Newform data - 350.6.a.w

Formats: - HTML - YAML - JSON - 2025-12-06T05:12:15.124345

• 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': 12600, 'analytic_conductor': 56.13433693454322, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [5, -1], [7, 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': [350, 1, [127, 101], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 3, 'field_disc': 1378776, 'field_disc_factorization': [[2, 3], [3, 1], [7, 1], [29, 1], [283, 1]], 'field_poly': [840, -336, -1, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[3, [840, -336, -1, 1]], [13, [-409313016, -778092, 482, 1]]], 'hecke_orbit': 23, 'hecke_orbit_code': 99079191902814558, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 10, 'hecke_ring_index_factorization': [[2, 1], [5, 1]], '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': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '350.6.a.w', 'level': 350, '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, 5, 7], 'level_radical': 70, 'minimal_twist': '350.6.a.v', 'nf_label': '3.3.1378776.1', 'prim_orbit_index': 1, 'qexp_display': 'q+4q^{2}+\\beta _{1}q^{3}+2^{4}q^{4}+4\\beta _{1}q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 3, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '350.6.a', 'trace_display': [12, 1, 0, -147], 'trace_hash': 1748384462616997955, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.005', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '24.731', 'prec': 20}, {'__RealLiteral__': 0, 'data': '5.688', 'prec': 17}, {'__RealLiteral__': 0, 'data': '307.032', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [3, 12, 1, 48, 0, 4, -147, 192, -56, 0, -11, 16, -482, -588, 0, 768, -1185, -224, -1811, 0, -49, -44, -3350, 64, 0, -1928, -1997, -2352, 1924, 0, -6560, 3072, -15865, -4740, 0, -896, 5194, -7244, -1574, 0, -26981, -196, -18938, -176, 0, -13400, 2878, 256, 7203, 0, -55729, -7712, -6416, -7988, 0, -9408, -33983, 7696, 17480, 0, -40538, -26240, 2744, 12288, 0, -63460, -43761, -18960, 70000, 0, -65476, -3584, -59143, 20776, 0, -28976, 539, -6296, 133128, 0, -89693, -107924, -97205, -784, 0, -75752, -63566, -704, 61353, 0, 23618, -53600, -53964, 11512, 0, 1024, -288942, 28812, 109448, 0, -213696, -222916, -275784, -30848, 0, -25664, -213753, -31952, 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• mf_hecke_nf •

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

  
  {'an': [[1, 0, 0], [4, 0, 0], [0, 1, 0], [16, 0, 0], [0, 0, 0], [0, 4, 0], [-49, 0, 0], [64, 0, 0], [-18, -3, 1], [0, 0, 0], [4, -24, 1], [0, 16, 0], [-159, 0, -5], [-196, 0, 0], [0, 0, 0], [256, 0, 0], [-367, -81, -3], [-72, -12, 4], [-585, -45, -11], [0, 0, 0], [0, -49, 0], [16, -96, 4], [-1155, 99, 16], [0, 64, 0], [0, 0, 0], [-636, 0, -20], [-615, -153, 1], [-784, 0, 0], [666, -111, 37], [0, 0, 0], [-2167, -90, 31], [1024, 0, 0], [-5340, 175, -20], [-1468, -324, -12], [0, 0, 0], [-288, -48, 16], [1670, 171, 13], [-2340, -180, -44], [-300, -654, -20], [0, 0, 0], [-8938, -105, -62], [0, -196, 0], [-6539, 609, 70], [64, -384, 16], [0, 0, 0], [-4620, 396, 64], [662, 888, 4], [0, 256, 0], [2401, 0, 0], [0, 0, 0], [-18405, -421, -93], [-2544, 0, -80], [-2288, 546, -98], [-2460, -612, 4], [0, 0, 0], [-3136, 0, 0], [-10785, -1539, -89], [2664, -444, 148], [5137, 2238, -169], [0, 0, 0], [-13829, 750, 199], [-8668, -360, 124], [882, 147, -49], [4096, 0, 0], [0, 0, 0], [-21360, 700, -80], 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[18670, 5475, -132], [-96547, 576, 123], [-71781, 1776, -129], [-90626, -4098, 192], [-70527, -1473, -699], [147426, 873, -151], [-16927, 8652, -266], [-153377, 3861, 