Newform data - 144.10.a.e

Formats: - HTML - YAML - JSON - 2025-09-30T07:37:06.225425

• 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': 14400, 'analytic_conductor': 74.16516040759772, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [3, -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': [144, 1, [127, 37, 65], [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': [[5, [830, 1]]], 'hecke_orbit': 5, 'hecke_orbit_code': 18014398677254288, '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': '144.10.a.e', 'level': 144, '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, 3], 'level_radical': 6, 'minimal_twist': '24.10.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-830q^{5}-672q^{7}-73468q^{11}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '9.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '144.10.a', 'trace_display': [0, 0, -830, -672], 'trace_hash': 286270314659897180, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.032', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.966', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.067', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.920', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.190', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.811', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.002', 'prec': 17}, 'traces': [1, 0, 0, 0, -830, 0, -672, 0, 0, 0, -73468, 0, -78242, 0, 0, 0, 161726, 0, 653572, 0, 0, 0, -1066696, 0, -1264225, 0, 0, 0, -3824838, 0, 1579480, 0, 0, 0, 557760, 0, 16015590, 0, 0, 0, -26268282, 0, 44495228, 0, 0, 0, 14324160, 0, -39902023, 0, 0, 0, 24386050, 0, 60978440, 0, 0, 0, 11942084, 0, -189740258, 0, 0, 0, 64940860, 0, 106709572, 0, 0, 0, 302754376, 0, 81769546, 0, 0, 0, 49370496, 0, -315315352, 0, 0, 0, 752833276, 0, -134232580, 0, 0, 0, 433284294, 0, 52578624, 0, 0, 0, -542464760, 0, 1282496642, 0, 0, 0, 1961154450, 0, 948061328, 0, 0, 0, -246612684, 0, 1473079774, 0, 0, 0, -766579218, 0, 885357680, 0, 0, 0, -108679872, 0, 3039599333, 0, 0, 0, 2670400500, 0, -3085463128, 0, 0, 0, 2763167932, 0, -439200384, 0, 0, 0, -2750409210, 0, -1587043764, 0, 0, 0, 5748283256, 0, 3174615540, 0, 0, 0, 9163279922, 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], [0], [0], [-830], [0], [-672], [0], [0], [0], [-73468], [0], [-78242], [0], [0], [0], [161726], [0], [653572], [0], [0], [0], [-1066696], [0], [-1264225], [0], [0], [0], [-3824838], [0], [1579480], [0], [0], [0], [557760], [0], [16015590], [0], [0], [0], [-26268282], [0], [44495228], [0], [0], [0], [14324160], [0], [-39902023], [0], [0], [0], [24386050], [0], [60978440], [0], [0], [0], [11942084], [0], [-189740258], [0], [0], [0], [64940860], [0], [106709572], [0], [0], [0], [302754376], [0], [81769546], [0], [0], [0], [49370496], [0], [-315315352], [0], [0], [0], [752833276], [0], [-134232580], [0], [0], [0], [433284294], [0], [52578624], [0], [0], [0], [-542464760], [0], [1282496642], [0], [0], [0]], 'ap': [[0], [0], [-830], [-672], [-73468], [-78242], [161726], [653572], [-1066696], [-3824838], [1579480], [16015590], [-26268282], [44495228], [14324160], [24386050], [11942084], [-189740258], [106709572], [302754376], [81769546], [-315315352], [752833276], [433284294], [1282496642], [1961154450], [948061328], [-246612684], [1473079774], [-766579218], [-3085463128], [2763167932], [-2750409210], [-1587043764], [9163279922], [6460730224], [-13492954466], [9114450036], [7287385368], [-1792710918], [3589212108], [-23451552474], [-21307208448], [20249743106], [-12733929966], [5661997328], [-5342537644], [-15312740824], [-52491090036], [4277189686], [44099187766], [-39541254800], [-44256979950], [29