Newform data - 576.8.a.bp

Formats: - HTML - YAML - JSON - 2026-04-23T03:20:16.756700

• 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': 36864, 'analytic_conductor': 179.93377467885412, 'analytic_rank': 1, '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': [576, 1, [127, 325, 65], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 184, 'field_disc_factorization': [[2, 3], [23, 1]], 'field_poly': [-46, 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, [-93440, -224, 1]], [7, [-1519344, 840, 1]], [11, [-15159296, -640, 1]]], 'hecke_orbit': 42, 'hecke_orbit_code': 184647584856408640, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 48, 'hecke_ring_index_factorization': [[2, 4], [3, 1]], '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': '576.8.a.bp', 'level': 576, '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': '72.8.a.f', 'nf_label': '2.2.184.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(112+\\beta )q^{5}+(-420-4\\beta )q^{7}+(320+\\cdots)q^{11}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '576.8.a', 'trace_display': [0, 0, 224, -840], 'trace_hash': 774309091612908185, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.008', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.931', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.010', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.296', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.222', 'prec': 17}, {'__RealLiteral__': 0, 'data': '61.275', 'prec': 20}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.002', 'prec': 17}, 'traces': [2, 0, 0, 0, 224, 0, -840, 0, 0, 0, 640, 0, 2860, 0, 0, 0, -35776, 0, -14672, 0, 0, 0, 118016, 0, 80806, 0, 0, 0, 306720, 0, 95480, 0, 0, 0, -941952, 0, -53820, 0, 0, 0, -1143360, 0, -679120, 0, 0, 0, 567552, 0, 2097202, 0, 0, 0, 1165088, 0, 2615296, 0, 0, 0, 121600, 0, -3143564, 0, 0, 0, 3711808, 0, -5468000, 0, 0, 0, -6763520, 0, 5009420, 0, 0, 0, -10443264, 0, 5450104, 0, 0, 0, 6071168, 0, -14605312, 0, 0, 0, 7063680, 0, -14767152, 0, 0, 0, -10121984, 0, 5219740, 0, 0, 0, 4448160, 0, 7590760, 0, 0, 0, 291072, 0, -2013524, 0, 0, 0, -19570560, 0, 4739072, 0, 0, 0, 57419520, 0, -8246150, 0, 0, 0, 39031104, 0, -48852440, 0, 0, 0, -25553920, 0, 40077120, 0, 0, 0, -28258752, 0, -14375520, 0, 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], [0, 0], [0, 0], [112, 1], [0, 0], [-420, -4], [0, 0], [0, 0], [0, 0], [320, 12], [0, 0], [1430, 16], [0, 0], [0, 0], [0, 0], [-17888, -50], [0, 0], [-7336, -40], [0, 0], [0, 0], [0, 0], [59008, -40], [0, 0], [40403, 224], [0, 0], [0, 0], [0, 0], [153360, -313], [0, 0], [47740, -100], [0, 0], [0, 0], [0, 0], [-470976, -868], [0, 0], [-26910, 1264], [0, 0], [0, 0], [0, 0], [-571680, -94], [0, 0], [-339560, 280], [0, 0], [0, 0], [0, 0], [283776, -3080], [0, 0], [1048601, 3360], [0, 0], [0, 0], [0, 0], [582544, 2495], [0, 0], [1307648, 1664], [0, 0], [0, 0], [0, 0], [60800, -3864], [0, 0], [-1571782, 2480], [0, 0], [0, 0], [0, 0], [1855904, 3222], [0, 0], [-2734000, 592], [0, 0], [0, 0], [0, 0], [-3381760, -3936], [0, 0], [2504710, -8736], [0, 0], [0, 0], [0, 0], [-5221632, -6320], [0, 0], [2725052, -9380], [0, 0], [0, 0], [0, 0], [3035584, -14780], [0, 0], [-7302656, -23488], [0, 0], [0, 0], [0, 0], [3531840, -9060], [0, 0], [-7383576, -12440], [0, 0], [0, 0], [0, 0], [-5060992, -11816], [0, 0], [2609870, -18112], [0, 0], [0, 0], [0, 0]], 'ap': [[0, 0], [0, 0], [112, 1], [-420, -4], [320, 12], [1430, 