106], [-3676, -300, -792], [-142449, -7497, 301], [256486, -7371, -638], [77916, -18735, -643], [67223, 19365, -820], [54385, -11592, -1111], [-202201, 12861, -2481], [-188295, -12174, -485], [112412, -16200, -638], [165213, -25089, 649], [-133829, -31086, 599], [37944, 16674, 56], [-182647, -43494, 1926], [453746, 3423, 259], [64049, 12150, 1357], [226129, 26085, -2731], [-364721, 39390, 4123], [719102, 33030, 1112], [-360704, -7248, -4082], [66, -40587, 6053], [-461114, 68664, 2522], [83725, -33735, -1185], [-107835, 6747, 357], [649517, -64452, -5221], [-523753, -49365, -3684], [-104241, 80412, -8019], [-1785, 17616, 6097], [-54702, -123864, -152], [878066, -39315, 421], [-433087, 102729, -2209], [266815, 76512, -8719], [-943997, 42453, -1685], [-24504, 61950, -4400], [949172, 18384, 12502], [681508, -23091, -2943], [1329904, 27666, 3707], [-230441, -78447, -9943], [79306, -23352, 8407], [1078030, 109842, 7912], [1613991, 93060, 6889], [-96517, -42885, -17324], [-1474241, 7932, -3849], [-563824, -65583, -17871], [-1799082, 42180, 3937], [1305141, -195624, -19721], [1573154, 91311, -5083], [-2454530, -46632, 9092], [701821, -61896, 16488], [1648725, 8949, -6341], [-1504446, 137871, -12172], [-535690, 256977, -7777], [-5140830, 61476, -13758], [-2077987, -203385, -5119], [-5063963, 36618, -4881], [184675, 3789, 13787], [-4766925, 40638, 3128], [1685245, -123030, 38070], [-4323515, 139080, 23359], [-3637654, -6528, -10550], [-5346160, 87390, -13742], [3417759, -89760, 21065], [320273, -158001, 35258], [-5386953, 4821, -14424], [319218, -145152, -19362], [1650174, -278928, 35260], [-7569035, -71856, 18503], [-1468513, 89841, 14857], [1554979, 352821, -33405], [7481922, -299697, -12241], [428868, -476658, -10857], [-277262, -103839, -60685], [1682246, -177294, -708], [3227679, -108744, 23018], 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[50966472, -466071, -223021], [24331926, -1822944, -383394], [-3287159, -3140319, 484218], [29773253, -1377183, -184339], [44487141, 929202, 60353], [6961919, -1355577, 97103], [-38670311, 1008789, -409098], [-32478573, 1246821, 227289], [4723411, -511965, 342190], [-9521550, -1179417, 166017], [11880206, 3644475, -189591], [-38821270, 2356998, -132578], [-5555145, 3570438, 56148], [18559299, -2390697, 273166], [-70701250, 1585815, -311700], [-59577358, -1202766, 151204], [-9483698, 5213097, 196238], [37802939, -3887235, 37390], [69991708, -1616760, 139716], [3058520, 671250, -123531], [11201860, 4639545, -245565], [-26431776, -530259, -415478], [44970052, 2846826, -195336], [59476011, -1488912, 462088], [29304961, -2180586, -263473], [-59744433, -1094346, 11837], [86789950, 3403383, -82654], [87684494, 2122899, -286457], [-32805724, 1025742, -920023], [-2388500, 726420, 414580], [31567822, 7615158, 88049], [20330288, -5163087, -108550], [32075163, -2117028, 693141], [-56129024, 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-4440684, -158521], [-39819016, 8365476, -392154], [-110660526, -6265449, 157183], [68787949, -1603611, -670923], [51884779, -8164614, -946377], [77234042, -2748048, 965394], [-11693073, -3753030, 806085], [-122827068, 5034918, -753396], [211965776, -1979109, 293112], [2102073, -8380395, -655190], [-16872314, -12063513, 873355], [-36343440, 9728835, 322141], [-16098316, -3885096, -225984], [175638588, -2866488, -475042], [-13618488, 8157591, -187031], [-18778705, 1658958, -1128499], [51266437, -5079186, 161420], [255105530, 570891, 52634], [34938684, 7414203, 341073], [-143523588, 4191324, -765420], [114733639, -1551378, 42167], [-79807499, -82902, -214125], [-48988203, -8420628, 303529], [40730513, 