Newform data - 50.8.a.e

Formats: - HTML - YAML - JSON - 2025-09-20T01:30:05.940182

• 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': 3200, 'analytic_conductor': 15.619251274206087, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [5, -1]], 'atkin_lehner_string': '--', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [50, 1, [27], [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, [87, 1]]], 'hecke_orbit': 5, 'hecke_orbit_code': 18014398643699762, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '50.8.a.e', 'level': 50, '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], 'level_radical': 10, 'minimal_twist': '50.8.a.d', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+8q^{2}-87q^{3}+2^{6}q^{4}-696q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '50.8.a', 'trace_display': [8, -87, 0, -1366], 'trace_hash': 1083418363175848678, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.987', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.922', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.700', 'prec': 17}], 'trace_zratio': 0, 'traces': [1, 8, -87, 64, 0, -696, -1366, 512, 5382, 0, -1083, -5568, 5468, -10928, 0, 4096, 25269, 43056, 33485, 0, 118842, -8664, 5838, -44544, 0, 43744, -277965, -87424, 125280, 0, -73798, 32768, 94221, 202152, 0, 344448, -395926, 267880, -475716, 0, -22683, 950736, 100148, -69312, 0, 46704, 1145244, -356352, 1042413, 0, -2198403, 349952, -354882, -2223720, 0, -699392, -2913195, 1002240, 1098360, 0, -422998, -590384, -7351812, 262144, 0, 753768, 2558579, 1617216, -507906, 0, -2287428, 2755584, 6372443, -3167408, 0, 2143040, 1479378, -3805728, -2019250, 0, 12412521, -181464, 7972983, 7605888, 0, 801184, -10899360, -554496, 2185935, 0, -7469288, 373632, 6420426, 9161952, 0, -2850816, -5823646, 8339304, -5828706, 0, 433062, -17587224, -10429492, 2799616, 0, -2839056, 21316389, -17789760, 16030430, 0, 34445562, -5595136, 905463, -23305560, 0, 8017920, 29428776, 8786880, -34517454, 0, -18314282, -3383984, 1973421, -4723072, 0, -58814496, 16035194, 2097152, -8712876, 0, 3830772, 6030144, -45740510, 20468632, 0, 12937728, 9693429, -4063248, 44940605, 0, -99636228, -18299424, -5921844, 22044672, 0, 50979544, -90689931, -25339264, -49420800, 0, 20107802, 17144320, 135997758, 11835024, 0, -30445824, 78669434, -16154000, 30874734, 0, -7974708, 99300168, -69974917, -1451712, 0, 63783864, -83891796, 60847104, -32849493, 0, 180216270, 6409472, -27366792, -87194880, 0, -4435968, -95557320, 17487480, -79763415, 0, 52871402, -59754304, 36800826, 2989056, 0, 51363408, -27366327, 73295616, 379700190, 0, -103225338, -22806528, -49965067, -46589168, 0, 66714432, -33385626, -46629648, 92510660, 0, -222596373, 3464496, -171132480, -140697792, 0, -83435936, 31420116, 22396928, -36264255, 0, 56115347, -22712448, 199006236, 170531112, 0, -142318080, 100808068, 128243440, -554402541, 0, 138170892, 275564496, -77993572, -44761088, 0, 7243704, 131342484, -186444480, 228442340, 0, 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-2418212864, -2098723359, 24997013184, 0, -44393569344, -15922634716, 20363181280, 110053570590, 0], 'weight': 8, 'weight_parity': 1}
• mf_hecke_nf •

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

  