326385428], [4754553854], [-43265032], [-67480107574], [-117456282344], [-41221993466], [84889893158], [34564018780], [-221052750702], [252456508980], [-91308188568], [40666491066], [210345409722], [307269376684], [-181036626798], [522927313908], [304567062078], [-70418705794], [-291399622104], [-265943333656], [321655969238], [-283177069076], [670278841344], [867504971458], [-314512483666], [195667134558], [363691580730], [220311149196], [-996325551466], [-996849512864], [811010606962], [124677076896], [513416592916], [-729234179762], [1100732663210], [1263999677722], [-1828428571112], [-99564005796], [-1327625509328], [1378344255104], [1136452707636], [1911322581300], [-1798924689576], [-1653296041542], [2432552739686], [-1354617541636], [725577503310], [2321927468500], [1150500075418], [3263474430236], [3145768600822], [-2865914345316], [3405319260674], [-419783238124], [3914950414], [979763604696], [-320415538790], [-450670853432], [4918212168326], [3020631663510], [1291841069420], [7292589899600], [6426219771982], [1855968374004], [-6599160806072], [-3052884329094], [-9042544842420], [-2422856791978], [-5420762256350], [-5705808843710], [9010958966660], [-3936381255548], [2615062121658], [6296688319766], [3237556568480], [3739284924720], [-8147961072658], [1903823510980], [-7957744963720], [-15507692590008], [-5497500545338], [-3813893805418], [1010064325634], [6412223274258], [1115990213732], [-13668011707670], [-15477142813978], [-8552116925572], [-8292843999390], [6559583766256], [-16382562590684], [21625762360366], [17380088722344], [4423862724950], [-10153178714154], [-26404729224948], [-1600317798688], [-14497039890546], [-12671559344818], [33570255335812], [18272315233288], [-6923032249348], [31001992761488], [28155031238864], [-22850965408114], [31664827370346], [41021680031994], [22651077308364], [30684593115702], [19140818601904], [49846700655780], [17406551792478], [20939713252584], [9680520646712], [4455553782598], [42332790222290], [1416213952498], [-32888069731740], [28586535076542], [38401671205720], [-38096167014326], [9054338589448], [64298621290790], [45542186195548], [10834066537890], [27295540117904], [68583510153518], [-6846662589608], [36121404592588], [-52589346332586], [28549262708214], [-70829097229776], [46638605871570], [33594003888814], [-49291697686428], [-5459209218614], [47311737558528], [-49694903378750], [22865131652532], [6464919032660], [-40217277206], [14132084023452], [-16219361551402], [-94809069601934], [-96116007640562], [-100685373491458], [1850682372504], [-18303481730086], [137415350534680], [-136179925540282], [-55024273246430], [-45063174367932], [-52549477753926], [-34159808178584], [146734714515468], [-12700368832426], [88894263906812], [187329432355986], [50773283666130], [29947355800256], [-4230550437980], [148837885842376], [-1766785580758], [-11796876217208], [129491960013310], [-109090728131352], [-11995236235446], [20356589064086], [-95952127602528], [-14279628721746], [171126251967256], [242967047263548], [257701683663446], [234414499194822], [-56147797167504], [-46454384781072], [-115340874391180], [34110143217054], [-24174583216156], [-197941280635064], [-60763043815754], [3344604017724], [31045596596992], [-18200506416334], [-335088347449742], [95320244975764], [-95658785383576], [202936614894300], [122800687027420], [213800513513504], [64987577894734], [-361729214001810], [-247655237112680], [67870761267992], [135908594301564], [-30519386180980], [160927392801904], [-73122509570898], [-178434557022306], [245917147734088], [-114764479640246], [-412562218181238], [-455159326503348], [60360519161414], [-180959741530948], [550001479