6029193, -779193], [-150427482, -8846217, -257966], [58283468, -1819296, -144346], [-83557673, -8471151, -764350], [-63522540, -5979468, -394243], [-42513148, 7554720, 799291], [194991033, -7782549, 209143], [-61596619, -9669189, 696028], [-169963227, -10008822, 825195], [-25248921, -8807097, -647286], [31823576, 9888888, -673634], [-81047157, 1999710, 961707], [-105438528, -4194246, 626542], [30005011, -10248660, 195002], [100668416, -6243492, 356364], [-55632873, -2417643, -651526], [161113400, -1212966, 1399356], [-88019763, 1221519, -279033], [63258168, -723450, -109620], [37782138, 9497601, -632350], [-136550575, -10330386, 1055356], [54559810, 8546028, -1280058], [134264545, 2588235, 2175], [132496910, -2821230, 909216], [6312855, 19534587, -403630], [-29435736, -13656981, 583061], [-245998507, -6965196, 127807], [8561264, 7720776, -1052905], [136545522, -16399446, -28160], [-232430027, 10587975, 871568], [-164279214, 3022635, 68845], [-121585798, -15327600, 772196], [-39923610, 2721081, -2203847], [159865054, 13837830, -655544], [215530113, 10766073, 206109], [-58906369, 4803219, 1218723], [60689028, -600858, -1200562], [138902422, 7716381, -178911], [-264185781, -4491960, -246987], [-7943030, -10060305, 1018776], [122462813, 348138, 2252541], [156285982, -8116662, -829516], [-136861433, 1116888, -517266], [-298180905, 7734036, 286495], [-75071305, 14311227, 267050], [28397688, -5094891, -219885], [67572133, 12026469, 225246], [-229149945, -4417380, 1158735], [-154533692, -2482758, -183403], [143130630, -7113288, -143340], [-393263739, -2960094, 333269], [-175168654, -6697401, 582082], [185730156, 9910299, 320089], [-70896072, 4623036, -1144434], [55174490, 20568720, 43764], [-153934680, 13950705, -1425447], [-126647343, 17507643, -504221], [-306220149, -1289028, -196011], [-92610878, 18667329, -948454], [18408120, 7113900, -486774], [-100297404, -10643454, -1790872], [-170215786, 11887065, -119229], [218477108, -17351433, -998], [-108271432, -2133714, 487672], [29435653, -19194495, 822014], [86161285, 9545025, -2025821], [-31232429, -990567, 1766225], [-103117694, -24001542, -151712], [-47903999, 15419205, 2129926], [-320702345, -2485002, 1023788], [85105155, 19947357, -1048020], [100543276, -22263477, -772218], [60021055, 8921709, 1845086], [-163576110, -14720916, -40824], [-223722337, -6009264, 1377433], [-66959990, -34110183, 936099], [61997369, -17229627, 2052673], [221598135, -33213, 1187652], [-81976315, 2496789, -2230019], [10309509, 21485901, -1927793], [-59590647, -19116606, -415699], [-23856425, -2912172, 1363399], [-289804739, 5707398, -249878], [-196037157, 5286435, -1755334], [58614939, 12522336, -904048], [-115255023, -15601740, 316909], [1046274, -11076114, 2669574], [-37587777, -8966415, -663900], [62983667, 3771282, -2210707], [-199744381, -16954575, -1390608], [105665857, 1071486, 2078541], [459459809, 5637414, -593728], [-28456523, -25296138, 1507103], [62088616, -3822270, -2141707], [-229520973, 6684561, 1039805], [-63548225, -849333, 1802916], [39157915, -20789400, -1143818], [-137277032, -8484096, -2055204], [-13920548, 25182993, -762466], [-101553003, 11418123, -1509635], [294043380, -963621, 2248923], [-417737073, 6255144, 997397], [-198334683, 967782, -111222], [220865215, 1785045, 2154634], [-14509794, -20064087, 1606544], [142573816, -18725958, 2205546], [15027691, 6941820, -1712683], [31874888, 7329189, 688709], [258546360, 12545736, 1703674], [-397871055, -17214228, 1006445], [-356036598, 19482189, 2169740], [249449174, 9457899, -241540], [-133073940, -2190225, -3452061], [215693529, -203175, 2948757], [82774909, -10201197, 1583752], [-24185671, 9809262, -395764], [-228881960, -17147232, -400854], [-2459484, 