Newform data - 400.8.a.i

Formats: - HTML - YAML - JSON - 2025-10-05T18:39:44.803730

• 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': 25600, 'analytic_conductor': 124.9540101936487, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [5, -1]], 'atkin_lehner_string': '+-', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [400, 1, [351, 101, 177], [1, 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': [[3, [9, 1]]], 'hecke_orbit': 9, 'hecke_orbit_code': 36028797153182096, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '400.8.a.i', 'level': 400, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2, 5], 'level_radical': 10, 'minimal_twist': '200.8.a.d', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-9q^{3}+694q^{7}-2106q^{9}-4901q^{11}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '400.8.a', 'trace_display': [0, -9, 0, 694], 'trace_hash': 1125568396879818467, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.002', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.001', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.034', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5.187', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.002', 'prec': 17}, 'traces': [1, 0, -9, 0, 0, 0, 694, 0, -2106, 0, -4901, 0, 7228, 0, 0, 0, 15925, 0, -8749, 0, -6246, 0, 53554, 0, 0, 0, 38637, 0, -98752, 0, 65030, 0, 44109, 0, 0, 0, -323958, 0, -65052, 0, 170277, 0, -226228, 0, 0, 0, -399932, 0, -341907, 0, -143325, 0, -217218, 0, 0, 0, 78741, 0, 2733128, 0, -1410230, 0, -1461564, 0, 0, 0, 3163693, 0, -481986, 0, 3458532, 0, 4113051, 0, 0, 0, -3401294, 0, 34386, 0, 4258089, 0, -1798039, 0, 0, 0, 888768, 0, -12630321, 0, 5016232, 0, -585270, 0, 0, 0, -7118942, 0, 10321506, 0, -11113914, 0, -20344108, 0, 0, 0, 505275, 0, -22923394, 0, 2915622, 0, 3116727, 0, 0, 0, -15222168, 0, 11051950, 0, 4532630, 0, -1532493, 0, 0, 0, 15361158, 0, 2036052, 0, 1995852, 0, -6071806, 0, 0, 0, -31993291, 0, -1298781, 0, 3599388, 0, -35424428, 0, 0, 0, 3077163, 0, -50592608, 0, 59942278, 0, 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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], [-9], [0], [0], [0], [694], [0], [-2106], [0], [-4901], [0], [7228], [0], [0], [0], [15925], [0], [-8749], [0], [-6246], [0], [53554], [0], [0], [0], [38637], [0], [-98752], [0], [65030], [0], [44109], [0], [0], [0], [-323958], [0], [-65052], [0], [170277], [0], [-226228], [0], [0], [0], [-399932], [0], [-341907], [0], [-143325], [0], [-217218], [0], [0], [0], [78741], [0], [2733128], [0], [-1410230], [0], [-1461564], [0], [0], [0], [3163693], [0], [-481986], [0], [3458532], [0], [4113051], [0], [0], [0], [-3401294], [0], [34386], [0], [4258089], [0], [-1798039], [0], [0], [0], [888768], [0], [-12630321], [0], [5016232], [0], [-585270], [0], [0], [0], [-7118942], [0], [10321506], [0]], 'ap': [[0], [-9], [0], [694], [-4901], [7228], [15925], [-8749], [53554], [-98752], [65030], [-323958], [170277], [-226228], [-399932], [-217218], [2733128], [-1410230], [3163693], [3458532], [4113051], [34386], [-1798039], [-12630321], [-7118942], [-11113914], [-20344108], [505275], [-22923394], [3116727], [15361158], [1995852], [-31993291], [-1298781], [-50592608], [59942278], [60941818], [-87858139], [-22573644], [-90511304], [-142293769], [75253802], [-79785670], [-102462347], [-83100826], [-152676548], [122586061], [150826468], [-191982804], [57548836], [-362214858], [-257156016], [374808473], [-163995], [426299790], [-448264830], [-35540144], [171237846], [-473554096], [-264247522], [174731557], [21327566], [-501499609], [318