584690], [-575998238600198], [-277591763384920], [-211204180606980], [314318343995062], [-109238567421090], [-174686437390898], [-408127896228668], [-332535077184934], [8857957264550], [-313424316137780], [421004725932674], [124347142450798], [-544454405506316], [-281558736370022], [393579029406776], [247832097551218], [421672977051616], [-257469663639948], [-103878274492066], [830378775679306], [-629656350675316], [537070435732976], [436225542123920], [-88489735201864], [519404173307942], [-55309780440164], [390435022674320], [-380528515100110], [563658224955858], [997188332396656], [-313472117532034], [110133891473050], [624635277845196], [-194244736758554], [-198206458783308], [-156513290820594], [-144002722495286], [276395207351752], [1052678915831106], [152330842491252], [385955534573908], [-117936836853622], [8522080705466], [-1165180330473464], [-1069783716356692], [1297468685847852], [-730798681363582], [595514159824164], [497077161975614], [-1488088368772616], [-685292064771802], [-175950747839184], [-569110187229726], [-1476324568352146], [116416984439060], [855652096930424], [-416460497726422], [-110188587877908], [-241705923411216], [386096234176514], [350467041280590], [-1340763607521196], [847083764902042], [-1485744203798662], [-765323095836136], [-846285252672698], [56171534787858], [-321389169219852], [547511079987756], [-254666827358752], [-1084541789284446], [-872134442205986], [597711093450666], [1068870753217032], [720869670914844], [-1160686423285428], [1213650085673940], [-829842103291490], [1562887203800382], [-1628758561842646], [1137085902456408], [30248958555766], [835394959640886], [1008908784307506], [-2196534007403184], [-2500430879700518], [328287838489580], [-1070541091016202], [2147686350577292], [111040650741696], [1639263085853858], [407004391299540], [746661142865834], [1131950481012778], [1544863766090424], [293311567780694], [-1904433795832282], [2766344332846784], [2090902598924788], [-2925455460587618], [-2798705703874200], [131797201827590], [1684965919355670], [-2547188923649232], [281969516942740], [1318622733368324], [2210527839841386], [719828590438890], [-3595380114897664], [1885375056916378], [2610124921036876], [4105939599372252], [-1526494120240304], [-1654321043030270], [1328730759505232], [541821209376398], [2830516859193660], [-2690819050279776], [2212831998095650], [-2308549925599746], [-62885262181030], [4548050109550506], [-3898248069126586], [2772353435149104], [2430604228473630], [-733719722595820], [1148268783231000], [4267461315233352], [-4768706116024090], [-1743048050779588], [-243315509310960], [-4795149839573822], [-3310238994065246], [-3654383758933068], [-2361765236077116], [-2417076697236024], [-1459861340110214], [2916117984475272], [978260281353606], [2761143157676572], [3713889929441554], [-1066442638470562], [-4957663164306258], [3965977535815544], [-4683753758031082], [-5551299822957998], [-877748576185696], [3334880578797022], [3590283727735038], [4199313854955364], [-5475766659886068], [792178355639378], [-4835238886629998], [-6185081832693836], [-3098250990553804], [3729273712210026], [-2713953936134486], [-1762590769418496], [3656460262029760], [5542814107841886], [-2461008536130152], [-701761019393398], [2918426711368358], [-1387360258468496], [7098403387600180], [4809631366976074], [407824402634186], [-2103233106305380], [3197504060769222], [1597730660032524], [-3950698503214696]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 18014398677254288, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '144.10.a.e', 'level': 144, 'maxp': 2999, 'weight': 10}
