, -25704, 123840, 0, 217840, 5364, 0, -74120, -127890, 0, -84328, 42196, 0, 125568, -519507, 0, -49266, -14000, 0, 36528, 61761, 0, 24660, 66640, 0, -39136, 230094, 0, -104720, -97980, 0, 4152, -29690, 0, 8750, -88128, 0, 4920, 156588, 0, -40568, 9984, 0, -48720, 196200, 0, -310752, -32160, 0, 140352, -66093, 0, 17955, -49512, 0, 109176, -71400, 0, 156604, 115834, 0, -97768, -47830, 0, 60374, 3040, 0, -31950, -156048, 0, -343706, 52888, 0, 29280, -217119, 0, 33500, -80920, 0, 34368, 140508, 0, -54600, 23408, 0, 6120, -25812, 0, -53647, -49776, 0, 185640, -22500, 0, 67034, 57680, 0, 7280, 296718, 0, 51032, -88512, 0, 74250, 215616, 0, -224710, -80100, 0, 9512, 41613, 0, -195120, 3472, 0, 214200, 157374, 0, 153472, 310760, 0, 43248, -33650, 0, -117466, 21912, 0, -38050, 255066, 0, -146860, 66708, 0, 2176, 399840, 0, -177379, -4320, 0, 29136, 92208, 0, -2875, 30960, 0, 51072, -238350, 0, 91217, 34380, 0, 107946, -88280, 0, -46818, -6258, 0, 10380, 90732, 0, -170870, -127840, 0, 59586, 28392, 0, -164950, -12000, 0, -5632, -70218, 0, -17850, 178920, 0, -45900, 148428, 0, -82944, -85964, 0, -126460, 233750, 0, -196126, -38352, 0, 32240, 66042, 0, 337464, 167552, 0, 64032, 35670, 0, 299812, 26320, 0, 126000, -49623, 0, 39870, 211616, 0, -16848, -254142, 0, 113375, 8872, 0, -134976, 30800, 0, 126614, 56902, 0, -13600, -150330, 0, -70828, 119160, 0, -47022, -112404, 0, 259444, -45300, 0, 103768, 480, 0, -126660, -12288, 0, -172452, -44310, 0, -316540, -49410, 0, -61296, 24150, 0, 262512, -47328, 0, -32920, 44268, 0, -40138, 16100, 0, 15272, 184155, 0, 83997, 36000, 0, -48780, 126765, 0, -5190, -94280, 0, -35712, 355776, 0, -86857, 27132, 0, 22974, 78355, 0, 57602, -140738, 0, 67200, 47286, 0, -217634, -8640, 0, -104586, -237876, 0, -173264, -53040, 0, -67824, -72981, 0, -6375, -113256, 0, -135720, 23670, 0, -16016, -23616, 0, 56032, -4580, 0, 209072, 58416, 0, -41840, -531702, 0, 154368, 53644, 0, 37328, -55125, 0, 239260, -3000, 0, 85224, 34023, 0, -155550, -98960, 0, 224, -122844, 0, 140400, 76160, 0, 137256, 153360, 0, 192962, 44446, 0, 28160, -71706, 0, -299750, 9504, 0, 388416, 112911, 0, -10440, -79530, 0, -137728, 76704, 0, 45705, 106288, 0, -135240, -88206, 0, 64719, -9536, 0, -6528, -79135, 0, -61574, -34944, 0, -32700, 306390, 0, -136402, -165988, 0, -4204, 66063, 0, 384480, 17440, 0, -153948, 36465, 0, 26235, 16204, 0, 173808, -243018, 0, 92045, 156576, 0, 107454, 22950, 0, -293090, 39730, 0, 7440, 182640, 0, 113764, 24640, 0, -90090, 12360, 0, 374793, 35700, 0, 20736, 109824, 0, -120810, 122400, 0, -131988, -169860, 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], [2], [0], [4], [5], [0], [-34], [8], [0], [10], [-48], [0], [-70], [-68], [0], [16], [-27], [0], [119], [20], [0], [-96], [-51], [0], [25], [-140], [0], [-136], [-30], [0], [-133], [32], [0], [-54], [-170], [0], [218], [238], [0], [40], [156], [0], [-88], [-192], [0], [-102], [-516], [0], [813], [50], [0], [-280], [-639], [0], [-240], [-272], [0], [-60], [-654], [0], [461], [-266], [0], [64], [-350], [0], [182], [-108], [0], [-340], [900], [0], [704], [436], [0], [476], [1632], [0], [-1375], [80], [0], [312], [915], [0], [-135], [-176], [0], [-384], [-1116], [0], [2380], [-204], [0], [-1032], [595], [0], [-16], [1626], [0], [100]], 