134666], [197523626], [121932876], [-773046873], [-408518573], [810056699], [-1489906962], [553197190], [371131722], [677911420], [119631730], [1639960985], [976534338], [-60773370], [1486208212], [370720101], [2183024221], [1682304087], [-1982033772], [-2965791286], [2241308405], [1182226616], [-241284903], [-9258951], [511861753], [-214562868], [3865328532], [-3083046676], [-4121067158], [809882294], [-487427076], [-3718067804], [3808194588], [3863176106], [2477178965], [1469550095], [2600860048], [-2847467753], [-2507413844], [4612493104], [3147060793], [-1987085500], [6239775971], [-7135179519], [-6152882937], [-2751424950], [-5521939037], [2463168240], [-6066452730], [-7803601794], [3429699604], [8874432710], [776201034], [-509295396], [9307593204], [4969166782], [7298155569], [6107831184], [-83334342], [42529904], [-14266271409], [6532032439], [4042037212], [-17759650012], [-5517522554], [9083281696], [-19336047588], [19436291652], [-8045449230], [20070425616], [-5575161904], [19125179637], [2941245037], [-3519705240], [-25390025804], [-14882570094], [428868882], [1440223876], [3948225122], [27347299124], [-22626435279], [-3506517020], [-8577552976], [-5556612334], [24575912421], [-5987515469], [16868448744], [19570721572], [2461551150], [4356163375], [23138632036], [-43293878556], [-29881781708], [-38744179214], [31866405662], [13175200195], [-19734215956], [-24136913240], [-33687729183], [-19156199760], [-50474977429], [-2361458879], [1759654578], [29150546962], [40530367524], [570033581], [36384314728], [41429664545], [-6441106550], [4929255914], [13162153835], [29793679144], [54760703871], [-13970641267], [-11553888938], [63732531272], [-24128568854], [84091968844], [-63998965953], [14210207414], [-34127980753], [22866994748], [-21802500380], [20291911658], [11189060203], [-75481329103], [21960290560], [8730941999], [-45718800867], [90085985821], [60714959734], [-53544109541], [30140246266], [458740035], [-68979516318], [3049696123], [-55421282590], [93766100922], [-21156090436], [4430965136], [-62349341133], [-20550428316], [-9274534382], [-23223806602], [-39098083820], [45433390350], [54055353352], [57825384994], [-96301490558], [39905667568], [-26790365841], [26661347830], [62092435593], [-119381536234], [61966195525], [-115232803062], [-141699913030], [108726236246], [-55358813140], [119444894825], [-188329407798], [-108904195809], [89717461150], [-78180137897], [-142945298704], [-146231541092], [31045766225], [129615044578], [-52213940055], [83023729750], [-117086424673], [2218881288], [-209862941526], [5216648445], [-67343424120], [-29015690435], [-6044651292], [140738586511], [89279379521], [-120341074402], [179695071556], [92125740499], [196968767744], [88649476994], [-88415043028], [19358344745], [-226825824088], [-183980878224], [-72602344165], [-112766668950], [-145619566333], [42069133144], [39204003345], [176358551600], [58715286825], [-311242787718], [118295612877], [26859285578], [163641579989], [-52009954152], [220939827884], [-185594587451], [-287061583393], [84370520390], [-320216050050], [36647501007], [187480549778], [-143303905324], [297712725761], [159892063719], [274645053304], [117574563746], [-73474740092], [304184960431], [-59945973880], [463323514766], [268342744503], [176650939500], [-185966466270], [-435276548824], [441832327924], [534706646045], [-219688899032], [113029166654], [448995970848], [-293470921440], [427551445410], [-491159616766], [-460702260564], [-493155247413], [116590026501], [587051197756], [364967059158], [-510796455002], [-338690352936], [173026965