5666586, -3043316], [93802569, -12993906, 1919701], [153004455, -7567293, -2501189], [-170164003, 21391548, 633463], [210806476, 22641366, -619502], [-171251269, 32047638, 290367], [296602398, 24016044, -1605402], [-56861575, -17637105, 116297], [-7344744, -7490379, -713042], [183353389, 11475396, 374929], [-131763613, 23516409, -3114160], [160052415, -29943783, -142755], [-453928745, 8206449, 473007], [195382916, 24943362, 97518]], 'char_orbit_index': 1, 'field_poly': [840, -336, -1, 1], 'hecke_orbit_code': 99079191902814558, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 1], 'hecke_ring_inverse_denominators': [1, 1, 1], 'hecke_ring_inverse_numerators': [[1, 0, 0], [0, 1, 0], [225, -3, 1]], 'hecke_ring_numerators': [[1, 0, 0], [0, 1, 0], [-225, 3, 1]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 3, 'label': '350.6.a.w', 'level': 350, 'maxp': 2999, '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': [6, 7, 7, 5, 5, 4, 6, 8], 'ALdims_eis_new': [0, 0, 0, 0, 0, 0, 0, 0], 'ALdims_eis_old': [3, 3, 3, 3, 3, 3, 3, 3], 'ALdims_old': [27, 32, 31, 29, 31, 32, 31, 27], 'Nk2': 12600, 'analytic_conductor': 56.13433693454322, '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': [350, 1, [127, 101], [1, 1]], 'conrey_index': 1, 'cusp_dim': 288, 'dim': 48, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 13], 'hecke_orbit_code': 100663646, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 5, 5], 'label': '350.6.a', 'level': 350, '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, 5, 7], 'level_radical': 70, 'mf_dim': 312, 'mf_new_dim': 48, 'num_forms': 26, 'plus_dim': 21, 'prim_orbit_index': 1, 'relative_dim': 48, 'sturm_bound': 360, 'trace_bound': 3, 'trace_display': [-8, 26, 0, 0], 'traces': [48, -8, 26, 768, 0, -8, 0, -128, 4416, 0, -952, 416, 518, 392, 0, 12288, 2212, -5656, -4122, 0, -98, 1872, 8224, -128, 0, -1560, -8164, 0, 12612, 0, -6572, -2048, 12288, 28976, 0, 70656, -8004, -24888, 39976, 0, 32320, -3528, 9596, -15232, 0, -13664, 86420, 6656, 115248, 0, -94144, 8288, 5648, -83840, 0, 6272, -12156, 27104, 47818, 0, 59126, 1488, 44492, 196608, 0, 113040, -146168, 35392, -240816, 0, -211184, -90496, 110552, 50080, 0, -65952, -47628, 132064, 41680, 0, 454452, 49088, -190410, -1568, 0, 335696, -211292, 29952, 187220, 0, 11466, 131584, 339080, 40560, 0, -2048, -112012, -19208, 579332, 0, -609410, 24080, -156572, -24960, 0, -216592, 28176, -130624, 320012, 0, 761836, 0, -60412, 196608, 0, 201792, 275646, 84104, 138964, 0, 534500, -257240, 631740, -105152, 0, 253624, 351944, -32768, 813952, 0, 772970, 196608, 16758, 2384, 0, 463616, -696960, 85696, 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-307328, -9966156, 15066288, 0, 9269312, 13138958, 11083280, 1374548, 0, 32915024, 6106080, 2142272, -9750560, 0, 199136, 11085016, 385280, 30525160, 0, -31022856, -2505152, -7390474, 6326368, 0, -399360, -8419572, -16178240, 7703634, 0, 11561688, 732608, 18420436, -3465472, 0, -10507552, 3419514, 450816, 49913864, 0, -20551368, -2089984, 29392348, 3774960, 0, 5120192, -19452880, 18932592, -22783888, 0, 10602816, -2873872, -5648664, 12189376, 0, 7956928, -18327476, 0, -54244260, 0, 35048228, -966592, -750256, -13301672, 0, 3145728, -7948372, 5649656, 389180, 0, -34953454, -2107392, -11171328, 3228672, 0, -39514896, -436426, 4410336, -1609944, 0, 49782048, 1345664, 11879648, -2625376, 0, 2223424, -3195864, -15954656, 34805500, 0, 26718444, -6073888, -13571824, 8552000, 0, -5685608, 16568784, -4115840, -55553156, 0, 8562792, 10107840, 6172976, 27651616, 0, -1682432, 6129312, -3527952, 3936136, 0, 35678760, -244296, 38079064, 4057984, 0, 5737472, -1990402, 