  {'an': [[1], [8], [-87], [64], [0], [-696], [-1366], [512], [5382], [0], [-1083], [-5568], [5468], [-10928], [0], [4096], [25269], [43056], [33485], [0], [118842], [-8664], [5838], [-44544], [0], [43744], [-277965], [-87424], [125280], [0], [-73798], [32768], [94221], [202152], [0], [344448], [-395926], [267880], [-475716], [0], [-22683], [950736], [100148], [-69312], [0], [46704], [1145244], [-356352], [1042413], [0], [-2198403], [349952], [-354882], [-2223720], [0], [-699392], [-2913195], [1002240], [1098360], [0], [-422998], [-590384], [-7351812], [262144], [0], [753768], [2558579], [1617216], [-507906], [0], [-2287428], [2755584], [6372443], [-3167408], [0], [2143040], [1479378], [-3805728], [-2019250], [0], [12412521], [-181464], [7972983], [7605888], [0], [801184], [-10899360], [-554496], [2185935], [0], [-7469288], [373632], [6420426], [9161952], [0], [-2850816], [-5823646], [8339304], [-5828706], [0]], 'ap': [[8], [-87], [0], [-1366], [-1083], [5468], [25269], [33485], [5838], [125280], [-73798], [-395926], [-22683], [100148], [1145244], [-354882], [1098360], [-422998], [2558579], [-2287428], [6372443], [-2019250], [7972983], [2185935], [-5823646], [433062], [-10429492], [21316389], [16030430], [905463], [16035194], [3830772], [9693429], [44940605], [-49420800], [20107802], [78669434], [-69974917], [-83891796], [-27366792], [-79763415], [52871402], [-103225338], [-49965067], [-33385626], [92510660], [56115347], [-77993572], [131342484], [228442340], [377948598], [-113186160], [-200235943], [-462823173], [-487751346], [-401821122], [455386320], [508458602], [646826864], [189546462], [463383803], [123173358], [564202169], [551416662], [-171415702], [-1033492596], [24123257], [-875079661], [-83244891], [397606670], [-293709882], [-171667050], [-955463356], [344673458], [1452725255], [-1878392802], [-1126315770], [-1457334316], [1958492517], [-1255936675], [-44654775], [-58312108], [2158067862], [2028669173], [-2516405080], [-2567198457], [828488505], [345538169], [481628172], [1183069868], [1011914004], [3786731670], [-720259126], [-1796669628], [2545397660], [-1314007452], [-2503855830], [-1220282283], [1933184273], [-2549203888], [4582911689], [-4942073076], [782258448], [1196276025], [2410706492], [-6453941341], [527193759], [-8990563257], [3407202390], [-4008079453], [3611514704], [416268038], [-232065666], [-1509137620], [11851212602], [-3894752118], [-687186652], [-2241571956], [3445687518], [7597527855], [-549900688], [72947258], [-3970034256], [-11894291247], [2089482857], [12181797372], [3807262820], [2744255130], [515574464], [9167913788], [-7951336900], [12033305358], [-14665047088], [-18675696496], [14550158517], [7455064685], [18567068808], [-217239796], [10402077714], [15401977170], [9379140092], [-14918954718], [17290505228], [-192632721], [15519895940], [10410809040], [-15450604462], [2503113189], [20584244525], [19107304248], [33306337124], [-9313125138], [4385142833], [-17876414436], [-2847419236], [-38464295028], [10737538190], [5344928670], [-14812454461], [21873447372], [24516334104], [13405631073], [-4647400816], [-32485958283], [-6065058111], [-21084216402], [42647626382], [-15922634716]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 18014398643699762, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '50.8.a.e', 'level': 50, 'maxp': 997, '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': [3, 3, 2, 4], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [3, 3, 3, 3], 'ALdims_old': [10, 8, 9, 8], 'Nk2': 3200, 'analytic_conductor': 15.619251274206087, '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': [50, 1, [27], [1]], 'conrey_index': 1, 'cusp_dim': 47, 'dim': 12, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 134217778, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 2, 2], 'label': '50.8.a', 'level': 50, '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], 'level_radical': 10, 'mf_dim': 59, 'mf_new_dim': 12, 'num_forms': 10, 'plus_dim': 7, 'prim_orbit_index': 1, 'relative_dim': 12, 'sturm_bound': 60, 'trace_bound': 3, 'trace_display': [0, -40, 0, -1120], 'traces': [12, 0, -40, 768, 0, -592, -1120, 0, 15554, 0, -3366, -2560, 7220, 11744, 0, 49152, -34980, -5120, -52310, 0, 138764, 49920, 3360, -37888, 0, 102848, 151280, -71680, 292500, 