16], [-17888, -50], [-7336, -40], [59008, -40], [153360, -313], [47740, -100], [-26910, 1264], [-571680, -94], [-339560, 280], [283776, -3080], [582544, 2495], [60800, -3864], [-1571782, 2480], [-2734000, 592], [-3381760, -3936], [2504710, -8736], [2725052, -9380], [3035584, -14780], [3531840, -9060], [2609870, -18112], [2224080, 4059], [3795380, 26644], [145536, 54200], [-1006762, 1040], [-9785280, -18980], [-24426220, -46988], [-12776960, 20576], [-14129376, 131710], [-7187760, -120880], [856880, 92789], [-44676836, 93500], [44256890, 90096], [25642200, 170328], [-75563904, -111240], [-37724688, -159895], [55367040, -27032], [45760110, 66320], [-22807680, -20728], [-39253630, -259552], [-42895344, 61495], [-61046908, 454500], [-137470640, 304720], [-114529180, -284732], [-198422976, -28740], [-138018754, -148720], [-117242944, 407780], [-77749120, -297224], [83786862, -493600], [-225629120, 79068], [-10754432, -570280], [402328576, -66240], [5372240, -1392509], [-223698908, 187780], [-207946450, -135408], [-232776320, 881000], [-597231520, 62816], [-494826864, -224305], [-317738160, 322384], [-702216960, 768048], [-215921670, -1925472], [70480272, 99295], [-180215200, 1951840], [-107619330, 756448], [931747776, -406300], [120753402, -3182160], [-615891392, -185860], [-25774080, 1306752], [-932815300, 1588828], [-54433070, -1842000], [458620184, 644760], [-183109248, -1707480], [697100080, -2016971], [1365888010, 1565808], [92961120, 2775354], [351725910, -767680], [43913280, -5107556], [-687953474, -3318000], [640062080, -3308776], [-607206110, 4841664], [436112964, 1384740], [-1827662912, -1997020], [592299680, -1521978], [1916777990, 4965184], [240191920, -918579], [2067652180, 681396], [1284329280, 7620140], [-936578560, 9491936], [617141900, -468308], [888714240, -5151040], [-235398816, 13932640], [952803072, 13903760], [-2804671920, 4753395], [82108000, -2922390], [2022276760, -5956840], [1474978086, -7310640], [59800520, -8210872], [2442243952, 17281425], [-5535221440, -71540], [1108757600, -12074358], [-993971760, -16010800], [-5060901550, -1140064], [-1450100224, -5020320], [-4484693056, 11676900], [-157161600, -15638968], [211072618, -12936160], [4839985300, -7113996], [3690831970, -7725904], [-6010685568, -125240], [6809714272, 7908960], [-411382708, 14211180], [-1615675360, -25637778], [2669432520, -29649336], [3360108416, 13180360], [10108592304, -1649955], [10770489600, -8086416], [-5972729198, -11818960], [-4647035150, 26371520], [-2641476176, 31670285], [1775491904, 18049900], [7623232088, 25288920], [-4952447280, -2047765], [-349138946, 42311440], [-15039146240, -3969008], [5670821580, -4093332], [3588048070, 11805008], [4793215568, -30179760], [11031182464, 16221560], [15578432268, 15926060], [-3974035730, 360208], [-8115098720, 30467574], [3233007362, 308640], [13635559632, -7505845], [-8275151000, 18675688], [7591371568, -40014475], [6725547040, -51054802], [-1498275032, 35450280], [17714875920, 39950807], [1454561260, -66287604], [-1078891904, 51070360], [3736735334, -55218160], [-11323591680, 25016000], [-9595232270, 43675056], [-5029140768, 80894370], [-13048723800, 15907880], [18532137088, -52149320], [8140907850, 47125936], [-6448803200, 23202712], [4822869080, 32115160], [1505052416, -39493360], [-13193874680, 33118344], [3019799680, 71558520], [-22051091860, -4643700], [20075179360, -55249926], [18152864970, 57230976], [-406689360, -26988083], [-4360318848, -26712520], [8092207584, 49662450], [-17587414220, 