• 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': [4, 7, 5, 6], 'ALdims_eis_new': [0, 0, 0, 1], 'ALdims_eis_old': [6, 6, 6, 5], 'ALdims_old': [46, 45, 47, 44], 'Nk2': 14400, 'analytic_conductor': 74.16516040759772, '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': [144, 1, [127, 37, 65], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 204, 'dim': 22, 'eis_dim': 24, 'eis_new_dim': 1, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 167772304, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2], 'label': '144.10.a', 'level': 144, '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, 3], 'level_radical': 6, 'mf_dim': 228, 'mf_new_dim': 23, 'num_forms': 18, 'plus_dim': 10, 'prim_orbit_index': 1, 'relative_dim': 22, 'sturm_bound': 240, 'trace_bound': 5, 'trace_display': [0, 0, -358, 3428], 'traces': [22, 0, 0, 0, -358, 0, 3428, 0, 0, 0, 76852, 0, -43080, 0, 0, 0, -70106, 0, -485588, 0, 0, 0, -329384, 0, 7763334, 0, 0, 0, -2153934, 0, 3502588, 0, 0, 0, -13768896, 0, 767668, 0, 0, 0, 726606, 0, -8850876, 0, 0, 0, -28765632, 0, 77974390, 0, 0, 0, -10028710, 0, -29916056, 0, 0, 0, 43449460, 0, 7981092, 0, 0, 0, 233985932, 0, 138184708, 0, 0, 0, 179145512, 0, 486881832, 0, 0, 0, 558512256, 0, -112107444, 0, 0, 0, 373614284, 0, 207459148, 0, 0, 0, -269063922, 0, 274960840, 0, 0, 0, 76595816, 0, 383848472, 0, 0, 0, 380880810, 0, 3369241788, 0, 0, 0, 1660074276, 0, 2188655928, 0, 0, 0, -1010724330, 0, 4987862704, 0, 0, 0, 867000000, 0, 4073458974, 0, 0, 0, 960030948, 0, 6958370676, 0, 0, 0, 1245998348, 0, -2331110560, 0, 0, 0, 3323308494, 0, 4229752172, 0, 0, 0, -1909496552, 0, 3652150116, 0, 0, 0, 10036133194, 0, -9736627916, 0, 0, 0, 16590737264, 0, 9186993060, 0, 0, 0, -8719772928, 0, -33417707812, 0, 0, 0, -15907225800, 0, 5430241146, 0, 0, 0, 12245970546, 0, 8873457164, 0, 0, 0, 3441751260, 0, -13161720200, 0, 0, 0, -6263123364, 0, 5312025752, 0, 0, 0, -34187000064, 0, 2790155564, 0, 0, 0, -18552601302, 0, 36588497772, 0, 0, 0, 38582462016, 0, -60592517220, 0, 0, 0, 182002384, 0, -92916684588, 0, 0, 0, -126489593192, 0, 226712720, 0, 0, 0, -49385417996, 0, 26798275620, 0, 0, 0, 138526397724, 0, -33835642344, 0, 0, 0, -53633768002, 0, -77711144832, 0, 0, 0, -196745123920, 0, -88049563928, 0, 0, 0, -44337618614, 0, 104055872520, 0, 0, 0, 265745911556, 0, 7216756064, 0, 0, 0, 13891740646, 0, -187836139112, 0, 0, 0, -275375010152, 0, -185817899596, 0, 0, 0, 80461751170, 0, 5442512212, 0, 0, 0, 463395644492, 0, 85913054424, 0, 0, 0, 131920254190, 0, -333329431028, 0, 0, 0, -659083664448, 0, 55556881086, 0, 0, 0, 105700595370, 0, 869341047016, 0, 0, 0, 893837365840, 0, 223852895840, 0, 0, 0, -21151733236, 0, -368493265612, 0, 0, 0, -1131888152760, 0, 116359244908, 0, 0, 0, -379261029198, 0, 612467963592, 0, 0, 0, 1314183958168, 0, 340786378112, 0, 0, 0, 228348343296, 0, -929644315364, 0, 0, 0, -1634010093592, 0, 370629021880, 0, 0, 0, 121389194464, 0, 974113499848, 0, 0, 0, 1898607618660, 0, 222787144132, 0, 0, 0, 189581331814, 0, -869064027568, 0, 0, 0, -2151722519160, 0, 494760982830, 0, 0, 0, 555776245892, 0, 1736839320780, 0, 0, 0, 3179195808576, 0, -570422430700, 0, 0, 0, -94117972644, 0, -1371637404428, 0, 0, 0, -3501165477888, 0, -141768656640, 0, 0, 0, -672537571174, 0, 2508857985872, 0, 0, 0, 5012086970896, 0, -672778655932, 0, 0, 0, 152907268422, 0, -2463735169128, 0, 0, 0, -4598074259784, 0, 127487768200, 0, 0, 0, 540297542784, 0, 3206158936472, 0, 0, 0, 4602522071580, 0, -343706929672, 0, 0, 0, -648593070694, 0, -3920858580488, 0, 0, 0, -5311191235744, 0, -1807497988260, 0, 0, 0, 693673221472, 0, 1793400018620, 0, 0, 0, 6349110189572, 0, 706837197084, 0, 0, 0, -1632877417354, 0, -4611765310152, 0, 0, 0, -9528720334464, 