0, -173116, 0, 131040, 193744, 0, 995456, -265180, -683520, -451512, 0, -1029606, 74240, 1426280, -215424, 0, 1391008, -898320, -163840, 320436, 0, -3612286, 462080, -6780, -440560, 0, 751616, -794720, -2672640, 1721400, 0, -12392256, 2461440, 2221600, 3145728, 0, 9608656, 2462840, -2238720, -13381852, 0, 227784, -327680, 2825420, -9998176, 0, -3347840, -574080, 2059520, 3599020, 0, 25551692, -4592640, -5627400, 8880896, 0, -8043712, -5251440, 3194880, 37214070, 0, 7183184, 215040, -487040, 10224704, 0, -2424832, -3434500, 8171520, -3678572, 0, 19205784, -3129600, -7004800, 6582272, 0, -40453152, 32818440, 9681920, 5488520, 0, 34979444, -4587520, -31202340, -47822640, 0, 18720000, -9245180, 19153920, -145287948, 0, -6937214, -529920, -16507920, -11079424, 0, -115317952, 13997840, 0, 38395928, 0, 23983104, 8386560, 35847040, 51639824, 0, 12399616, -34856820, 22740480, 115816490, 0, -155911976, -9688320, -45792240, 63709184, 0, 57939248, 20251800, -16971520, 186010500, 0, -55932076, -43745280, 58488780, -90023392, 0, -28896768, -87949420, -68958720, -213771012, 0, 327863064, 28840960, 31453400, -65894784, 0, 222025168, 116257440, 4751360, -32104276, 0, -285800220, 91281920, 95781300, 59596800, 0, -13787136, -38587680, -103449600, -609829470, 0, 69138384, 18389760, -34962800, 89024512, 0, 482308256, 88311600, -57492480, 673327220, 0, -124593636, -10485760, 67283900, 27505184, 0, 20507904, -270448860, -75628800, 613743160, 0, -704964206, 42408960, 80134080, -231186304, 0, -102500032, 39261600, 29573120, 268845030, 0, 773964214, -433920, 22680000, 320463984, 0, -28195840, -222859520, 154314240, -1593059362, 0, -664996416, -8032000, -112306960, 48103424, 0, -551970192, 342196920, -50862080, -29515140, 0, 474098548, -171048960, 155194380, -109920384, 0, 110169600, -98683520, 102662400, -26028000, 0, 634490834, -202475520, -384262840, -793104384, 0, -800092304, 446588080, 157532160, 1074358058, 0, -1958396826, 142182400, -446060160, -34306336, 0, 201326592, 226484220, 117647360, 869517192, 0, 2849204100, 133397760, -74357760, 614953984, 0, -680983520, 115974000, 157621760, -1923900300, 0, -538651036, -143278080, 8199680, 1304906064, 0, -856438528, -617777020, 671339520, -1562384872, 0, 498780144, -49973760, -268315960, 14578176, 0, 792342336, -71847360, -20971520, 2920016626, 0, 3946944004, 180826880, -179819100, -2920770576, 0, -639883264, -462047040, -313766400, 1388687088, 0, -2753608896, -709228800, 551612880, -214261760, 0, 2224823648, 272096600, -36741120, 1337675608, 0, 1423241004, 131809280, 527910380, 3228515744, 0, 230337280, 320005140, -479604480, -3556839600, 0, -4502635746, 618455040, -335109360, 1635308288, 0, -761406832, 49818640, -293928960, -3142762368, 0, -542457886, -360153600, 474784180, -2398358976, 0, 568377344, 474863900, -576675840, 3342696198, 0, 1780961388, 1163471360, 794839360, -514797568, 0, -562863232, 191261160, -336092160, 3177263720, 0, -8317242360, 204472320, -720291780, -3861452800, 0, 2381700480, -238333440, -655656960, -3159588660, 0, 7120992482, -765173760, 23123960, 459723776, 0, -59350304, -2528288080, 13762560, -6139524752, 0, -3573507816, -31170560, 2359660100, 4831705008, 0, 654381056, 2133200760, -328944640, 384371550, 0, -5888928916, 329575680, 689432880, -155189248, 0, 4741442768, -2404749560, -219808000, -1236426360, 0, 391892764, 522977280, 783845280, -604721056, 0, -235428608, -331918540, -625059840, 17143214580, 0, 674236314, 511354880, -1003737920, 1229170176, 0, -2994585600, 363464400, -200294400, -844163910, 0, 9298672434, -448307200, -2708538240, 522815936, 0, 421265408, 781537120, 1524956160, -4006645470, 0, -6303865396, -2206560000, 1562842800, -2589001728, 0, -5446522944, -933915200, 2100380160, -6630922584, 0, 10527571644, 619642880, -3728747620, -705286592, 