11807764], [-281161920, -18723284], [29092487136, 44362130], [31658486016, -34770960], [-31395301972, -58144820], [-5876944030, 99472752], [-32796472930, 46456640], [13568611120, 17635445], [35404120320, 30266992], [15554709690, -98868240], [10899977600, 13291624], [-1325612330, -18778752], [-25921418612, 16103340], [49812954880, -13559152], [-31750408384, -31092160], [8299794480, -74900443], [-30826083580, 86990820], [33129012202, -26368720], [-36193478660, -94213476], [-39912311360, 54488580], [-13539927810, -73051184], [-47774557824, -40215640], [17821898112, 180952680], [37073071920, -74845003], [15013099430, 70096592], [6526550880, 179825760], [36853961206, -2025760], [70569634560, -21979952], [-37735374530, -30791936], [-348394368, 256494200], [-60223206080, 115867200], [46604059120, 162152233], [26848314624, -38222800], [-44274061568, -106480240], [-15787700702, -80947040], [55237952390, -90149552], [-9547276928, -226518680], [10975719936, 106824160], [-112695569680, -12933223], [54019440004, 83826020], [-21157177970, 297292752], [-30812554034, -62336800], [39152256960, -137877020], [26327573520, -122964105], [25348650724, -319208380], [-12782355648, -93471380], [75552356800, -90873212], [26386970152, -4612440], [30339358770, 294004640], [-63504183120, -209255971], [-53018327260, -4826620], [-58737367424, -127175720], [27514438400, -2536624], [49741882394, -214182720], [50312631100, 22611036], [-126998251360, 75113126], [75419454336, -133206520], [-253740048, 168619145], [-66287242658, -294622640], [11336644260, -284614140], [-143349361440, -24353854], [-12827381420, 134032180], [44784745152, 402277940], [-6250344590, -213696080], [-2736178752, 283381380], [24489288960, 447081008], [-39870845100, -368184268], [-64646302720, -375990592], [185632207830, -105449456], [1301117032, -243807000], [109878617524, 237690900], [92006979200, 308009304], [139689655560, 117999496], [92913105920, 285605440], [-127357598722, 28165440], [-9082121552, 3859645], [27227344960, -99484516], [-136531921280, -59911464], [154956885312, 8529740], [-48868987072, 47494720], [-16258483540, -190809780], [-6093605590, 136590320], [36000006912, -771130800], [-24891435520, 489808288], [219227634860, 51611852], [-140452156800, 418380184], [113335811680, -25147040], [-155474888704, 25941120], [34215725190, 37111824], [81561564480, -47728884], [-4980293248, 171043240], [161715326806, 147580800], [-37581773616, 240891915], [12044211840, 534345944], [-203688925778, 246238800], [-98849653520, 335461872], [3685222224, 131057315], [195920372170, 70201024], [-101448453820, -102466268], [233992876416, -146441560], [-145574636386, 51289680], [-13188963750, -399315984], [-278466684448, -103641870], [-81438080704, 499109440], [3797140400, -127619795], [132086735680, -214478548], [271345383560, 386847496], [6779176880, -21995795], [-173785502326, -558031440], [-152142701200, 192633456], [-82140337370, 208489344], [135617513804, 667283180], [9653239150, -1200522880], [-255921196220, 123408804], [-358563607872, -331209420], [-110667928934, -737329040], [-61910650694, -1029436640], [106297159040, 726163688], [67414180096, -789847440], [133082040932, -640277180], [-124096353152, -316357000], [-158962847294, 572627120], [105506099240, 199495336], [61198435840, 629503648], [-276680614450, -625684512], [-168294416400, 359900745], [-245128733156, 814477500], [185843995840, 660473684], [-233290803920, 122292053], [-132883202688, 798659560], [291925318208, 