0, -1246724894968, 0, 0, 0, -1542267252718, 0, 4233381151012, 0, 0, 0, 6972238333356, 0, -243993651520, 0, 0, 0, 632901273392, 0, -5372265773964, 0, 0, 0, -8668577531152, 0, 1496390879024, 0, 0, 0, 1111569620020, 0, 5140605757140, 0, 0, 0, 8965627421988, 0, 960982868508, 0, 0, 0, -1787555875584, 0, -4978762488316, 0, 0, 0, -12486020854536, 0, 2297705611860, 0, 0, 0, 211746880434, 0, 1846055582104, 0, 0, 0, 12573257895712, 0, -3041724107520, 0, 0, 0, 943557213358, 0, -8795027813436, 0, 0, 0, -10434189335408, 0, 1772523145926, 0, 0, 0, -88381768284, 0, 5003394021960, 0, 0, 0, 11896336742804, 0, -4713250393160, 0, 0, 0, 1816821885068, 0, -3166691828756, 0, 0, 0, -8373170606904, 0, -5336141591920, 0, 0, 0, -2958415359598, 0, 9042303059672, 0, 0, 0, 7938811935340, 0, 969387136812, 0, 0, 0, 1260162639614, 0, -6204699657604, 0, 0, 0, -9095115551320, 0, -52265351812, 0, 0, 0, 3635526680448, 0, 10715470371688, 0, 0, 0, 13498969982596, 0, 4330613574592, 0, 0, 0, -648026289994, 0, -1264031176320, 0, 0, 0, -10930844736648, 0, -899155478148, 0, 0, 0, -521813262398, 0, 5591037886996, 0, 0, 0, 8737651837824, 0, 7832520755924, 0, 0, 0, 2693048115870, 0, -3637004287524, 0, 0, 0, -447110862912, 0, 4606433962986, 0, 0, 0, -2532606100956, 0, 4622485901412, 0, 0, 0, 4171834982800, 0, 7557012498712, 0, 0, 0, -3150795189898, 0, 5736134420108, 0, 0, 0, -2112232131544, 0, 3135429757904, 0, 0, 0, -3510464794638, 0, 5355414780440, 0, 0, 0, -3715738240164, 0, -1658474775916, 0, 0, 0, 7370671868160, 0, 8094228026352, 0, 0, 0, 3835726325272, 0, 4049456169852, 0, 0, 0, 7924437034778, 0, -8094915197960, 0, 0, 0, -8692635475532, 0, -76727947620, 0, 0, 0, -1330686393844, 0, -862206774356, 0, 0, 0, 14882078193336, 0, -5550108401436, 0, 0, 0, -8369984748366, 0, -25619317852664, 0, 0, 0, -25113629391552, 0, -8302543723912, 0, 0, 0, 6679300408384, 0, 6712427282992, 0, 0, 0, 22650874282144, 0, -4258515512272, 0, 0, 0, 14926316710158, 0, -436568859964, 0, 0, 0, -22151654808472, 0, 14444038567736, 0, 0, 0, -8564915181104, 0, 16262642166916, 0, 0, 0, 34920678078232, 0, -18176697056876, 0, 0, 0, -10119722474880, 0, -29842616752420, 0, 0, 0, -38654076591904, 0, -6283301813608, 0, 0, 0, 16792546941214, 0, 9686545288648, 0, 0, 0, 38299248579736, 0, 12200212090412, 0, 0, 0, 7902669113898, 0, -30372560093580, 0, 0, 0, -55846544072904, 0, -5396153822048, 0, 0, 0, -35636471928052, 0, 23807550933468, 0, 0, 0, 62891060306112, 0, 7695643148464, 0, 0, 0, -31957238780254, 0, -59349665508480, 0, 0, 0, -80509395523832, 0, -35761879116288, 0, 0, 0, 12981919468846, 0, 33155995551252, 0, 0, 0, 88046310811080, 0, 5937803880816, 0, 0, 0, 31424018554938, 0, -29892223161116, 0, 0, 0, -89596230116524, 0, -10237024294632, 0, 0, 0, -41769959869066, 0, 74140979580528, 0, 0, 0, 65700917804040, 0, -16792704524138, 0, 0, 0, -14075983956138, 0, -34397076806092, 0, 0, 0, -88048453053168, 0, -27665547364300, 0, 0, 0, 11705200594014, 0, 83491114024292, 0, 0, 0, 88027049461600, 0, 1729169268708, 0, 0, 0, 9215919063584, 0, -63381348744264, 0, 0, 0, -116454006999936, 0, 19936002685348, 0, 0, 0, -12155223069962, 0, 12408690614956, 0, 0, 0, 110542815116648, 0, -26160638360272, 0, 0, 0, -34327762975488, 0, -70073278121544, 0, 0, 0, -90828156164688, 0, 1798823495116, 0, 0, 0, 36752178863580, 0, 75944143425012, 0, 0, 0, 134007856024144, 0, 53305890075952, 0, 0, 0, 64616238678912, 0, -65790823813308, 0, 0, 0, -87264384039760, 0, 47433663354292, 0, 0, 0, -19446324145226, 0, 52211501710924, 0, 0, 0, 147561783353648, 0, -15733135728500, 0, 0, 0, -32543558525838, 0, -43990993278960, 0, 0, 0, -153379770114852, 0, -17968269562040, 0, 0, 0, 83670711622974, 0, 68452085325312, 0, 0, 0, 153024891636672, 0, 57060756551718, 0, 0, 0, 90616691325748, 0, -75513401166500, 0, 0, 0, -122011971540396, 0, 63421189121984, 0, 0, 0, -92889516652986, 0, 42294229562424, 0, 0, 0, 87792175171272, 0, -64803756386988, 0, 0, 0, -94370228908384, 0, 5342360473260, 0, 0, 0, -91536962613728, 0, 15655854594708, 0, 0, 0], 'weight': 10, '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: 122359