0, 351265280, 6023633280, 946584320, 359944480, 0, 6768222162, 1557765120, -1784948280, 2238684416, 0, -2105620672, -222740400, -293601280, -3493350270, 0, 3105475258, -1996949760, -1305682880, -5466132416, 0, -3060648960, 756591500, 2636037120, -477469930, 0, 6514532364, 226437120, 4724605520, 1198080000, 0, 3717877088, -1011125160, -591691520, -7868884508, 0, -10019976236, 1225850880, -3406621920, 59386080, 0, -9298428672, -946659180, 1441313280, 11283706140, 0, -5195630536, -5127244800, -627863040, -443981696, 0, -3495069952, -3723568480, -33914880, 8966109058, 0, -2702857776, -1056506880, -3185239320, 15254282560, 0, -709083136, 1458547200, 554787840, 7915530160, 0, 16513878744, 1303622400, -142948320, -7380348928, 0, 1777205856, 415178280, 895861760, 287231760, 0, -19641688116, 0, 2546305600, -6884164896, 0, 2457339392, 1675177920, 1217683200, -4936210592, 0, -14369603046, 4274872320, -6623320, 1534918656, 0, -9705522272, -1721864640, 536739840, -9174567116, 0, 15371939000, 2294210560, 5016515400, -3671747120, 0, 3304948736, -3046961760, -6860520960, -16868041998, 0, -601216636, -869610240, -279608240, 793575424, 0, 26584669056, -394609480, -2230836480, -20510030852, 0, 602823600, 1455390720, 3098352640, 8147220224, 0, 7412255360, 6848945460, -4618466560, 8237796368, 0, -20733587402, 1645670400, -2974971720, -9978366464, 0, -1933119472, -3947059040, -620052480, 1237256130, 0, 19137209504, -2930703360, -2605929600, -8215840672, 0, 4077387776, 2070445820, -1558149120, 45763846658, 0, -17886572556, 2008958720, 9357575760, 3708111872, 0, -11806374432, 5480751240, 1296115200, 11134575980, 0, -5849277236, -1086177280, 10326641820, 22555200880, 0, 11904672000, -5533211840, -4200026880, -27573087060, 0, 36087584094, -4464837120, -3536007080, -3579652864, 0, 16488839456, -10127439280, -2799697920, 25390600800, 0, -21872420256, 3743281920, -514394140, 8712891824, 0, -5761497088, -6928326900, -369717760, 1869603360, 0, 14640176540, 4025360640, 12040488000, -1849393152, 0, 3252886688, 7081925760, -5628762880, 25898293092, 0, -34034553516, -4413358080, -3826918880, -21338336576, 0, -13681344768, -7279519020, 8638456320, -64946988672, 0, -4530501816, 1595950080, -20757842920, 20983236096, 0, 32870716080, 3613363680, 1845821440, -35507166400, 0, 42545300648, 2013017600, 3758413620, -31492033120, 0, -4217266176, -3336683780, 3487595520, -13716762930, 0, -16698585996, -1054068480, 4639230240, 14209610752, 0, -54263612992, 23733178560, 7440476160, 54670578968, 0, 5086145508, 304087040, 2298280700, -15054690256, 0, -2054673664, -388360860, -1678936320, 21698963272, 0, -57065787496, -1312097280, -24604091160, -18291214080, 0, -24586708160, 9576314320, 5842042880, -25840740072, 0, 20057636834, 6130003200, 1515496320, 32819347824, 0, 3814195200, -12018151080, 6744222720, -58601638772, 0, 87094024044, -7478586880, 1649651440, -882376704, 0, 9555633248, 11840399040, -2469611520, 53832841660, 0, -69867810360, -6620774400, -21410538240, 37669844768, 0, -39029086080, -10803765120, 7393474560, 33539142660, 0, 27293933344, -3800371200, -7681104080, 4424856576, 0, -32096929376, 1905510080, 1176944640, 59867233484, 0, 31892269704, -2237619200, 14595872660, -63679349056, 0, 5697568768, -11892435360, 6387962880, -72848526640, 0, 385310760, -13392042240, 15391526400, 30867728384, 0, 42040782368, 11525893080, 5651942400, -75716784228, 0, 47032152384, -3679518720, 7501780320, -26926118400, 0, 43092942080, -529169980, -287485440, 30836625436, 0, 118734234, 3509358080, -11721788480, -7973992704, 0, -46520118112, -1529687280, -671088640, 40398364090, 0, 63394112124, 4306169600, -22288407900, 8036890496, 0, 1760331776, -2261885440, 6351505920, 77867231130, 0, -81671702712, 19773331200, 18064932000, 1312505856, 