5631104, 24226122, 0, 2105040, 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-4962208, -53255520, 0, -88304008, 5244928, -36469320, 3805456, 0, 16654912, 1243718, 13490080, -25074344, 0, 12873364, -18120352, -23293670, 2966656, 0, 94859264, -55232820, -9358720, -31474480, 0, -12944232, -27735360, 32271956, -64584016, 0, 8273920, 36267600, 3119536, 44625568, 0, 40175694, 5377200, 3219600, -9224064, 0, -38487360, 33006080, -3334720, -190673672, 0, -41905712, -903168, 29905488, -8538448, 0, 16183872, -37996650, -24157936, 18300716, 0, -142184460, 74249344, -27755144, -5113056, 0, 941192, -26978968, 2456576, 13679116, 0, 55340918, -14188064, 23669156, 82595648, 0, 10183424, 61031840, -5591368, 24756260, 0, 23629684, 44562304, -10851764, -3899392, 0, 105377008, 12844762, 21442368, 43076556, 0, -33740456, 3701504, -109016192, 19332656, 0, 8910272, -4526992, -26030464, -112115548, 0, 35625548, -20469144, 46025948, -9049312, 0, -201303864, 32889444, -909440, -150643896, 0, -75848984, -42950656, 16894514, -95242912, 0, -3497984, -91172864, -75335008, 115941524, 0, 19539336, -21901040, 16859960, -10394112, 0, 107217424, -52393402, -5993344, -520576, 0, -6987136, 22123520, -43839508, -170338320, 0, -3590720, 72807996, -7082096, 71613408, 0, -22012152, -39413056, 24192868, 11876864, 0, -13365072, -18393944, 1703936, -96517392, 0, -252940172, 22892480, 66197130, 104120976, 0, -29151232, 13363476, 61770848, 135743448, 0, 62807832, 32822272, -162799016, 29503488, 0, -56282448, -132249690, 4818816, -145483240, 0, 20045116, -30223104, 48340180, -41383096, 0, -8902464, 94839630, 32158896, -128651104, 0, 131264280, -35952096, 86173448, 10619456, 0, 6536640, -68999784, -20691328, -33800092, 0, 108082386, -17903424, 83781856, 36523488, 0, -24100864, 2756704, -44646816, -49534590, 0, 1592920, 114591856, -64836816, -15920896, 0, -28183624, 44563744, 25748992, 189433198, 0, 39727980, 2121728, 5311012, 50742048, 0, -35265216, 171448256, 33445496, 36953476, 0, 33681232, 3691472, -49606204, 44490432, 0, 90217296, 14990864, 1445888, 219417648, 0, 208984688, -1300992, -151603650, 49295960, 0, -20561664, -61921724, 58672512, 152030930, 0, -55978972, -78917664, 163727368, -21463040, 0, -84040112, 67630926, 17909696, -56305144, 0, 131511760, -8480768, 5519484, 84676480, 0, -111824896, -52266020, -21116352, 139654928, 0, 100008648, -13580056, 32351664, -91862592, 0, 57705872, 54728324, -8093952, -8481312, 0, -9277096, 108482176, -137018456, 86757872, 0, 1605632, -34662176, 4929328, 185259848, 0, -204735560, -23895776, 19472992, -37137152, 0, 88545280, 48368144, -192800, -15665402, 0, 100108304, -3111936, -41809232, 189403024, 0, -40384096, 3775254, 128326304, 89337448, 0, 150638456, 33903064, -82181952, 4296320, 0, -95935104, -48042364, 6938624, -96636564, 0, -9896922, -77978240, 175551200, -165858312, 0, -64412032, 94965176, 42975744, -307718516, 0, 81440878, -105686240, 12384288, 12241408, 0, 50681664, -188392556, -58389504, 56733468, 0, 266788356, -22253056, -28798712, -209715760, 0, -23391104, -268680400, -3089136, -9355864, 0, 172273536, 176703824, 9324672, -84540032, 0, 23830464, 32862096, -25966208, -195956996, 0, -388783530, -75774496, 27651386, 105543424, 0, 15136256, 65601264, -71588672, 113693980, 0, -165834052, 131892800, 134475940, -27802112, 0, 139211008, 24464328, -6188672, -32396336, 0, 179433168, 380928, -28523776, 54862752, 0, 27658240, -77643110, 7480576, -113839160, 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: 267292