    {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '144.10.a.e', 'source_level': 144, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '24.10.a.a', 'target_level': 24, 'twist_class_label': '24.10.a.a', 'twist_class_level': 24, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 10}
  • id: 122360
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '144.10.a.e', 'source_level': 144, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '48.10.a.f', 'target_level': 48, 'twist_class_label': '24.10.a.a', 'twist_class_level': 24, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 10}
  • id: 122361
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '144.10.a.e', 'source_level': 144, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '72.10.a.b', 'target_level': 72, 'twist_class_label': '24.10.a.a', 'twist_class_level': 24, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 10}
  • id: 122362
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '144.10.a.e', 'source_level': 144, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '144.10.a.e', 'target_level': 144, 'twist_class_label': '24.10.a.a', 'twist_class_level': 24, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 10}
  • id: 122363
    {'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '144.10.a.e', 'source_level': 144, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '192.10.a.c', 'target_level': 192, 'twist_class_label': '24.10.a.a', 'twist_class_level': 24, 'twisting_char_label': '24.h', 'twisting_char_orbit': 8, 'weight': 10}
  • id: 122364
    {'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '144.10.a.e', 'source_level': 144, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 10, 'target_is_minimal': False, 'target_label': '192.10.a.j', 'target_level': 192, 'twist_class_label': '24.10.a.a', 'twist_class_level': 24, 'twisting_char_label': '24.f', 'twisting_char_orbit': 6, 'weight': 10}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 384350
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 18014398677254288, 'p': 2}
  • id: 384351
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 18014398677254288, 'p': 3}
  • id: 384352
    {'charpoly_factorization': [[[830, 1], 1]], 'hecke_orbit_code': 18014398677254288, 'p': 5}
  • id: 384353
    {'charpoly_factorization': [[[672, 1], 1]], 'hecke_orbit_code': 18014398677254288, 'p': 7}
  • id: 384354
    {'charpoly_factorization': [[[73468, 1], 1]], 'hecke_orbit_code': 18014398677254288, 'p': 11}
  • id: 384355
    {'charpoly_factorization': [[[78242, 1], 1]], 'hecke_orbit_code': 18014398677254288, 'p': 13}
  • id: 384356
    {'charpoly_factorization': [[[-161726, 1], 1]], 'hecke_orbit_code': 18014398677254288, 'p': 17}
  • id: 384357
    {'charpoly_factorization': [[[-653572, 1], 1]], 'hecke_orbit_code': 18014398677254288, 'p': 19}
  • id: 384358
    {'charpoly_factorization': [[[1066696, 1], 1]], 'hecke_orbit_code': 18014398677254288, 'p': 23}
  • id: 384359
    {'charpoly_factorization': [[[3824838, 1], 1]], 'hecke_orbit_code': 18014398677254288, 'p': 29}
  • id: 384360
    {'charpoly_factorization': [[[-1579480, 1], 1]], 'hecke_orbit_code': 18014398677254288, 'p': 31}
  • id: 384361
    {'charpoly_factorization': [[[-16015590, 1], 1]], 'hecke_orbit_code': 18014398677254288, 'p': 37}