0, -38355641664, -4335636520, -17308727040, -54007927132, 0, -42217032036, -4840243200, 6545804920, 71128399424, 0, 39279562240, -1389444780, -4955555840, -18783193768, 0, 92575910440, 15284797440, -20662221840, -45117709184, 0, 80815121536, 948909840, 2714173440, 75211064760, 0, 30461845184, 5128581120, 12475694080, 45680521568, 0, -14795923456, 11004630880, -31264650240, -98641371072, 0, -91523374656, -7908936960, 11737123040, -6560002048, 0, -61974886400, -8012481240, 2512742400, 40590665260, 0, -140268999856, 1892679680, 13407893820, -68648824240, 0, 17206081920, 3496072960, -12137210880, -54528870000, 0, -16502393508, 7313241600, -7590952080, 49533709696, 0, 182252234368, 17857890080, -27770880, -64362449582, 0, 28020126744, 1451520000, 27651201860, -73377380672, 0, 20509694976, -13712069460, -9774535680, 101356035690, 0, -32225776532, -5632761600, 63762872880, -1804533760, 0, -24220747312, 2309367560, -14263009280, -71089245660, 0, -125008267336, 9876111360, 10375176940, -6731636640, 0, -101955799168, -43390228300, -15617802240, 30108219708, 0, 53998066944, -12533253120, -57709155400, -42559770624, 0, -22590559152, -20301244800, -514048000, 11202992712, 0, 125486096794, -7187645440, -489831360, 177546752000, 0, 3078619136, -18498493440, 8741959680, -25150075200, 0, 34622601084, 24184143360, 10006668800, -35326092288, 0, 98160768416, -7648867960, 21900602880, 77866429628, 0, -109415069736, -3255173120, -6428990880, 1587553424, 0, -1888968960, 10608858240, 10331727360, -141977159780, 0, -166918050906, -29782809600, 203029920, 30342307072, 0, -171679759552, 12226449280, -10947133440, 177580421040, 0, 34979368770, 9932440320, -17593698240, -23927779776, 0, -7034904576, 80048415500, 920087040, 104014679828, 0, 119451040524, -323080960, 41411522880, 7050854400, 0, 133963150016, 15509146200, -6315745280, 23915653328, 0, 136187159144, 6570393600, -25613968020, -200843400384, 0, -1665792000, 34714854720, 16654118400, 43282965012, 0, 54636357156, 8976645120, -57555032280, 40607413376, 0, -63086386624, -56157608800, -12958433280, -470020362570, 0, -144058667046, -24592821760, -35180819840, 38632147424, 0, -50758680576, 12186700380, 25312855040, 42100084990, 0, 22491999740, 5064733440, 50702587680, -51205907456, 0, 12665433600, -7002155520, 28581637120, -53565689472, 0, 163394113484, 10082058240, -14639516960, 209721959808, 0, 68758915712, 47101289060, 28464744960, 222617662220, 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: 42203
    {'conductor': 5, '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': True, 'source_label': '50.8.a.e', 'source_level': 50, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': True, 'target_label': '50.8.a.d', 'target_level': 50, 'twist_class_label': '50.8.a.d', 'twist_class_level': 50, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 42204
    {'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': True, 'source_label': '50.8.a.e', 'source_level': 50, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 5, 'target_is_minimal': True, 'target_label': '50.8.a.e', 'target_level': 50, 'twist_class_label': '50.8.a.d', 'twist_class_level': 50, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
  • id: 42205
    {'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 5, 'source_is_minimal': True, 'source_label': '50.8.a.e', 'source_level': 50, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '50.8.b.a', 'target_level': 50, 'twist_class_label': '50.8.a.d', 'twist_class_level': 50, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 8}
  • id: 42206
    {'conductor': 20, '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': True, 'source_label': '50.8.a.e', 'source_level': 50, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '400.8.a.a', 'target_level': 400, 'twist_class_label': '50.8.a.d', 'twist_class_level': 50, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 8}