'ap': [[2], [0], [5], [-34], [-48], [-70], [-27], [119], [-51], [-30], [-133], [218], [156], [-88], [-516], [-639], [-654], [461], [182], [900], [704], [-1375], [915], [-1116], [-16], [348], [-412], [-900], [-115], [966], [1406], [246], [519], [1316], [372], [-1456], [956], [-2446], [-3111], [-2397], [-540], [2333], [-2730], [-4570], [675], [-3112], [2441], [-3418], [-4377], [4187], [-1098], [6474], [3251], [1728], [-5469], [-3216], [-8010], [-3805], [3224], [-4530], [-3292], [-7953], [-5290], [5358], [5600], [7341], [380], [434], [8004], [1109], [-7662], [-8478], [13286], [3080], [10109], [-8727], [-2712], [-8818], [3306], [6401], [-2256], [1811], [-5454], [2990], [9371], [6171], [4122], [7076], [762], [8822], [-4977], [10104], [14924], [1146], [-14965], [15525], [-8196], [4932], [-5938], [-6730], [-17656], [7974], [-25332], [-1038], [15671], [-916], [9141], [5247], [-24162], [14357], [3152], [4592], [-7359], [-15712], [-3175], [96], [-18070], [1341], [-24495], [-12378], [-24442], [2378], [5478], [8595], [-31615], [29790], [3818], [-28314], [56], [-34432], [-1051], [39144], [-1735], [6698], [38766], [23501], [-3591], [-20716], [-42981], [-2268], [11756], [8646], [10784], [42597], [-26458], [-11496], [21548], [6261], [-3355], [19701], [16292], [9270], [38486], [1893], [44876], [23802], [-24784], [9060], [6176], [-4182], [44079], [12726], [45218], [-3978], [23466], [47913], [31997], [-45628], [27299], [8679], [31596], [-45313], [-39894], [53804], [-11275], [-21462], [25715], [-63306], [-43612], [56882], [-2608], [9384], [-35134], [58698], [29595], [-10236], [-47734], [5384], [53273], [7254], [-57202], [43845], [-6271], [3336], [1323], [-46725], [72677], [-48544], [-40746], [10584], [-62196], [-21868], [-5650], [-37285], [18882], [15642], [1820], [42987], [37140], [-13228], [21098], [18264], [33320], [2076], [54588], [57917], [26444], [14568], [53973], [29793], [-42982], [28451], [-86226], [-47140], [11487], [-70369], [-52293], [-67860], [26822], [42612], [-49480], [22223], [-4768], [-76974], [8102], [53727], [19865], [-45045], [-65994], [-108576], [-53940], [-107485], [88958], [-6667], [-38310], [-97914], [-448], [-3066], [26732], [-22149], [5690], [93798], [-63285], [-56671], [-99651], [57744], [-27511], [-33046], [-90099], [2918], [-37924], [52017], [-81493], [95276], [-60045], [-87532], [85896], [-69510], [57206], [56406], [128639], [41366], [10964], [42491], [-85048], [-24622], [-130119], [90461], [6977], [-33708], [-33576], [-96505], [-28911], [-144421], [-33028], [88110], [72218], [-73086], [-63691], [62136], [44952], [127521], [75810], [-126942], [51140], [-10860], [148619], [-138882], [-8568], [-29266], [134804], [-142119], [-156688], [15123], [11981], [-33244], [-17220], [75107], [-133656], [-70252], [-46461], [138636], [-3576], [-77002], [60471], [-87757], [-136920], [142140], [162146], [104754], [-19411], [-29608], [-21420], [103880], [71133], [-92770], [19037], [151040], [-8040], [71127], [-120310], [46074], [-44728], [-165612], [4160], [-58860], [-135025], [-52755], [-192202], [178904], [-180592], [81033], [-216546], [95573], [-58098], [-105516], [-4129], [173900], [101508], [-204489], [-48292], [-127978], [11946], [-145960], [-36430], [27621], [-139542], [23094], [-110994], [12273], [13322], [45006], [-91440], [-8058], [-42172], [63146], [166281], [-166966], [26642], [-182406], [-148777], [79527], [-44616], [98219], [-242368], [176934], [-127890], [-84328], [230094], [8750], [156588], [-66093], [60374], [-217119], [33500], [140508], [-53647], [67034], [51032], [215616], [-224710], [41613], [157374], [-117466], [255066], [-146860], [-177379], [-238350], [91217], [90732], [-164950], [-70218], [-196126], [35670], [-254142], [113375], [126614], [-150330], [-70828], [-44310], [-40138], [184155], [126765], [-86857], [57602], [47286], [23670], [209072], [-55125], [34023], [-122844], [192962], [112911], [-88206], [-136402], [66063], [36465], [-243018], [92045], [-169860]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 