  • id: 384362
    {'charpoly_factorization': [[[26268282, 1], 1]], 'hecke_orbit_code': 18014398677254288, 'p': 41}
  • id: 384363
    {'charpoly_factorization': [[[-44495228, 1], 1]], 'hecke_orbit_code': 18014398677254288, 'p': 43}
  • id: 384364
    {'charpoly_factorization': [[[-14324160, 1], 1]], 'hecke_orbit_code': 18014398677254288, 'p': 47}
  • id: 384365
    {'charpoly_factorization': [[[-24386050, 1], 1]], 'hecke_orbit_code': 18014398677254288, 'p': 53}
  • id: 384366
    {'charpoly_factorization': [[[-11942084, 1], 1]], 'hecke_orbit_code': 18014398677254288, 'p': 59}
  • id: 384367
    {'charpoly_factorization': [[[189740258, 1], 1]], 'hecke_orbit_code': 18014398677254288, 'p': 61}
  • id: 384368
    {'charpoly_factorization': [[[-106709572, 1], 1]], 'hecke_orbit_code': 18014398677254288, 'p': 67}
  • id: 384369
    {'charpoly_factorization': [[[-302754376, 1], 1]], 'hecke_orbit_code': 18014398677254288, 'p': 71}
  • id: 384370
    {'charpoly_factorization': [[[-81769546, 1], 1]], 'hecke_orbit_code': 18014398677254288, 'p': 73}
  • id: 384371
    {'charpoly_factorization': [[[315315352, 1], 1]], 'hecke_orbit_code': 18014398677254288, 'p': 79}
  • id: 384372
    {'charpoly_factorization': [[[-752833276, 1], 1]], 'hecke_orbit_code': 18014398677254288, 'p': 83}
  • id: 384373
    {'charpoly_factorization': [[[-433284294, 1], 1]], 'hecke_orbit_code': 18014398677254288, 'p': 89}
  • id: 384374
    {'charpoly_factorization': [[[-1282496642, 1], 1]], 'hecke_orbit_code': 18014398677254288, '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': 5, 'label': '144.10.a.e', 'level': 144, 'portrait': 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', 'weight': 10}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 40282033
    {'hecke_orbit_code': 18014398677254288, 'n': 1, 'trace_an': 1}
  • id: 40282034
    {'hecke_orbit_code': 18014398677254288, 'n': 2, 'trace_an': 0}
  • id: 40282035
    {'hecke_orbit_code': 18014398677254288, 'n': 3, 'trace_an': 0}
  • id: 40282036
    {'hecke_orbit_code': 18014398677254288, 'n': 4, 'trace_an': 0}
  • id: 40282037
    {'hecke_orbit_code': 18014398677254288, 'n': 5, 'trace_an': -830}
  • id: 40282038
    {'hecke_orbit_code': 18014398677254288, 'n': 6, 'trace_an': 0}
  • id: 40282039
    {'hecke_orbit_code': 18014398677254288, 'n': 7, 'trace_an': -672}
  • id: 40282040
    {'hecke_orbit_code': 18014398677254288, 'n': 8, 'trace_an': 0}
  • id: 40282041
    {'hecke_orbit_code': 18014398677254288, 'n': 9, 'trace_an': 0}
  • id: 40282042
    {'hecke_orbit_code': 18014398677254288, 'n': 10, 'trace_an': 0}
  • id: 40282043
    {'hecke_orbit_code': 18014398677254288, 'n': 11, 'trace_an': -73468}
  • id: 40282044
    {'hecke_orbit_code': 18014398677254288, 'n': 12, 'trace_an': 0}
  • id: 40282045
    {'hecke_orbit_code': 18014398677254288, 'n': 13, 'trace_an': -78242}
  • id: 40282046
    {'hecke_orbit_code': 18014398677254288, 'n': 14, 'trace_an': 0}
  • id: 40282047
    {'hecke_orbit_code': 18014398677254288, 'n': 15, 'trace_an': 0}
  • id: 40282048
    {'hecke_orbit_code': 18014398677254288, 'n': 16, 'trace_an': 0}
  • id: 40282049
    {'hecke_orbit_code': 18014398677254288, 'n': 17, 'trace_an': 161726}
  • id: 40282050
    {'hecke_orbit_code': 18014398677254288, 'n': 18, 'trace_an': 0}
  • id: 40282051
    {'hecke_orbit_code': 18014398677254288, 'n': 19, 'trace_an': 653572}
  • id: 40282052
    {'hecke_orbit_code': 18014398677254288, 'n': 20, 'trace_an': 0}
  • id: 40282053
    {'hecke_orbit_code': 18014398677254288, 'n': 21, 'trace_an': 0}
  • id: 40282054
    {'hecke_orbit_code': 18014398677254288, 'n': 22, 'trace_an': 0}