407928380], [342343912320, 167553544], [351500802090, 655159600], [426696533680, 49302397], [-229833013964, 594480660], [-312496153776, -56928925], [-113586496320, 793143572], [-513343856440, -265674936], [-347125606870, -141647584], [71899074800, 1237225145], [-294490629236, 228667820], [289268508416, 468024080], [-72851827464, -611720], [-191433039970, -1068439072], [59153186112, -139946420], [-422558663594, 26199760], [288708535040, -1180892848], [380642032930, -517096272], [268049457024, 963970760], [544135863120, -95464093], [-20663884640, 1999627750], [-125307308360, -1683164616], [-187014900992, -907906480], [-236495981962, -1057696000], [-350427056640, -548395104], [57369745920, 454712160], [261980076590, -142050080], [75363428160, -1411142932], [-773321941664, 28642400], [-38442232550, -991971552], [26156040080, 1147001343], [-395110372900, 1377497852], [183170745824, -1363343310], [383789008542, 687152960], [-66094371912, -325122760], [-196617007080, 324988312], [-153787667456, -2192570560], [-753298526352, -45052015], [-679565090890, -212167280], [-824098308240, -337986415], [-62853572028, -1236132700], [-596357213568, -1078407400], [-167228905776, 2249110480], [68536257216, -1951274700], [-35567350822, -517172240], [120160257984, -1033311580], [461343421094, 641167200], [-127119022380, 462144180], [522749497010, -460397136], [97838499936, 168506570], [-179911034160, 727442347], [-53624876844, 1016084660], [468242906704, 1286234035], [-359407706560, -890662212], [209960856030, 1346869840], [183363607360, 1482704960], [-21762735360, 385850192], [-534040201648, 770781235], [102359845608, -2761205400], [-244375380730, 1984128320], [-296275151600, -1278304793], [-128785748700, 1986821508], [904044509458, 519503920], [188782289152, 1777974640], [81890300800, 825834888], [220555555840, -325122368], [-297062085088, -1342989170], [-337203174144, 2400369200], [63071144770, -1671121040], [-797118761280, -535657420], [581823933312, 907021320], [-508684032320, -619673228], [218016319600, -2879395472], [-1010960661990, 749858208], [-246345493104, 1021693855], [-186425342980, 1799111068], [-731415745430, 1362891200], [366798397120, 3447937524], [670800014232, -495643880], [165649026560, -2569887200], [484141204240, 396199431], [1021767543020, -251974260], [179449706470, -2623823152], [-489018409920, 1858886620], [-374187653760, 591628136], [169689528610, 31707264], [15057909600, -769540518], [-211906856890, -3336138528], [-295152930960, -1320732783], [-210757421024, 1649139950], [176612411580, -191440932], [86334724224, 578883640], [545661798376, 2084086120], [1296092875392, 1306307480], [140680664940, -2049443700], [769322614990, 226642704], [544519006960, 835652592], [-190399449216, 2009695560], [-105431474882, -3314981120], [-536901971408, 302813445], [999365495040, -1211083280], [135624226680, 2838300152], [-32211392640, -4618855864], [-503401190570, -4071723200], [406054818660, -242893500], [620243599200, 4231342554], [689904326840, -2354442440], [154982068720, 4934061097], [-516403891910, -742198160], [873702445152, -1855248310], [833363167220, -609405484], [346314485344, 1918970730], [-969235758320, 2585602055], [130046640188, -3399499940], [-1521889944010, -1584185328], [1265984304480, 653630330], [276772445240, 1114752184], [961066920000, 234207004], [235344954050, -109077984], [-367533996944, -1959112255], [-531164615360, -3193144500], [-65406737672, 2331381880], [-456986790810, 