  • id: 42207
    {'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': True, 'source_label': '50.8.a.e', 'source_level': 50, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 19, 'target_is_minimal': False, 'target_label': '400.8.a.s', 'target_level': 400, 'twist_class_label': '50.8.a.d', 'twist_class_level': 50, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 42208
    {'conductor': 20, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 5, 'source_is_minimal': True, 'source_label': '50.8.a.e', 'source_level': 50, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '400.8.c.a', 'target_level': 400, 'twist_class_label': '50.8.a.d', 'twist_class_level': 50, 'twisting_char_label': '20.e', 'twisting_char_orbit': 5, 'weight': 8}
  • id: 42209
    {'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': True, 'source_label': '50.8.a.e', 'source_level': 50, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '450.8.a.a', 'target_level': 450, 'twist_class_label': '50.8.a.d', 'twist_class_level': 50, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 42210
    {'conductor': 15, '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': True, 'source_label': '50.8.a.e', 'source_level': 50, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 26, 'target_is_minimal': False, 'target_label': '450.8.a.z', 'target_level': 450, 'twist_class_label': '50.8.a.d', 'twist_class_level': 50, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 8}
  • id: 42211
    {'conductor': 15, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 5, 'source_is_minimal': True, 'source_label': '50.8.a.e', 'source_level': 50, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 12, 'target_is_minimal': False, 'target_label': '450.8.c.l', 'target_level': 450, 'twist_class_label': '50.8.a.d', 'twist_class_level': 50, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 8}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 134750
    {'charpoly_factorization': [[[-8, 1], 1]], 'hecke_orbit_code': 18014398643699762, 'p': 2}
  • id: 134751
    {'charpoly_factorization': [[[87, 1], 1]], 'hecke_orbit_code': 18014398643699762, 'p': 3}
  • id: 134752
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 18014398643699762, 'p': 5}
  • id: 134753
    {'charpoly_factorization': [[[1366, 1], 1]], 'hecke_orbit_code': 18014398643699762, 'p': 7}
  • id: 134754
    {'charpoly_factorization': [[[1083, 1], 1]], 'hecke_orbit_code': 18014398643699762, 'p': 11}
  • id: 134755
    {'charpoly_factorization': [[[-5468, 1], 1]], 'hecke_orbit_code': 18014398643699762, 'p': 13}
  • id: 134756
    {'charpoly_factorization': [[[-25269, 1], 1]], 'hecke_orbit_code': 18014398643699762, 'p': 17}
  • id: 134757
    {'charpoly_factorization': [[[-33485, 1], 1]], 'hecke_orbit_code': 18014398643699762, 'p': 19}
  • id: 134758
    {'charpoly_factorization': [[[-5838, 1], 1]], 'hecke_orbit_code': 18014398643699762, 'p': 23}
  • id: 134759
    {'charpoly_factorization': [[[-125280, 1], 1]], 'hecke_orbit_code': 18014398643699762, 'p': 29}
  • id: 134760
    {'charpoly_factorization': [[[73798, 1], 1]], 'hecke_orbit_code': 18014398643699762, 'p': 31}
  • id: 134761
    {'charpoly_factorization': [[[395926, 1], 1]], 'hecke_orbit_code': 18014398643699762, 'p': 37}
  • id: 134762
    {'charpoly_factorization': [[[22683, 1], 1]], 'hecke_orbit_code': 18014398643699762, 'p': 41}
  • id: 134763
    {'charpoly_factorization': [[[-100148, 1], 1]], 'hecke_orbit_code': 18014398643699762, 'p': 43}
  • id: 134764
    {'charpoly_factorization': [[[-1145244, 1], 1]], 'hecke_orbit_code': 18014398643699762, 'p': 47}
  • id: 134765