45035996340814094, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '270.4.a.k', 'level': 270, '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': [3, 2, 1, 2, 2, 3, 2, 1], 'ALdims_eis_new': [0, 0, 0, 0, 0, 0, 0, 0], 'ALdims_eis_old': [3, 3, 3, 3, 3, 3, 3, 3], 'ALdims_old': [19, 15, 15, 18, 17, 14, 17, 19], 'Nk2': 4320, 'analytic_conductor': 15.930515701549966, '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': [270, 1, [191, 217], [1, 1]], 'conrey_index': 1, 'cusp_dim': 150, 'dim': 16, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [7, 11], 'hecke_orbit_code': 67109134, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2], 'label': '270.4.a', 'level': 270, '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, 5], 'level_radical': 30, 'mf_dim': 174, 'mf_new_dim': 16, 'num_forms': 14, 'plus_dim': 10, 'prim_orbit_index': 1, 'relative_dim': 16, 'sturm_bound': 216, 'trace_bound': 7, 'trace_display': [0, 0, 0, -100], 'traces': [16, 0, 0, 64, 0, 0, -100, 0, 0, 0, 0, 0, 92, 0, 0, 256, 0, 0, 284, 0, 0, 0, 0, 0, 400, 0, 0, -400, 0, 0, 44, 0, 0, 312, 0, 0, 1412, 0, 0, 0, 0, 0, 488, 0, 0, 168, 0, 0, 2292, 0, 0, 368, 0, 0, 60, 0, 0, 48, 0, 0, -988, 0, 0, 1024, 0, 0, -940, 0, 0, 0, 0, 0, -892, 0, 0, 1136, 0, 0, 1520, 0, 0, -528, 0, 0, 0, 0, 0, 0, 0, 0, -1196, 0, 0, -2184, 0, 0, -3028, 0, 0, 1600, 0, 0, -4420, 0, 0, -1728, 0, 0, -5488, 0, 0, -1600, 0, 0, 240, 0, 0, -6720, 0, 0, -5708, 0, 0, 176, 0, 0, 4712, 0, 0, -840, 0, 0, -2612, 0, 0, 1248, 0, 0, 10340, 0, 0, -4080, 0, 0, 1140, 0, 0, 5648, 0, 0, -7144, 0, 0, 1728, 0, 0, -9448, 0, 0, 0, 0, 0, -6004, 0, 0, 2496, 0, 0, 8856, 0, 0, 1952, 0, 0, -2500, 0, 0, -2832, 0, 0, -2764, 0, 0, 672, 0, 0, 10584, 0, 0, 7440, 0, 0, -844, 0, 0, 9168, 0, 0, -20248, 0, 0, -17328, 0, 0, -3480, 0, 0, 1472, 0, 0, 10892, 0, 0, -6672, 0, 0, 33232, 0, 0, 240, 0, 0, 5624, 0, 0, -1320, 0, 0, 27944, 0, 0, 192, 0, 0, 4440, 0, 0, 20784, 0, 0, 11024, 0, 0, -3952, 0, 0, -2300, 0, 0, 0, 0, 0, 27792, 0, 0, 4096, 0, 0, -3236, 0, 0, 5184, 0, 0, -19320, 0, 0, -3760, 0, 0, -17452, 0, 0, -7728, 0, 0, -14320, 0, 0, 0, 0, 0, 16136, 0, 0, 40968, 0, 0, -27812, 0, 0, -3568, 0, 0, -5400, 0, 0, -16560, 0, 0, -14768, 0, 0, 4544, 0, 0, 45104, 0, 0, 2640, 0, 0, 25244, 0, 0, 6080, 0, 0, 1116, 0, 0, -12336, 0, 0, 2300, 0, 0, -2112, 0, 0, -43732, 0, 0, -30240, 0, 0, -15724, 0, 0, 0, 0, 0, -23900, 0, 0, 9408, 0, 0, -15868, 0, 0, 0, 0, 0, -7080, 0, 0, -19872, 0, 0, -420, 0, 0, -4784, 0, 0, 1508, 0, 0, 3120, 0, 0, -1876, 0, 0, -8736, 0, 0, -20476, 0, 0, -38976, 0, 0, -4560, 0, 0, -12112, 0, 0, 22068, 0, 0, -4080, 0, 0, -9784, 0, 0, 6400, 0, 0, 27352, 0, 0, 58560, 0, 0, 10952, 0, 0, -17680, 0, 0, 18240, 0, 0, 16560, 0, 0, -54460, 0, 0, -6912, 0, 0, -42020, 0, 0, -4440, 0, 0, -59920, 0, 0, -21952, 0, 0, 54248, 0, 0, -3984, 0, 0, -32880, 0, 0, -6400, 0, 0, -49608, 0, 0, 36240, 0, 0, 29624, 0, 0, 960, 0, 0, -42580, 0, 0, 33456, 0, 0, -11540, 0, 0, -26880, 0, 0, 7100, 0, 0, 45456, 0, 0, 11908, 0, 0, -22832, 0, 0, 83828, 0, 0, 43200, 0, 0, 28368, 0, 0, 704, 0, 0, 32648, 0, 0, 14208, 0, 0, -5220, 0, 0, 18848, 0, 0, -29660, 0, 0, -33288, 0, 0, 125352, 0, 0, -3360, 0, 0, -3076, 0, 0, -43200, 0, 0, -43076, 0, 0, -10448, 0, 0, -37800, 0, 0, -74064, 0, 0, -22708, 0, 0, 4992, 0, 0, -40348, 0, 0, 0, 0, 0, 2164, 0, 0, 41360, 0, 0, 146428, 0, 0, -40512, 0, 0, 48600, 0, 