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 23, 'source_is_minimal': True, 'source_label': '350.6.a.w', 'source_level': 350, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 22, 'target_is_minimal': True, 'target_label': '350.6.a.v', 'target_level': 350, 'twist_class_label': '350.6.a.v', 'twist_class_level': 350, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 267293
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 23, 'source_is_minimal': True, 'source_label': '350.6.a.w', 'source_level': 350, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 23, 'target_is_minimal': True, 'target_label': '350.6.a.w', 'target_level': 350, 'twist_class_label': '350.6.a.v', 'twist_class_level': 350, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
  • id: 267294
    {'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 23, 'source_is_minimal': True, 'source_label': '350.6.a.w', 'source_level': 350, 'target_char_orbit': 3, 'target_dim': 6, 'target_hecke_orbit': 13, 'target_is_minimal': False, 'target_label': '350.6.c.m', 'target_level': 350, 'twist_class_label': '350.6.a.v', 'twist_class_level': 350, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 755425
    {'charpoly_factorization': [[[-4, 1], 3]], 'hecke_orbit_code': 99079191902814558, 'p': 2}
  • id: 755426
    {'charpoly_factorization': [[[840, -336, -1, 1], 1]], 'hecke_orbit_code': 99079191902814558, 'p': 3}
  • id: 755427
    {'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 99079191902814558, 'p': 5}
  • id: 755428
    {'charpoly_factorization': [[[49, 1], 3]], 'hecke_orbit_code': 99079191902814558, 'p': 7}
  • id: 755429
    {'charpoly_factorization': [[[-40799375, -221125, 11, 1], 1]], 'hecke_orbit_code': 99079191902814558, 'p': 11}
  • id: 755430
    {'charpoly_factorization': [[[-409313016, -778092, 482, 1], 1]], 'hecke_orbit_code': 99079191902814558, 'p': 13}
  • id: 755431
    {'charpoly_factorization': [[[124770352, -2115288, 1185, 1], 1]], 'hecke_orbit_code': 99079191902814558, 'p': 17}
  • id: 755432
    {'charpoly_factorization': [[[-2760714180, -3868536, 1811, 1], 1]], 'hecke_orbit_code': 99079191902814558, 'p': 19}
  • id: 755433
    {'charpoly_factorization': [[[-20458305000, -8763975, 3350, 1], 1]], 'hecke_orbit_code': 99079191902814558, 'p': 23}
  • id: 755434
    {'charpoly_factorization': [[[154187630694, -48598131, -1924, 1], 1]], 'hecke_orbit_code': 99079191902814558, 'p': 29}
  • id: 755435
    {'charpoly_factorization': [[[6751381392, -20477828, 6560, 1], 1]], 'hecke_orbit_code': 99079191902814558, 'p': 31}
  • id: 755436
    {'charpoly_factorization': [[[-2252461080, -7253951, -5194, 1], 1]], 'hecke_orbit_code': 99079191902814558, 'p': 37}
  • id: 755437
    {'charpoly_factorization': [[[-873981504312, 105563080, 26981, 1], 1]], 'hecke_orbit_code': 99079191902814558, 'p': 41}
  • id: 755438
    {'charpoly_factorization': [[[-3330798232544, -184924975, 18938, 1], 1]], 'hecke_orbit_code': 99079191902814558, 'p': 43}
  • id: 755439
    {'charpoly_factorization': [[[548315678232, -264004244, -2878, 1], 1]], 'hecke_orbit_code': 99079191902814558, 'p': 47}
  • id: 755440
    {'charpoly_factorization': [[[-2327818797872, -400081420, 6416, 1], 1]], 'hecke_orbit_code': 99079191902814558, 'p': 53}
  • id: 755441
    {'charpoly_factorization': [[[51424466453808, -2453208548, -17480, 1], 1]], 'hecke_orbit_code': 99079191902814558, 'p': 59}
  • id: 755442
    {'charpoly_factorization': [[[-17091016362224, -1038798040, 40538, 1], 1]], 'hecke_orbit_code': 99079191902814558, 'p': 61}
  • id: 755443
    {'charpoly_factorization': [[[-138366600597, -41631165, 43761, 1], 1]], 'hecke_orbit_code': 99079191902814558, 'p': 67}
  • id: 755444
    {'charpoly_factorization': [[[-88582122380350, -997855075, 65476, 1], 1]], 'hecke_orbit_code': 99079191902814558, 'p': 71}
  • id: 755445