    {'charpoly_factorization': [[[354882, 1], 1]], 'hecke_orbit_code': 18014398643699762, 'p': 53}
  • id: 134766
    {'charpoly_factorization': [[[-1098360, 1], 1]], 'hecke_orbit_code': 18014398643699762, 'p': 59}
  • id: 134767
    {'charpoly_factorization': [[[422998, 1], 1]], 'hecke_orbit_code': 18014398643699762, 'p': 61}
  • id: 134768
    {'charpoly_factorization': [[[-2558579, 1], 1]], 'hecke_orbit_code': 18014398643699762, 'p': 67}
  • id: 134769
    {'charpoly_factorization': [[[2287428, 1], 1]], 'hecke_orbit_code': 18014398643699762, 'p': 71}
  • id: 134770
    {'charpoly_factorization': [[[-6372443, 1], 1]], 'hecke_orbit_code': 18014398643699762, 'p': 73}
  • id: 134771
    {'charpoly_factorization': [[[2019250, 1], 1]], 'hecke_orbit_code': 18014398643699762, 'p': 79}
  • id: 134772
    {'charpoly_factorization': [[[-7972983, 1], 1]], 'hecke_orbit_code': 18014398643699762, 'p': 83}
  • id: 134773
    {'charpoly_factorization': [[[-2185935, 1], 1]], 'hecke_orbit_code': 18014398643699762, 'p': 89}
  • id: 134774
    {'charpoly_factorization': [[[5823646, 1], 1]], 'hecke_orbit_code': 18014398643699762, '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': '50.8.a.e', 'level': 50, 'portrait': 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', 'weight': 8}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 40209019
    {'hecke_orbit_code': 18014398643699762, 'n': 1, 'trace_an': 1}
  • id: 40209020
    {'hecke_orbit_code': 18014398643699762, 'n': 2, 'trace_an': 8}
  • id: 40209021
    {'hecke_orbit_code': 18014398643699762, 'n': 3, 'trace_an': -87}
  • id: 40209022
    {'hecke_orbit_code': 18014398643699762, 'n': 4, 'trace_an': 64}
  • id: 40209023
    {'hecke_orbit_code': 18014398643699762, 'n': 5, 'trace_an': 0}
  • id: 40209024
    {'hecke_orbit_code': 18014398643699762, 'n': 6, 'trace_an': -696}
  • id: 40209025
    {'hecke_orbit_code': 18014398643699762, 'n': 7, 'trace_an': -1366}
  • id: 40209026
    {'hecke_orbit_code': 18014398643699762, 'n': 8, 'trace_an': 512}
  • id: 40209027
    {'hecke_orbit_code': 18014398643699762, 'n': 9, 'trace_an': 5382}
  • id: 40209028
    {'hecke_orbit_code': 18014398643699762, 'n': 10, 'trace_an': 0}
  • id: 40209029
    {'hecke_orbit_code': 18014398643699762, 'n': 11, 'trace_an': -1083}
  • id: 40209030
    {'hecke_orbit_code': 18014398643699762, 'n': 12, 'trace_an': -5568}
  • id: 40209031
    {'hecke_orbit_code': 18014398643699762, 'n': 13, 'trace_an': 5468}
  • id: 40209032
    {'hecke_orbit_code': 18014398643699762, 'n': 14, 'trace_an': -10928}
  • id: 40209033
    {'hecke_orbit_code': 18014398643699762, 'n': 15, 'trace_an': 0}
  • id: 40209034
    {'hecke_orbit_code': 18014398643699762, 'n': 16, 'trace_an': 4096}
  • id: 40209035
    {'hecke_orbit_code': 18014398643699762, 'n': 17, 'trace_an': 25269}
  • id: 40209036
    {'hecke_orbit_code': 18014398643699762, 'n': 18, 'trace_an': 43056}
  • id: 40209037
    {'hecke_orbit_code': 18014398643699762, 'n': 19, 'trace_an': 33485}
  • id: 40209038
    {'hecke_orbit_code': 18014398643699762, 'n': 20, 'trace_an': 0}
  • id: 40209039
    {'hecke_orbit_code': 18014398643699762, 'n': 21, 'trace_an': 118842}
  • id: 40209040
    {'hecke_orbit_code': 18014398643699762, 'n': 22, 'trace_an': -8664}
  • id: 40209041
    {'hecke_orbit_code': 18014398643699762, 'n': 23, 'trace_an': 5838}
  • id: 40209042
    {'hecke_orbit_code': 18014398643699762, 'n': 24, 'trace_an': -44544}
  • id: 40209043
    {'hecke_orbit_code': 18014398643699762, 'n': 25, 'trace_an': 0}
  • id: 40209044
    {'hecke_orbit_code': 18014398643699762, 'n': 26, 'trace_an': 43744}
  • id: 40209045
    {'hecke_orbit_code': 18014398643699762, 'n': 27, 'trace_an': -277965}
  • id: 40209046
    {'hecke_orbit_code': 18014398643699762, 'n': 28, 'trace_an': -87424}