  • id: 40282055
    {'hecke_orbit_code': 18014398677254288, 'n': 23, 'trace_an': -1066696}
  • id: 40282056
    {'hecke_orbit_code': 18014398677254288, 'n': 24, 'trace_an': 0}
  • id: 40282057
    {'hecke_orbit_code': 18014398677254288, 'n': 25, 'trace_an': -1264225}
  • id: 40282058
    {'hecke_orbit_code': 18014398677254288, 'n': 26, 'trace_an': 0}
  • id: 40282059
    {'hecke_orbit_code': 18014398677254288, 'n': 27, 'trace_an': 0}
  • id: 40282060
    {'hecke_orbit_code': 18014398677254288, 'n': 28, 'trace_an': 0}
  • id: 40282061
    {'hecke_orbit_code': 18014398677254288, 'n': 29, 'trace_an': -3824838}
  • id: 40282062
    {'hecke_orbit_code': 18014398677254288, 'n': 30, 'trace_an': 0}
  • id: 40282063
    {'hecke_orbit_code': 18014398677254288, 'n': 31, 'trace_an': 1579480}
  • id: 40282064
    {'hecke_orbit_code': 18014398677254288, 'n': 32, 'trace_an': 0}
  • id: 40282065
    {'hecke_orbit_code': 18014398677254288, 'n': 33, 'trace_an': 0}
  • id: 40282066
    {'hecke_orbit_code': 18014398677254288, 'n': 34, 'trace_an': 0}
  • id: 40282067
    {'hecke_orbit_code': 18014398677254288, 'n': 35, 'trace_an': 557760}
  • id: 40282068
    {'hecke_orbit_code': 18014398677254288, 'n': 36, 'trace_an': 0}
  • id: 40282069
    {'hecke_orbit_code': 18014398677254288, 'n': 37, 'trace_an': 16015590}
  • id: 40282070
    {'hecke_orbit_code': 18014398677254288, 'n': 38, 'trace_an': 0}
  • id: 40282071
    {'hecke_orbit_code': 18014398677254288, 'n': 39, 'trace_an': 0}
  • id: 40282072
    {'hecke_orbit_code': 18014398677254288, 'n': 40, 'trace_an': 0}
  • id: 40282073
    {'hecke_orbit_code': 18014398677254288, 'n': 41, 'trace_an': -26268282}
  • id: 40282074
    {'hecke_orbit_code': 18014398677254288, 'n': 42, 'trace_an': 0}
  • id: 40282075
    {'hecke_orbit_code': 18014398677254288, 'n': 43, 'trace_an': 44495228}
  • id: 40282076
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  • id: 40282266
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  • id: 40282267
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  • id: 40282268
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  • id: 40282269
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  • id: 40282270
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  • id: 40282271
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  • id: 40282272
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  • id: 40282273
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  • id: 40282274
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  • id: 40282275
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  • id: 40282276
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  • id: 40282277
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  • id: 40282278
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  • id: 40282279
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  • id: 40282280
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  • id: 40282281
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  • id: 40282282
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  • id: 40282283
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  • id: 40282284
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  • id: 40282285
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  • id: 40282286
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  • id: 40282287
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  • id: 40282288
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  • id: 40282289
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  • id: 40282290
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