964], [581054089161], [398038831617], [-7748405658], [-93034528736], [482610849395], [-337798321923], [-36547367831], [-510571189284], [97680478414], [158749278246], [-311135502634], [228237675682], [-106128568806], [-432920581911], [-348587715784], [-70044656908], [501236583526], [-360465628301], [187925337288], [-205108004465], [-192706764061], [463003014196], [-475021838971], [170774457516], [-884289425266], [-723109834726], [275650356258], [-41575908595], [-520598984660], [-61424760130], [-593790840972], [129827918324], [-358718934574], [545509377794], [-975387110477], [260507058071], [-315488244552], [-19208328040], [488414543682], [-51567709505], [243340462950], [-387654821944], [-800273899815], [-682352944618], [-40459743980], [995041005230], [405236483452], [165037491748], [1765913357], [945777334032], [-927039398586], [-796127994151], [-18235322766], [565477619990], [-633257417516], [-803121362374], [-717056487421], [489388967964], [891274209799], [-865505052082], [370480463492], [-833328919942], [152609193347], [806148626378], [-832967777652], [956651785953], [-333083470997], [1419370041432], [363531260248], [57556930205], [72855682572], [804820673395], [-44249794972], [674477394876], [-439638452448], [1111565037758], [1658144404731], [25543185326], [768417376571], [1225941542553], [-1228753957966], [-844421906270], [-99012199975], [1631095660824], [255065352711], [-1266487583712], [1333625074054], [1499387317232], [825834175200], [282458490288], [-815157678098], [1012343195515], [-886718750892], [-678402634611], [-585933614647], [-756117997570], [-1964882573371], [-645944428532], [83669551017], [-1039128903149], [627824657850], [449970164904], [1468069915605], [1456485562244], [1106150214273], [-361942413456], [1926024027288], [629133350794], [-449612934486], [2024403383132], [1109406284181], [2146840774975], [-1738814354736], [-1372600810903], [-1009764933580], [1561310702263], [-519937071810], [175613164234], [1969282282070], [1649785949073], [331028798514], [1938148575936], [-512442655274], [1388305389286], [1006709954353], [-1982601429747], [-262826871072], [-722165976168], [982780054347], [1606653466327], [346202454458]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 36028797153182096, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '400.8.a.i', 'level': 400, 'maxp': 2999, 'weight': 8}
• mf_newspaces •

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

  
  {'ALdims': [16, 17, 15, 17], 'ALdims_eis_new': [0, 0, 1, 2], 'ALdims_eis_old': [9, 9, 8, 7], 'ALdims_old': [86, 83, 84, 84], 'Nk2': 25600, 'analytic_conductor': 124.9540101936487, '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': [400, 1, [351, 101, 177], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 402, 'dim': 65, 'eis_dim': 36, 'eis_new_dim': 3, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 134218128, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 4, 4, 4], 'label': '400.8.a', 'level': 400, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2, 5], 'level_radical': 10, 'mf_dim': 438, 'mf_new_dim': 68, 'num_forms': 38, 'plus_dim': 33, 'prim_orbit_index': 1, 'relative_dim': 65, 'sturm_bound': 480, 'trace_bound': 7, 'trace_display': [0, 26, 0, 662], 'traces': [65, 0, 26, 0, 0, 0, 662, 0, 46317, 0, -3388, 0, 3278, 0, 0, 0, -11258, 0, -60448, 0, 3356, 0, 7282, 0, 0, 0, 12188, 0, -68378, 0, 8340, 0, -166544, 0, 0, 0, -104322, 0, 268748, 0, -133454, 0, -142462, 0, 0, 0, -1589618, 0, 6831653, 0, 1514416, 0, -392442, 0, 0, 0, 725144, 0, -5391876, 0, -5518, 0, 4296854, 0, 0, 0, 4606486, 0, 2445284, 