0, -16320, 0, 0, 53972, 0, 0, 57408, 0, 0, -340, 0, 0, 4560, 0, 0, 67032, 0, 0, 21072, 0, 0, 14704, 0, 0, 22592, 0, 0, 5400, 0, 0, 88320, 0, 0, 73892, 0, 0, -28576, 0, 0, -16300, 0, 0, -4560, 0, 0, 67292, 0, 0, 6912, 0, 0, 48548, 0, 0, 2928, 0, 0, 10000, 0, 0, -37792, 0, 0, -10252, 0, 0, -11328, 0, 0, -48840, 0, 0, 0, 0, 0, -138856, 0, 0, 83568, 0, 0, 37152, 0, 0, -24016, 0, 0, -25260, 0, 0, -31440, 0, 0, 13436, 0, 0, 9984, 0, 0, -135000, 0, 0, 43200, 0, 0, -10108, 0, 0, 35424, 0, 0, -67772, 0, 0, 30096, 0, 0, -16200, 0, 0, 7808, 0, 0, -198256, 0, 0, 42672, 0, 0, 134640, 0, 0, -10000, 0, 0, -40052, 0, 0, -133944, 0, 0, -46300, 0, 0, -11328, 0, 0, 60960, 0, 0, -69360, 0, 0, -60908, 0, 0, -11056, 0, 0, 62528, 0, 0, -27120, 0, 0, -83848, 0, 0, 2688, 0, 0, 43952, 0, 0, 21600, 0, 0, 42540, 0, 0, 42336, 0, 0, 96560, 0, 0, -40296, 0, 0, -62476, 0, 0, 29760, 0, 0, -54368, 0, 0, -29208, 0, 0, -81088, 0, 0, -3376, 0, 0, 1100, 0, 0, 72432, 0, 0, -25848, 0, 0, 36672, 0, 0, 75980, 0, 0, -64560, 0, 0, 107764, 0, 0, -80992, 0, 0, 40356, 0, 0, -93120, 0, 0, -104640, 0, 0, -69312, 0, 0, 9944, 0, 0, -100944, 0, 0, -73328, 0, 0, -13920, 0, 0, -149524, 0, 0, 77856, 0, 0, -33148, 0, 0, 5888, 0, 0, -1680, 0, 0, -92448, 0, 0, -47036, 0, 0, 43568, 0, 0, -178732, 0, 0, 7800, 0, 0, 250700, 0, 0, -26688, 0, 0, 27188, 0, 0, 95040, 0, 0, -34440, 0, 0, 132928, 0, 0, 5692, 0, 0, 107184, 0, 0, 28628, 0, 0, 960, 0, 0, 210164, 0, 0, -85488, 0, 0, -215264, 0, 0, 22496, 0, 0, 49560, 0, 0, -168720, 0, 0, 124632, 0, 0, -5280, 0, 0, 6884, 0, 0, -33360, 0, 0, -181728, 0, 0, 111776, 0, 0, -65236, 0, 0, -21792, 0, 0, 35300, 0, 0, 768, 0, 0, 230520, 0, 0, -71472, 0, 0, -212644, 0, 0, 17760, 0, 0, 48528, 0, 0, 38808, 0, 0, -182132, 0, 0, 83136, 0, 0, -32520, 0, 0, 288432, 0, 0, -178932, 0, 0, 44096, 0, 0, 139076, 0, 0, -68880, 0, 0, 78988, 0, 0, -15808, 0, 0, 25848, 0, 0, 111936, 0, 0, -29640, 0, 0, -9200, 0, 0, 48944, 0, 0, -153024, 0, 0, 86504, 0, 0, 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: 212287
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 11, 'source_is_minimal': True, 'source_label': '270.4.a.k', 'source_level': 270, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '270.4.a.a', 'target_level': 270, 'twist_class_label': '270.4.a.a', 'twist_class_level': 270, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 4}
  • id: 212288
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 11, 'source_is_minimal': True, 'source_label': '270.4.a.k', 'source_level': 270, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 11, 'target_is_minimal': True, 'target_label': '270.4.a.k', 'target_level': 270, 'twist_class_label': '270.4.a.a', 'twist_class_level': 270, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 4}
  • id: 212289
    {'conductor': 9, 'degree': 2, 'multiplicity': 2, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 11, 'source_is_minimal': True, 'source_label': '270.4.a.k', 'source_level': 270, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '810.4.e.d', 'target_level': 810, 'twist_class_label': '270.4.a.a', 'twist_class_level': 270, 'twisting_char_label': '9.c', 'twisting_char_orbit': 3, 'weight': 4}
  • id: 212290
    {'conductor': 9, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 11, 'source_is_minimal': True, 'source_label': '270.4.a.k', 'source_level': 270, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 24, 'target_is_minimal': False, 'target_label': '810.4.e.x', 'target_level': 810, 'twist_class_label': '270.4.a.a', 'twist_class_level': 270, 'twisting_char_label': '9.d', 'twisting_char_orbit': 4, 'weight': 4}