493979744], [415247635600, -1700090833], [-920680932480, -4994805496], [473990843740, 5159272956], [-66660105888, 579672250], [1723361294336, 497800320], [-360977500240, 5896276973], [-153514178750, 4671101360], [1601253026816, -620459200], [694688603200, -4105272868], [1173020572330, -307079264], [1207657316240, -176144385], [-812131211968, -5338380340], [230228470080, 1274214860], [-222240331608, 4957228840], [-300112146560, 7691509704]], 'char_orbit_index': 1, 'field_poly': [-46, 0, 1], 'hecke_orbit_code': 184647584856408640, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1], 'hecke_ring_inverse_denominators': [1, 48], 'hecke_ring_inverse_numerators': [[1, 0], [0, 1]], 'hecke_ring_numerators': [[1, 0], [0, 48]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 2, 'label': '576.8.a.bp', 'level': 576, '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': [15, 20, 13, 21], 'ALdims_eis_new': [0, 1, 0, 1], 'ALdims_eis_old': [12, 11, 12, 11], 'ALdims_old': [149, 140, 147, 143], 'Nk2': 36864, 'analytic_conductor': 179.93377467885412, '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': [576, 1, [127, 325, 65], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 648, 'dim': 69, 'eis_dim': 48, 'eis_new_dim': 2, 'hecke_cutter_primes': [5, 7, 11], 'hecke_orbit_code': 134218304, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 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, 2, 2, 2, 4, 4], 'label': '576.8.a', 'level': 576, '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': 696, 'mf_new_dim': 71, 'num_forms': 46, 'plus_dim': 36, 'prim_orbit_index': 1, 'relative_dim': 69, 'sturm_bound': 768, 'trace_bound': 11, 'trace_display': [0, 0, -2, 0], 'traces': [69, 0, 0, 0, -2, 0, 0, 0, 0, 0, 0, 0, 7066, 0, 0, 0, 2910, 0, 0, 0, 0, 0, 0, 0, 1031747, 0, 0, 0, -51690, 0, 0, 0, 0, 0, 0, 0, -218446, 0, 0, 0, -1042490, 0, 0, 0, 0, 0, 0, 0, 7411885, 0, 0, 0, 2958174, 0, 0, 0, 0, 0, 0, 0, 1972458, 0, 0, 0, -177060, 0, 0, 0, 0, 0, 0, 0, -1342654, 0, 0, 0, 83680, 0, 0, 0, 0, 0, 0, 0, -17993692, 0, 0, 0, -10004970, 0, 0, 0, 0, 0, 0, 0, 13021994, 0, 0, 0, -38534162, 0, 0, 0, 0, 0, 0, 0, 16794682, 0, 0, 0, 36088318, 0, 0, 0, 0, 0, 0, 0, 62657937, 0, 0, 0, -113085204, 0, 0, 0, 0, 0, 0, 0, 28474016, 0, 0, 0, -20914106, 0, 0, 0, 0, 0, 0, 0, -14968268, 0, 0, 0, 112980078, 0, 0, 0, 0, 0, 0, 0, 169769258, 0, 0, 0, -33587328, 0, 0, 0, 0, 0, 0, 0, 299269723, 0, 0, 0, 301906486, 0, 0, 0, 0, 0, 0, 0, 146878786, 0, 0, 0, 211198540, 0, 0, 0, 0, 0, 0, 0, -39605990, 0, 0, 0, 220558478, 0, 0, 0, 0, 0, 0, 0, -664603052, 0, 0, 0, 64192288, 0, 0, 0, 0, 0, 0, 0, 334964224, 0, 0, 0, -611300900, 0, 0, 0, 0, 0, 0, 0, 815558674, 0, 0, 0, 520756454, 0, 0, 0, 0, 0, 0, 0, 157983386, 0, 0, 0, 279336366, 0, 0, 0, 0, 0, 0, 0, 829672704, 0, 0, 0, 387302318, 0, 0, 0, 0, 0, 0, 0, 901816228, 0, 0, 0, 812779622, 0, 0, 0, 0, 0, 0, 0, 1098274114, 0, 0, 0, 401005366, 0, 0, 0, 0, 0, 0, 0, 1969876847, 0, 0, 0, -595464562, 0, 0, 0, 0, 0, 0, 0, 1374862304, 0, 0, 0, -432214372, 0, 0, 0, 0, 0, 0, 0, 174706770, 0, 0, 0, 2063248342, 0, 0, 0, 0, 0, 0, 0, 1867844086, 0, 0, 0, -749755712, 0, 0, 0, 0, 0, 0, 0, 2233300490, 0, 0, 0, 623347488, 0, 0, 0, 0, 0, 0, 0, 1222666218, 0, 0, 0, -2759709394, 0, 0, 0, 0, 0, 0, 0, 1761513337, 0, 0, 0, -2276009812, 0, 0, 0, 0, 0, 0, 0, 1443185826, 0, 0, 0, -926078836, 0, 0, 0, 0, 0, 0, 0, -3008307264, 0, 0, 0, 1126959070, 0, 0, 0, 0, 0, 0, 0, 7822260762, 0, 0, 0, 2154796094, 0, 0, 0, 0, 0, 0, 0, 246009506, 0, 0, 0, 1455955616, 0, 0, 0, 0, 0, 0, 0, -414675278, 