0, -3556636, 0, 1901070, 0, 0, 0, 7780240, 0, 9605360, 0, 27940077, 0, -3397918, 0, 0, 0, -19863444, 0, 10608630, 0, -18655020, 0, 9069672, 0, 0, 0, 8946158, 0, -46333544, 0, -21502914, 0, 4455146, 0, 0, 0, 36364254, 0, -2143534, 0, -24488124, 0, 8709942, 0, 0, 0, 7399470, 0, 31659804, 0, 112276297, 0, -29135412, 0, 0, 0, -24386954, 0, 15246108, 0, -26642160, 0, -25358168, 0, 0, 0, 27474158, 0, 66308816, 0, -90032860, 0, -57460160, 0, 0, 0, -46813502, 0, 22409970, 0, -146500, 0, -115508666, 0, 0, 0, -4161338, 0, -153207948, 0, -66960140, 0, 37391650, 0, 0, 0, 155765526, 0, 198286079, 0, -63305596, 0, 54485014, 0, 0, 0, 65742168, 0, 37030760, 0, 71796686, 0, -40156748, 0, 0, 0, -138988992, 0, -125554192, 0, 276549372, 0, 65010662, 0, 0, 0, 85997054, 0, -262993480, 0, -47570456, 0, 235716980, 0, 0, 0, 587340722, 0, -50152708, 0, 148238700, 0, -252014696, 0, 0, 0, 97956120, 0, 1050175064, 0, -438620844, 0, -391063790, 0, 0, 0, -37231314, 0, -445269986, 0, 606131288, 0, 10173414, 0, 0, 0, -85724048, 0, 410245304, 0, -486012566, 0, 531698462, 0, 0, 0, 250362408, 0, 195991968, 0, -521313620, 0, 409589488, 0, 0, 0, -238014474, 0, -44758940, 0, 672142166, 0, -540564198, 0, 0, 0, 235477764, 0, -505513110, 0, 1086890956, 0, 740903800, 0, 0, 0, -41074698, 0, 2079288636, 0, 1220849454, 0, 258504538, 0, 0, 0, -189282636, 0, 1488745231, 0, -1061751212, 0, -1244199874, 0, 0, 0, 1007736160, 0, -625926116, 0, -735264060, 0, -1233548372, 0, 0, 0, -131148586, 0, -479644084, 0, -1632899004, 0, -1613892314, 0, 0, 0, -690889818, 0, -1271665744, 0, -1474649456, 0, 1415506376, 0, 0, 0, -990720588, 0, 126952188, 0, -361267204, 0, 1491484766, 0, 0, 0, -168869762, 0, -5424209528, 0, 1258492152, 0, -2555211884, 0, 0, 0, 7870694, 0, 719099486, 0, 3695124584, 0, 1905638158, 0, 0, 0, 1924752440, 0, 696701824, 0, 4125101089, 0, 5384685682, 0, 0, 0, 519921102, 0, 1581458686, 0, -6973085900, 0, -1704589386, 0, 0, 0, 233859908, 0, -1862655248, 0, -4811394516, 0, -4586813598, 0, 0, 0, -3146541598, 0, -1506398070, 0, 5161662916, 0, -3227911344, 0, 0, 0, -1793894066, 0, -3910426136, 0, -174587098, 0, 6846028648, 0, 0, 0, 3746764800, 0, 161447626, 0, -5845079248, 0, 4122614120, 0, 0, 0, -1593201096, 0, 1098635736, 0, 2497905730, 0, -11988119922, 0, 0, 0, -9317834484, 0, 1647229152, 0, 4576274620, 0, 3288855726, 0, 0, 0, -265169224, 0, 1930920632, 0, 6436010945, 0, 12001434402, 0, 0, 0, 9388519364, 0, -657633726, 0, -13080102684, 0, -1773133544, 0, 0, 0, 403066422, 0, 13783744756, 0, -2193574242, 0, -16257612470, 0, 0, 0, -8000600218, 0, -3059106492, 0, 24894833380, 0, -953829328, 0, 0, 0, -2852647066, 0, 50342336, 0, -5990343484, 0, 25984477192, 0, 0, 0, 7577464958, 0, -8870390064, 0, -14828897680, 0, 1431367700, 0, 0, 0, -4973685144, 0, 156587580, 0, -2687504652, 0, -20307215958, 0, 0, 0, -12572266010, 0, -5501790322, 0, 15855725468, 0, 3547217168, 0, 0, 0, -2202127984, 0, 4804151740, 0, -1860414274, 0, 24782284250, 0, 0, 0, 13306200008, 0, -775029931, 0, -22138403540, 0, -2875232796, 0, 0, 0, -361466328, 0, -3500118156, 0, -990209250, 0, -36991078836, 0, 0, 0, -8068792786, 0, 11825389946, 0, 38320938328, 0, -758427248, 0, 0, 0, 2114222686, 0, -11381310756, 0, -15328080756, 0, 37377180586, 0, 0, 0, 17433655550, 0, -5283690822, 0, -32351503464, 0, -1921214536, 0, 0, 0, 629420614, 0, -14086054800, 0, 11906451356, 0, -41932848704, 0, 0, 0, -10431635442, 0, 4985169736, 0, 44078408932, 0, -3097551570, 0, 0, 0, 9812170192, 0, 23408214856, 0, -19801167462, 0, 62325451446, 0, 0, 0, 8955452798, 0, -11838209992, 0, -39533594844, 0, 5044481358, 0, 0, 0, -4512651162, 