  • id: 212291
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 11, 'source_is_minimal': True, 'source_label': '270.4.a.k', 'source_level': 270, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 14, 'target_is_minimal': False, 'target_label': '1350.4.a.n', 'target_level': 1350, 'twist_class_label': '270.4.a.a', 'twist_class_level': 270, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 4}
  • id: 212292
    {'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 11, 'source_is_minimal': True, 'source_label': '270.4.a.k', 'source_level': 270, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 28, 'target_is_minimal': False, 'target_label': '1350.4.a.bb', 'target_level': 1350, 'twist_class_label': '270.4.a.a', 'twist_class_level': 270, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 4}
  • id: 212293
    {'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 11, 'source_is_minimal': True, 'source_label': '270.4.a.k', 'source_level': 270, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '1350.4.c.c', 'target_level': 1350, 'twist_class_label': '270.4.a.a', 'twist_class_level': 270, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 4}
  • id: 212294
    {'conductor': 15, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 11, 'source_is_minimal': True, 'source_label': '270.4.a.k', 'source_level': 270, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 18, 'target_is_minimal': False, 'target_label': '1350.4.c.r', 'target_level': 1350, 'twist_class_label': '270.4.a.a', 'twist_class_level': 270, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 4}
  • id: 212295
    {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 11, 'source_is_minimal': True, 'source_label': '270.4.a.k', 'source_level': 270, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 10, 'target_is_minimal': False, 'target_label': '2160.4.a.j', 'target_level': 2160, 'twist_class_label': '270.4.a.a', 'twist_class_level': 270, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 4}
  • id: 212296
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 11, 'source_is_minimal': True, 'source_label': '270.4.a.k', 'source_level': 270, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 20, 'target_is_minimal': False, 'target_label': '2160.4.a.t', 'target_level': 2160, 'twist_class_label': '270.4.a.a', 'twist_class_level': 270, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 4}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 615575
    {'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 45035996340814094, 'p': 2}
  • id: 615576
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 45035996340814094, 'p': 3}
  • id: 615577
    {'charpoly_factorization': [[[-5, 1], 1]], 'hecke_orbit_code': 45035996340814094, 'p': 5}
  • id: 615578
    {'charpoly_factorization': [[[34, 1], 1]], 'hecke_orbit_code': 45035996340814094, 'p': 7}
  • id: 615579
    {'charpoly_factorization': [[[48, 1], 1]], 'hecke_orbit_code': 45035996340814094, 'p': 11}
  • id: 615580
    {'charpoly_factorization': [[[70, 1], 1]], 'hecke_orbit_code': 45035996340814094, 'p': 13}
  • id: 615581
    {'charpoly_factorization': [[[27, 1], 1]], 'hecke_orbit_code': 45035996340814094, 'p': 17}
  • id: 615582
    {'charpoly_factorization': [[[-119, 1], 1]], 'hecke_orbit_code': 45035996340814094, 'p': 19}
  • id: 615583
    {'charpoly_factorization': [[[51, 1], 1]], 'hecke_orbit_code': 45035996340814094, 'p': 23}
  • id: 615584