0, 0, 0, 2843413554, 0, 0, 0, 0, 0, 0, 0, 448410154, 0, 0, 0, -2371158272, 0, 0, 0, 0, 0, 0, 0, -2505706700, 0, 0, 0, 9449775502, 0, 0, 0, 0, 0, 0, 0, 1852290674, 0, 0, 0, -2104975562, 0, 0, 0, 0, 0, 0, 0, 3653033504, 0, 0, 0, 2680916960, 0, 0, 0, 0, 0, 0, 0, 4469007556, 0, 0, 0, 5999584988, 0, 0, 0, 0, 0, 0, 0, -11580004748, 0, 0, 0, -3848295680, 0, 0, 0, 0, 0, 0, 0, 2388763652, 0, 0, 0, -1467604618, 0, 0, 0, 0, 0, 0, 0, -14288649792, 0, 0, 0, -4224499674, 0, 0, 0, 0, 0, 0, 0, -2476012995, 0, 0, 0, -5088621524, 0, 0, 0, 0, 0, 0, 0, -4082217206, 0, 0, 0, -10214774116, 0, 0, 0, 0, 0, 0, 0, -4782752000, 0, 0, 0, 11017622486, 0, 0, 0, 0, 0, 0, 0, -31049771420, 0, 0, 0, -10071767978, 0, 0, 0, 0, 0, 0, 0, -15956760630, 0, 0, 0, -11045151072, 0, 0, 0, 0, 0, 0, 0, -17247470368, 0, 0, 0, 6899968478, 0, 0, 0, 0, 0, 0, 0, -24943086110, 0, 0, 0, -12298371386, 0, 0, 0, 0, 0, 0, 0, -6739421838, 0, 0, 0, -5108717242, 0, 0, 0, 0, 0, 0, 0, 6037757345, 0, 0, 0, 4077340556, 0, 0, 0, 0, 0, 0, 0, 30690037098, 0, 0, 0, 3797031630, 0, 0, 0, 0, 0, 0, 0, -34325182752, 0, 0, 0, 17945740182, 0, 0, 0, 0, 0, 0, 0, -2984544574, 0, 0, 0, 27328915904, 0, 0, 0, 0, 0, 0, 0, 13250001786, 0, 0, 0, -43227492706, 0, 0, 0, 0, 0, 0, 0, 5129564756, 0, 0, 0, -32270343268, 0, 0, 0, 0, 0, 0, 0, 12522799252, 0, 0, 0, -23624771722, 0, 0, 0, 0, 0, 0, 0, 53737561618, 0, 0, 0, 25537959296, 0, 0, 0, 0, 0, 0, 0, -52351862336, 0, 0, 0, -4546029126, 0, 0, 0, 0, 0, 0, 0, -3861130550, 0, 0, 0, -34181719584, 0, 0, 0, 0, 0, 0, 0, 15069532420, 0, 0, 0, 20146815392, 0, 0, 0, 0, 0, 0, 0, 29516237602, 0, 0, 0, -64145435402, 0, 0, 0, 0, 0, 0, 0, -28727613030, 0, 0, 0, 42803751086, 0, 0, 0, 0, 0, 0, 0, -58125050496, 0, 0, 0, 10906182172, 0, 0, 0, 0, 0, 0, 0, -19710059852, 0, 0, 0, -2188458330, 0, 0, 0, 0, 0, 0, 0, -77658203904, 0, 0, 0, -39401494042, 0, 0, 0, 0, 0, 0, 0, -12114337952, 0, 0, 0, -6350263618, 0, 0, 0, 0, 0, 0, 0, -91897977686, 0, 0, 0, 14757489294, 0, 0, 0, 0, 0, 0, 0, 18551731547, 0, 0, 0, -16051499710, 0, 0, 0, 0, 0, 0, 0, -29213886622, 0, 0, 0, 108645297270, 0, 0, 0, 0, 0, 0, 0, -10661035276, 0, 0, 0, 74823662368, 0, 0, 0, 0, 0, 0, 0, 17922176826, 0, 0, 0, -16070333538, 0, 0, 0, 0, 0, 0, 0, 122432051200, 0, 0, 0, 31566246848, 0, 0, 0, 0, 0, 0, 0, -58004401052, 0, 0, 0, 70780902220, 0, 0, 0, 0, 0, 0, 0, 2231084640, 0, 0, 0, -71441401760, 0, 0, 0, 0, 0, 0, 0, 79443612894, 0, 0, 0, -27577779378, 0, 0, 0, 0, 0, 0, 0, 34602823378, 0, 0, 0, -17276091050, 0, 0, 0, 0, 0, 0, 0, 143541166628, 0, 0, 0, -9846579626, 0, 0, 0, 0, 0, 0, 0, 6083794213, 0, 0, 0, 27955611164, 0, 0, 0, 0, 0, 0, 0, 235208280416, 0, 0, 0, 87477642430, 0, 0, 0, 0, 0, 0, 0, -16152545596, 0, 0, 0, 112612633856, 0, 0, 0, 0, 0, 0, 0, 181191640722, 0, 0, 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: 396957
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 42, 'source_is_minimal': False, 'source_label': '576.8.a.bp', 'source_level': 576, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 6, 'target_is_minimal': True, 'target_label': '72.8.a.f', 'target_level': 72, 'twist_class_label': '72.8.a.f', 'twist_class_level': 72, 'twisting_char_label': '8.d', 'twisting_char_orbit': 4, 'weight': 8}
  • id: 396958
    {'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 42, 'source_is_minimal': False, 'source_label': '576.8.a.bp', 'source_level': 576, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 7, 'target_is_minimal': True, 'target_label': '72.8.a.g', 'target_level': 72, 'twist_class_label': '72.8.a.f', 'twist_class_level': 72, 'twisting_char_label': '24.f', 'twisting_char_orbit': 6, 'weight': 8}