    {'charpoly_factorization': [[[-4194036142072, 670018496, 59143, 1], 1]], 'hecke_orbit_code': 99079191902814558, 'p': 73}
  • id: 755446
    {'charpoly_factorization': [[[-8297801992798, 4427035341, -133128, 1], 1]], 'hecke_orbit_code': 99079191902814558, 'p': 79}
  • id: 755447
    {'charpoly_factorization': [[[-47223196825812, 1423730392, 97205, 1], 1]], 'hecke_orbit_code': 99079191902814558, 'p': 83}
  • id: 755448
    {'charpoly_factorization': [[[560143115269220, -9219060984, -61353, 1], 1]], 'hecke_orbit_code': 99079191902814558, 'p': 89}
  • id: 755449
    {'charpoly_factorization': [[[829971851107000, 27179811540, 288942, 1], 1]], 'hecke_orbit_code': 99079191902814558, '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': 23, 'label': '350.6.a.w', 'level': 350, 'portrait': 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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 65779141
    {'hecke_orbit_code': 99079191902814558, 'n': 1, 'trace_an': 3}
  • id: 65779142
    {'hecke_orbit_code': 99079191902814558, 'n': 2, 'trace_an': 12}
  • id: 65779143
    {'hecke_orbit_code': 99079191902814558, 'n': 3, 'trace_an': 1}
  • id: 65779144
    {'hecke_orbit_code': 99079191902814558, 'n': 4, 'trace_an': 48}
  • id: 65779145
    {'hecke_orbit_code': 99079191902814558, 'n': 5, 'trace_an': 0}
  • id: 65779146
    {'hecke_orbit_code': 99079191902814558, 'n': 6, 'trace_an': 4}
  • id: 65779147
    {'hecke_orbit_code': 99079191902814558, 'n': 7, 'trace_an': -147}
  • id: 65779148
    {'hecke_orbit_code': 99079191902814558, 'n': 8, 'trace_an': 192}
  • id: 65779149
    {'hecke_orbit_code': 99079191902814558, 'n': 9, 'trace_an': -56}
  • id: 65779150
    {'hecke_orbit_code': 99079191902814558, 'n': 10, 'trace_an': 0}
  • id: 65779151
    {'hecke_orbit_code': 99079191902814558, 'n': 11, 'trace_an': -11}
  • id: 65779152
    {'hecke_orbit_code': 99079191902814558, 'n': 12, 'trace_an': 16}
  • id: 65779153
    {'hecke_orbit_code': 99079191902814558, 'n': 13, 'trace_an': -482}
  • id: 65779154
    {'hecke_orbit_code': 99079191902814558, 'n': 14, 'trace_an': -588}
  • id: 65779155
    {'hecke_orbit_code': 99079191902814558, 'n': 15, 'trace_an': 0}
  • id: 65779156
    {'hecke_orbit_code': 99079191902814558, 'n': 16, 'trace_an': 768}
  • id: 65779157
    {'hecke_orbit_code': 99079191902814558, 'n': 17, 'trace_an': -1185}
  • id: 65779158
    {'hecke_orbit_code': 99079191902814558, 'n': 18, 'trace_an': -224}
  • id: 65779159
    {'hecke_orbit_code': 99079191902814558, 'n': 19, 'trace_an': -1811}
  • id: 65779160
    {'hecke_orbit_code': 99079191902814558, 'n': 20, 'trace_an': 0}
  • id: 65779161
    {'hecke_orbit_code': 99079191902814558, 'n': 21, 'trace_an': -49}
  • id: 65779162
    {'hecke_orbit_code': 99079191902814558, 'n': 22, 'trace_an': -44}
  • id: 65779163
    {'hecke_orbit_code': 99079191902814558, 'n': 23, 'trace_an': -3350}
  • id: 65779164
    {'hecke_orbit_code': 99079191902814558, 'n': 24, 'trace_an': 64}
  • id: 65779165
    {'hecke_orbit_code': 99079191902814558, 'n': 25, 'trace_an': 0}
  • id: 65779166
    {'hecke_orbit_code': 99079191902814558, 'n': 26, 'trace_an': -1928}
  • id: 65779167
    {'hecke_orbit_code': 99079191902814558, 'n': 27, 'trace_an': -1997}
  • id: 65779168
    {'hecke_orbit_code': 99079191902814558, 'n': 28, 'trace_an': -2352}
  • id: 65779169
    {'hecke_orbit_code': 99079191902814558, 'n': 29, 'trace_an': 1924}
  • id: 65779170
    {'hecke_orbit_code': 99079191902814558, 'n': 30, 'trace_an': 0}
  • id: 65779171
    {'hecke_orbit_code': 99079191902814558, 'n': 31, 'trace_an': -6560}
  • id: 65779172
    {'hecke_orbit_code': 99079191902814558, 'n': 32, 'trace_an': 3072}