0, -21715344716, 0, 28877250560, 0, -57593148324, 0, 0, 0, -17546349120, 0, -1489428324, 0, 50769312220, 0, -275959120, 0, 0, 0, -3629026298, 0, 450738980, 0, -6177487050, 0, 59753104250, 0, 0, 0, 15166531854, 0, -2337330000, 0, -104849305120, 0, -16036230986, 0, 0, 0, 6801680846, 0, -9190807008, 0, -5664332654, 0, -101304630904, 0, 0, 0, -27097950084, 0, 30418164780, 0, 41746222744, 0, -8890393058, 0, 0, 0, -1565312866, 0, 18018244868, 0, -5222111004, 0, 78228138498, 0, 0, 0, 43051282844, 0, 5026423540, 0, -61334115156, 0, 12925190352, 0, 0, 0, 9469988244, 0, 10229954612, 0, 29955714122, 0, -104880836632, 0, 0, 0, -44903587212, 0, 30561953262, 0, 141967853560, 0, 10515967304, 0, 0, 0, 17419519024, 0, 10548825856, 0, 55434209460, 0, 141897313980, 0, 0, 0, 56834728582, 0, -8974777035, 0, -121023581076, 0, 3807193894, 0, 0, 0, 4399794064, 0, 3940143860, 0, -28836775408, 0, -113613364542, 0, 0, 0, -64461670078, 0, -38341133212, 0, 64348784508, 0, -14939334864, 0, 0, 0, 9660974758, 0, 23470903384, 0, -8046308338, 0, 141816124684, 0, 0, 0, 60270969224, 0, 30132994518, 0, -118133983564, 0, 20182107534, 0, 0, 0, 9666345784, 0, 1120081756, 0, 16931340800, 0, -198449993208, 0, 0, 0, -61410073026, 0, 3949343988, 0, 112931521388, 0, 35400817532, 0, 0, 0, -13479907914, 0, -49280736812, 0, 49255180874, 0, 170233081152, 0, 0, 0, 113802434708, 0, 36045011898, 0, -173519417536, 0, -40869643464, 0, 0, 0, 5275270904, 0, 18550936852, 0, -89221951206, 0, -165609202062, 0, 0, 0, -81974407098, 0, 51239538970, 0, 273275938188, 0, -31494661506, 0, 0, 0, -5148395088, 0, -48449438160, 0, 27003603903, 0, 237960923468, 0, 0, 0, 89511172094, 0, 329652336, 0, -55370642132, 0, 15756464414, 0, 0, 0, -14622946290, 0, -78405551856, 0, -35441414144, 0, -169654859214, 0, 0, 0, -106765485650, 0, -86739955112, 0, 67354231508, 0, 5981313006, 0, 0, 0, 25181899670, 0, 43061127508, 0, -24476944186, 0, 183879134826, 0, 0, 0, 73291494502, 0, 3963772668, 0, -170399233676, 0, 1859360840, 0, 0, 0, -27140930840, 0, 91269359112, 0, -40419665940, 0, -270954929816, 0, 0, 0, -75676813530, 0, -118417685546, 0, 224697860460, 0, -8049543952, 0, 0, 0, 21494463024, 0, 79987771464, 0, -37066513600, 0, 217269039672, 0, 0, 0, 77926482218, 0, 59078040430, 0, -318014038272, 0, -20283859992, 0, 0, 0, 21633375734, 0, -1836011708, 0, -6836304002, 0, -250226441860, 0, 0, 0, -67713945434, 0, -39173887036, 0, 295728699788, 0, -25617839466, 0, 0, 0, -141165809760, 0, 124543937932, 0, 19668689729, 0, 285075864894, 0, 0, 0, 44255903070, 0, -75176145652, 0, -109480479636, 0, 1910896008, 0, 0, 0, -42391440866, 0, -82998586052, 0, 66638098538, 0, -218972398854, 0, 0, 0, -52058155720, 0, 49567557132, 0, 56760934516, 0, 29895196384, 0, 0, 0, -32385688634, 0, -63334497744, 0], 'weight': 8, 'weight_parity': 1}
• mf_twists_nf •

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

  
  
  • id: 300498
    {'conductor': 20, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '400.8.a.i', 'source_level': 400, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': True, 'target_label': '200.8.a.d', 'target_level': 200, 'twist_class_label': '200.8.a.d', 'twist_class_level': 200, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 8}
  • id: 300499
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '400.8.a.i', 'source_level': 400, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 5, 'target_is_minimal': True, 'target_label': '200.8.a.e', 'target_level': 200, 'twist_class_label': '200.8.a.d', 'twist_class_level': 200, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 300500