    {'charpoly_factorization': [[[30, 1], 1]], 'hecke_orbit_code': 45035996340814094, 'p': 29}
  • id: 615585
    {'charpoly_factorization': [[[133, 1], 1]], 'hecke_orbit_code': 45035996340814094, 'p': 31}
  • id: 615586
    {'charpoly_factorization': [[[-218, 1], 1]], 'hecke_orbit_code': 45035996340814094, 'p': 37}
  • id: 615587
    {'charpoly_factorization': [[[-156, 1], 1]], 'hecke_orbit_code': 45035996340814094, 'p': 41}
  • id: 615588
    {'charpoly_factorization': [[[88, 1], 1]], 'hecke_orbit_code': 45035996340814094, 'p': 43}
  • id: 615589
    {'charpoly_factorization': [[[516, 1], 1]], 'hecke_orbit_code': 45035996340814094, 'p': 47}
  • id: 615590
    {'charpoly_factorization': [[[639, 1], 1]], 'hecke_orbit_code': 45035996340814094, 'p': 53}
  • id: 615591
    {'charpoly_factorization': [[[654, 1], 1]], 'hecke_orbit_code': 45035996340814094, 'p': 59}
  • id: 615592
    {'charpoly_factorization': [[[-461, 1], 1]], 'hecke_orbit_code': 45035996340814094, 'p': 61}
  • id: 615593
    {'charpoly_factorization': [[[-182, 1], 1]], 'hecke_orbit_code': 45035996340814094, 'p': 67}
  • id: 615594
    {'charpoly_factorization': [[[-900, 1], 1]], 'hecke_orbit_code': 45035996340814094, 'p': 71}
  • id: 615595
    {'charpoly_factorization': [[[-704, 1], 1]], 'hecke_orbit_code': 45035996340814094, 'p': 73}
  • id: 615596
    {'charpoly_factorization': [[[1375, 1], 1]], 'hecke_orbit_code': 45035996340814094, 'p': 79}
  • id: 615597
    {'charpoly_factorization': [[[-915, 1], 1]], 'hecke_orbit_code': 45035996340814094, 'p': 83}
  • id: 615598
    {'charpoly_factorization': [[[1116, 1], 1]], 'hecke_orbit_code': 45035996340814094, 'p': 89}
  • id: 615599
    {'charpoly_factorization': [[[16, 1], 1]], 'hecke_orbit_code': 45035996340814094, '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': 11, 'label': '270.4.a.k', 'level': 270, 'portrait': 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', 'weight': 4}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 55140511
    {'hecke_orbit_code': 45035996340814094, 'n': 1, 'trace_an': 1}
  • id: 55140512
    {'hecke_orbit_code': 45035996340814094, 'n': 2, 'trace_an': 2}
  • id: 55140513
    {'hecke_orbit_code': 45035996340814094, 'n': 3, 'trace_an': 0}
  • id: 55140514
    {'hecke_orbit_code': 45035996340814094, 'n': 4, 'trace_an': 4}
  • id: 55140515
    {'hecke_orbit_code': 45035996340814094, 'n': 5, 'trace_an': 5}
  • id: 55140516
    {'hecke_orbit_code': 45035996340814094, 'n': 6, 'trace_an': 0}
  • id: 55140517
    {'hecke_orbit_code': 45035996340814094, 'n': 7, 'trace_an': -34}
  • id: 55140518
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  • id: 55140523
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  • id: 55140619
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  • id: 55140621
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  • id: 55140622
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  • id: 55140623
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  • id: 55140624
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  • id: 55140625
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  • id: 55140626
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  • id: 55140627
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  • id: 55140629
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  • id: 55140630
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  • id: 55140631
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  • id: 55140632
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