  • id: 40209047
    {'hecke_orbit_code': 18014398643699762, 'n': 29, 'trace_an': 125280}
  • id: 40209048
    {'hecke_orbit_code': 18014398643699762, 'n': 30, 'trace_an': 0}
  • id: 40209049
    {'hecke_orbit_code': 18014398643699762, 'n': 31, 'trace_an': -73798}
  • id: 40209050
    {'hecke_orbit_code': 18014398643699762, 'n': 32, 'trace_an': 32768}
  • id: 40209051
    {'hecke_orbit_code': 18014398643699762, 'n': 33, 'trace_an': 94221}
  • id: 40209052
    {'hecke_orbit_code': 18014398643699762, 'n': 34, 'trace_an': 202152}
  • id: 40209053
    {'hecke_orbit_code': 18014398643699762, 'n': 35, 'trace_an': 0}
  • id: 40209054
    {'hecke_orbit_code': 18014398643699762, 'n': 36, 'trace_an': 344448}
  • id: 40209055
    {'hecke_orbit_code': 18014398643699762, 'n': 37, 'trace_an': -395926}
  • id: 40209056
    {'hecke_orbit_code': 18014398643699762, 'n': 38, 'trace_an': 267880}
  • id: 40209057
    {'hecke_orbit_code': 18014398643699762, 'n': 39, 'trace_an': -475716}
  • id: 40209058
    {'hecke_orbit_code': 18014398643699762, 'n': 40, 'trace_an': 0}
  • id: 40209059
    {'hecke_orbit_code': 18014398643699762, 'n': 41, 'trace_an': -22683}
  • id: 40209060
    {'hecke_orbit_code': 18014398643699762, 'n': 42, 'trace_an': 950736}
  • id: 40209061
    {'hecke_orbit_code': 18014398643699762, 'n': 43, 'trace_an': 100148}
  • id: 40209062
    {'hecke_orbit_code': 18014398643699762, 'n': 44, 'trace_an': -69312}
  • id: 40209063
    {'hecke_orbit_code': 18014398643699762, 'n': 45, 'trace_an': 0}
  • id: 40209064
    {'hecke_orbit_code': 18014398643699762, 'n': 46, 'trace_an': 46704}
  • id: 40209065
    {'hecke_orbit_code': 18014398643699762, 'n': 47, 'trace_an': 1145244}
  • id: 40209066
    {'hecke_orbit_code': 18014398643699762, 'n': 48, 'trace_an': -356352}
  • id: 40209067
    {'hecke_orbit_code': 18014398643699762, 'n': 49, 'trace_an': 1042413}
  • id: 40209068
    {'hecke_orbit_code': 18014398643699762, 'n': 50, 'trace_an': 0}
  • id: 40209069
    {'hecke_orbit_code': 18014398643699762, 'n': 51, 'trace_an': -2198403}
  • id: 40209070
    {'hecke_orbit_code': 18014398643699762, 'n': 52, 'trace_an': 349952}
  • id: 40209071
    {'hecke_orbit_code': 18014398643699762, 'n': 53, 'trace_an': -354882}
  • id: 40209072
    {'hecke_orbit_code': 18014398643699762, 'n': 54, 'trace_an': -2223720}
  • id: 40209073
    {'hecke_orbit_code': 18014398643699762, 'n': 55, 'trace_an': 0}
  • id: 40209074
    {'hecke_orbit_code': 18014398643699762, 'n': 56, 'trace_an': -699392}
  • id: 40209075
    {'hecke_orbit_code': 18014398643699762, 'n': 57, 'trace_an': -2913195}
  • id: 40209076
    {'hecke_orbit_code': 18014398643699762, 'n': 58, 'trace_an': 1002240}
  • id: 40209077
    {'hecke_orbit_code': 18014398643699762, 'n': 59, 'trace_an': 1098360}
  • id: 40209078
    {'hecke_orbit_code': 18014398643699762, 'n': 60, 'trace_an': 0}
  • id: 40209079
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  • id: 40209267
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  • id: 40209268
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  • id: 40209269
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  • id: 40209270
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  • id: 40209271
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  • id: 40209272
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  • id: 40209273
    {'hecke_orbit_code': 18014398643699762, 'n': 977, 'trace_an': -6065058111}
  • id: 40209274
    {'hecke_orbit_code': 18014398643699762, 'n': 983, 'trace_an': -21084216402}
  • id: 40209275
    {'hecke_orbit_code': 18014398643699762, 'n': 991, 'trace_an': 42647626382}
  • id: 40209276
    {'hecke_orbit_code': 18014398643699762, 'n': 997, 'trace_an': -15922634716}