    {'conductor': 20, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '400.8.a.i', 'source_level': 400, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '200.8.c.e', 'target_level': 200, 'twist_class_label': '200.8.a.d', 'twist_class_level': 200, 'twisting_char_label': '20.e', 'twisting_char_orbit': 5, 'weight': 8}
  • id: 300501
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '400.8.a.i', 'source_level': 400, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '400.8.a.i', 'target_level': 400, 'twist_class_label': '200.8.a.d', 'twist_class_level': 200, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
  • id: 300502
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '400.8.a.i', 'source_level': 400, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 11, 'target_is_minimal': False, 'target_label': '400.8.a.k', 'target_level': 400, 'twist_class_label': '200.8.a.d', 'twist_class_level': 200, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 300503
    {'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '400.8.a.i', 'source_level': 400, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 11, 'target_is_minimal': False, 'target_label': '400.8.c.k', 'target_level': 400, 'twist_class_label': '200.8.a.d', 'twist_class_level': 200, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 8}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 830575
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 36028797153182096, 'p': 2}
  • id: 830576
    {'charpoly_factorization': [[[9, 1], 1]], 'hecke_orbit_code': 36028797153182096, 'p': 3}
  • id: 830577
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 36028797153182096, 'p': 5}
  • id: 830578
    {'charpoly_factorization': [[[-694, 1], 1]], 'hecke_orbit_code': 36028797153182096, 'p': 7}
  • id: 830579
    {'charpoly_factorization': [[[4901, 1], 1]], 'hecke_orbit_code': 36028797153182096, 'p': 11}
  • id: 830580
    {'charpoly_factorization': [[[-7228, 1], 1]], 'hecke_orbit_code': 36028797153182096, 'p': 13}
  • id: 830581
    {'charpoly_factorization': [[[-15925, 1], 1]], 'hecke_orbit_code': 36028797153182096, 'p': 17}
  • id: 830582
    {'charpoly_factorization': [[[8749, 1], 1]], 'hecke_orbit_code': 36028797153182096, 'p': 19}
  • id: 830583
    {'charpoly_factorization': [[[-53554, 1], 1]], 'hecke_orbit_code': 36028797153182096, 'p': 23}
  • id: 830584
    {'charpoly_factorization': [[[98752, 1], 1]], 'hecke_orbit_code': 36028797153182096, 'p': 29}
  • id: 830585
    {'charpoly_factorization': [[[-65030, 1], 1]], 'hecke_orbit_code': 36028797153182096, 'p': 31}
  • id: 830586
    {'charpoly_factorization': [[[323958, 1], 1]], 'hecke_orbit_code': 36028797153182096, 'p': 37}
  • id: 830587
    {'charpoly_factorization': [[[-170277, 1], 1]], 'hecke_orbit_code': 36028797153182096, 'p': 41}
  • id: 830588
    {'charpoly_factorization': [[[226228, 1], 1]], 'hecke_orbit_code': 36028797153182096, 'p': 43}
  • id: 830589
    {'charpoly_factorization': [[[399932, 1], 1]], 'hecke_orbit_code': 36028797153182096, 'p': 47}
  • id: 830590
    {'charpoly_factorization': [[[217218, 1], 1]], 'hecke_orbit_code': 36028797153182096, 'p': 53}
  • id: 830591
    {'charpoly_factorization': [[[-2733128, 1], 1]], 'hecke_orbit_code': 36028797153182096, 'p': 59}
  • id: 830592
    {'charpoly_factorization': [[[1410230, 1], 1]], 'hecke_orbit_code': 36028797153182096, 'p': 61}
  • id: 830593
    {'charpoly_factorization': [[[-3163693, 1], 1]], 'hecke_orbit_code': 36028797153182096, 'p': 67}
  • id: 830594
    {'charpoly_factorization': [[[-3458532, 1], 1]], 'hecke_orbit_code': 36028797153182096, 'p': 71}