  • id: 65779173
    {'hecke_orbit_code': 99079191902814558, 'n': 33, 'trace_an': -15865}
  • id: 65779174
    {'hecke_orbit_code': 99079191902814558, 'n': 34, 'trace_an': -4740}
  • id: 65779175
    {'hecke_orbit_code': 99079191902814558, 'n': 35, 'trace_an': 0}
  • id: 65779176
    {'hecke_orbit_code': 99079191902814558, 'n': 36, 'trace_an': -896}
  • id: 65779177
    {'hecke_orbit_code': 99079191902814558, 'n': 37, 'trace_an': 5194}
  • id: 65779178
    {'hecke_orbit_code': 99079191902814558, 'n': 38, 'trace_an': -7244}
  • id: 65779179
    {'hecke_orbit_code': 99079191902814558, 'n': 39, 'trace_an': -1574}
  • id: 65779180
    {'hecke_orbit_code': 99079191902814558, 'n': 40, 'trace_an': 0}
  • id: 65779181
    {'hecke_orbit_code': 99079191902814558, 'n': 41, 'trace_an': -26981}
  • id: 65779182
    {'hecke_orbit_code': 99079191902814558, 'n': 42, 'trace_an': -196}
  • id: 65779183
    {'hecke_orbit_code': 99079191902814558, 'n': 43, 'trace_an': -18938}
  • id: 65779184
    {'hecke_orbit_code': 99079191902814558, 'n': 44, 'trace_an': -176}
  • id: 65779185
    {'hecke_orbit_code': 99079191902814558, 'n': 45, 'trace_an': 0}
  • id: 65779186
    {'hecke_orbit_code': 99079191902814558, 'n': 46, 'trace_an': -13400}
  • id: 65779187
    {'hecke_orbit_code': 99079191902814558, 'n': 47, 'trace_an': 2878}
  • id: 65779188
    {'hecke_orbit_code': 99079191902814558, 'n': 48, 'trace_an': 256}
  • id: 65779189
    {'hecke_orbit_code': 99079191902814558, 'n': 49, 'trace_an': 7203}
  • id: 65779190
    {'hecke_orbit_code': 99079191902814558, 'n': 50, 'trace_an': 0}
  • id: 65779191
    {'hecke_orbit_code': 99079191902814558, 'n': 51, 'trace_an': -55729}
  • id: 65779192
    {'hecke_orbit_code': 99079191902814558, 'n': 52, 'trace_an': -7712}
  • id: 65779193
    {'hecke_orbit_code': 99079191902814558, 'n': 53, 'trace_an': -6416}
  • id: 65779194
    {'hecke_orbit_code': 99079191902814558, 'n': 54, 'trace_an': -7988}
  • id: 65779195
    {'hecke_orbit_code': 99079191902814558, 'n': 55, 'trace_an': 0}
  • id: 65779196
    {'hecke_orbit_code': 99079191902814558, 'n': 56, 'trace_an': -9408}
  • id: 65779197
    {'hecke_orbit_code': 99079191902814558, 'n': 57, 'trace_an': -33983}
  • id: 65779198
    {'hecke_orbit_code': 99079191902814558, 'n': 58, 'trace_an': 7696}
  • id: 65779199
    {'hecke_orbit_code': 99079191902814558, 'n': 59, 'trace_an': 17480}
  • id: 65779200
    {'hecke_orbit_code': 99079191902814558, 'n': 60, 'trace_an': 0}
  • id: 65779201
    {'hecke_orbit_code': 99079191902814558, 'n': 61, 'trace_an': -40538}
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  • id: 65779388
    {'hecke_orbit_code': 99079191902814558, 'n': 937, 'trace_an': -67365151}
  • id: 65779389
    {'hecke_orbit_code': 99079191902814558, 'n': 941, 'trace_an': 21428764}
  • id: 65779390
    {'hecke_orbit_code': 99079191902814558, 'n': 947, 'trace_an': 3814124}
  • id: 65779391
    {'hecke_orbit_code': 99079191902814558, 'n': 953, 'trace_an': 14788151}
  • id: 65779392
    {'hecke_orbit_code': 99079191902814558, 'n': 961, 'trace_an': -1898197}
  • id: 65779393
    {'hecke_orbit_code': 99079191902814558, 'n': 967, 'trace_an': -72795042}
  • id: 65779394
    {'hecke_orbit_code': 99079191902814558, 'n': 971, 'trace_an': -74507651}
  • id: 65779395
    {'hecke_orbit_code': 99079191902814558, 'n': 977, 'trace_an': 21555183}
  • id: 65779396
    {'hecke_orbit_code': 99079191902814558, 'n': 983, 'trace_an': 33276424}
  • id: 65779397
    {'hecke_orbit_code': 99079191902814558, 'n': 991, 'trace_an': 25334358}
  • id: 65779398
    {'hecke_orbit_code': 99079191902814558, 'n': 997, 'trace_an': -37805422}