  • id: 830595
    {'charpoly_factorization': [[[-4113051, 1], 1]], 'hecke_orbit_code': 36028797153182096, 'p': 73}
  • id: 830596
    {'charpoly_factorization': [[[-34386, 1], 1]], 'hecke_orbit_code': 36028797153182096, 'p': 79}
  • id: 830597
    {'charpoly_factorization': [[[1798039, 1], 1]], 'hecke_orbit_code': 36028797153182096, 'p': 83}
  • id: 830598
    {'charpoly_factorization': [[[12630321, 1], 1]], 'hecke_orbit_code': 36028797153182096, 'p': 89}
  • id: 830599
    {'charpoly_factorization': [[[7118942, 1], 1]], 'hecke_orbit_code': 36028797153182096, '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': 9, 'label': '400.8.a.i', 'level': 400, 'portrait': 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', 'weight': 8}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 51839917
    {'hecke_orbit_code': 36028797153182096, 'n': 1, 'trace_an': 1}
  • id: 51839918
    {'hecke_orbit_code': 36028797153182096, 'n': 2, 'trace_an': 0}
  • id: 51839919
    {'hecke_orbit_code': 36028797153182096, 'n': 3, 'trace_an': -9}
  • id: 51839920
    {'hecke_orbit_code': 36028797153182096, 'n': 4, 'trace_an': 0}
  • id: 51839921
    {'hecke_orbit_code': 36028797153182096, 'n': 5, 'trace_an': 0}
  • id: 51839922
    {'hecke_orbit_code': 36028797153182096, 'n': 6, 'trace_an': 0}
  • id: 51839923
    {'hecke_orbit_code': 36028797153182096, 'n': 7, 'trace_an': 694}
  • id: 51839924
    {'hecke_orbit_code': 36028797153182096, 'n': 8, 'trace_an': 0}
  • id: 51839925
    {'hecke_orbit_code': 36028797153182096, 'n': 9, 'trace_an': -2106}
  • id: 51839926
    {'hecke_orbit_code': 36028797153182096, 'n': 10, 'trace_an': 0}
  • id: 51839927
    {'hecke_orbit_code': 36028797153182096, 'n': 11, 'trace_an': -4901}
  • id: 51839928
    {'hecke_orbit_code': 36028797153182096, 'n': 12, 'trace_an': 0}
  • id: 51839929
    {'hecke_orbit_code': 36028797153182096, 'n': 13, 'trace_an': 7228}
  • id: 51839930
    {'hecke_orbit_code': 36028797153182096, 'n': 14, 'trace_an': 0}
  • id: 51839931
    {'hecke_orbit_code': 36028797153182096, 'n': 15, 'trace_an': 0}
  • id: 51839932
    {'hecke_orbit_code': 36028797153182096, 'n': 16, 'trace_an': 0}
  • id: 51839933
    {'hecke_orbit_code': 36028797153182096, 'n': 17, 'trace_an': 15925}
  • id: 51839934
    {'hecke_orbit_code': 36028797153182096, 'n': 18, 'trace_an': 0}
  • id: 51839935
    {'hecke_orbit_code': 36028797153182096, 'n': 19, 'trace_an': -8749}
  • id: 51839936
    {'hecke_orbit_code': 36028797153182096, 'n': 20, 'trace_an': 0}
  • id: 51839937
    {'hecke_orbit_code': 36028797153182096, 'n': 21, 'trace_an': -6246}
  • id: 51839938
    {'hecke_orbit_code': 36028797153182096, 'n': 22, 'trace_an': 0}
  • id: 51839939
    {'hecke_orbit_code': 36028797153182096, 'n': 23, 'trace_an': 53554}
  • id: 51839940
    {'hecke_orbit_code': 36028797153182096, 'n': 24, 'trace_an': 0}
  • id: 51839941
    {'hecke_orbit_code': 36028797153182096, 'n': 25, 'trace_an': 0}
  • id: 51839942
    {'hecke_orbit_code': 36028797153182096, 'n': 26, 'trace_an': 0}
  • id: 51839943
    {'hecke_orbit_code': 36028797153182096, 'n': 27, 'trace_an': 38637}
  • id: 51839944
    {'hecke_orbit_code': 36028797153182096, 'n': 28, 'trace_an': 0}
  • id: 51839945
    {'hecke_orbit_code': 36028797153182096, 'n': 29, 'trace_an': -98752}
  • id: 51839946
    {'hecke_orbit_code': 36028797153182096, 'n': 30, 'trace_an': 0}
  • id: 51839947
    {'hecke_orbit_code': 36028797153182096, 'n': 31, 'trace_an': 65030}
  • id: 51839948
    {'hecke_orbit_code': 36028797153182096, 'n': 32, 'trace_an': 0}
  • id: 51839949
    {'hecke_orbit_code': 36028797153182096, 'n': 33, 'trace_an': 44109}
  • id: 51839950
    {'hecke_orbit_code': 36028797153182096, 'n': 34, 'trace_an': 0}
  • id: 51839951
    {'hecke_orbit_code': 36028797153182096, 'n': 35, 'trace_an': 0}
  • id: 51839952
    {'hecke_orbit_code': 36028797153182096, 'n': 36, 'trace_an': 0}
  • id: 51839953
    {'hecke_orbit_code': 36028797153182096, 'n': 37, 'trace_an': -323958}
  • id: 51839954
    {'hecke_orbit_code': 36028797153182096, 'n': 38, 'trace_an': 0}
  • id: 51839955
    {'hecke_orbit_code': 36028797153182096, 'n': 39, 'trace_an': -65052}
  • id: 51839956
    {'hecke_orbit_code': 36028797153182096, 'n': 40, 'trace_an': 0}
  • id: 51839957
    {'hecke_orbit_code': 36028797153182096, 'n': 41, 'trace_an': 170277}
  • id: 51839958
    {'hecke_orbit_code': 36028797153182096, 'n': 42, 'trace_an': 0}
  • id: 51839959
    {'hecke_orbit_code': 36028797153182096, 'n': 43, 'trace_an': -226228}
  • id: 51839960
    {'hecke_orbit_code': 36028797153182096, 'n': 44, 'trace_an': 0}
  • id: 51839961
    {'hecke_orbit_code': 36028797153182096, 'n': 45, 'trace_an': 0}
  • id: 51839962
    {'hecke_orbit_code': 36028797153182096, 'n': 46, 'trace_an': 0}
  • id: 51839963
    {'hecke_orbit_code': 36028797153182096, 'n': 47, 'trace_an': -399932}
  • id: 51839964
    {'hecke_orbit_code': 36028797153182096, 'n': 48, 'trace_an': 0}
  • id: 51839965
    {'hecke_orbit_code': 36028797153182096, 'n': 49, 'trace_an': -341907}
  • id: 51839966
    {'hecke_orbit_code': 36028797153182096, 'n': 50, 'trace_an': 0}
  • id: 51839967
    {'hecke_orbit_code': 36028797153182096, 'n': 51, 'trace_an': -143325}
  • id: 51839968
    {'hecke_orbit_code': 36028797153182096, 'n': 52, 'trace_an': 0}
  • id: 51839969
    {'hecke_orbit_code': 36028797153182096, 'n': 53, 'trace_an': -217218}
  • id: 51839970
    {'hecke_orbit_code': 36028797153182096, 'n': 54, 'trace_an': 0}
  • id: 51839971
    {'hecke_orbit_code': 36028797153182096, 'n': 55, 'trace_an': 0}
  • id: 51839972
    {'hecke_orbit_code': 36028797153182096, 'n': 56, 'trace_an': 0}
  • id: 51839973
    {'hecke_orbit_code': 36028797153182096, 'n': 57, 'trace_an': 78741}
  • id: 51839974
    {'hecke_orbit_code': 36028797153182096, 'n': 58, 'trace_an': 0}
  • id: 51839975
    {'hecke_orbit_code': 36028797153182096, 'n': 59, 'trace_an': 2733128}
  • id: 51839976
    {'hecke_orbit_code': 36028797153182096, 'n': 60, 'trace_an': 0}
  • id: 51839977
    {'hecke_orbit_code': 36028797153182096, 'n': 61, 'trace_an': -1410230}
  • id: 51839978
    {'hecke_orbit_code': 36028797153182096, 'n': 62, 'trace_an': 0}
  • id: 51839979
    {'hecke_orbit_code': 36028797153182096, 'n': 63, 'trace_an': -1461564}
  • id: 51839980
    {'hecke_orbit_code': 36028797153182096, 'n': 64, 'trace_an': 0}
  • id: 51839981
    {'hecke_orbit_code': 36028797153182096, 'n': 65, 'trace_an': 0}
  • id: 51839982
    {'hecke_orbit_code': 36028797153182096, 'n': 66, 'trace_an': 0}
  • id: 51839983
    {'hecke_orbit_code': 36028797153182096, 'n': 67, 'trace_an': 3163693}
  • id: 51839984
    {'hecke_orbit_code': 36028797153182096, 'n': 68, 'trace_an': 0}
  • id: 51839985
    {'hecke_orbit_code': 36028797153182096, 'n': 69, 'trace_an': -481986}
  • id: 51839986
    {'hecke_orbit_code': 36028797153182096, 'n': 70, 'trace_an': 0}
  • id: 51839987
    {'hecke_orbit_code': 36028797153182096, 'n': 71, 'trace_an': 3458532}
  • id: 51839988
    {'hecke_orbit_code': 36028797153182096, 'n': 72, 'trace_an': 0}
  • id: 51839989
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