  • id: 396959
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 42, 'source_is_minimal': False, 'source_label': '576.8.a.bp', 'source_level': 576, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 12, 'target_is_minimal': False, 'target_label': '144.8.a.l', 'target_level': 144, 'twist_class_label': '72.8.a.f', 'twist_class_level': 72, 'twisting_char_label': '8.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 396960
    {'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 42, 'source_is_minimal': False, 'source_label': '576.8.a.bp', 'source_level': 576, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 14, 'target_is_minimal': False, 'target_label': '144.8.a.n', 'target_level': 144, 'twist_class_label': '72.8.a.f', 'twist_class_level': 72, 'twisting_char_label': '24.h', 'twisting_char_orbit': 8, 'weight': 8}
  • id: 396961
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 42, 'source_is_minimal': False, 'source_label': '576.8.a.bp', 'source_level': 576, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 29, 'target_is_minimal': False, 'target_label': '576.8.a.bc', 'target_level': 576, 'twist_class_label': '72.8.a.f', 'twist_class_level': 72, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 396962
    {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 42, 'source_is_minimal': False, 'source_label': '576.8.a.bp', 'source_level': 576, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 30, 'target_is_minimal': False, 'target_label': '576.8.a.bd', 'target_level': 576, 'twist_class_label': '72.8.a.f', 'twist_class_level': 72, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 396963
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 42, 'source_is_minimal': False, 'source_label': '576.8.a.bp', 'source_level': 576, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 42, 'target_is_minimal': False, 'target_label': '576.8.a.bp', 'target_level': 576, 'twist_class_label': '72.8.a.f', 'twist_class_level': 72, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
  • id: 396964
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 42, 'source_is_minimal': False, 'source_label': '576.8.a.bp', 'source_level': 576, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 43, 'target_is_minimal': False, 'target_label': '576.8.a.bq', 'target_level': 576, 'twist_class_label': '72.8.a.f', 'twist_class_level': 72, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 8}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 1073900
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 184647584856408640, 'p': 2}
  • id: 1073901
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 184647584856408640, 'p': 3}
  • id: 1073902
    {'charpoly_factorization': [[[-93440, -224, 1], 1]], 'hecke_orbit_code': 184647584856408640, 'p': 5}
  • id: 1073903
    {'charpoly_factorization': [[[-1519344, 840, 1], 1]], 'hecke_orbit_code': 184647584856408640, 'p': 7}
  • id: 1073904
    {'charpoly_factorization': [[[-15159296, -640, 1], 1]], 'hecke_orbit_code': 184647584856408640, 'p': 11}
  • id: 1073905
    {'charpoly_factorization': [[[-25087004, -2860, 1], 1]], 'hecke_orbit_code': 184647584856408640, 'p': 13}
  • id: 1073906
    {'charpoly_factorization': [[[55020544, 35776, 1], 1]], 'hecke_orbit_code': 184647584856408640, 'p': 17}
  • id: 1073907
    {'charpoly_factorization': [[[-115757504, 14672, 1], 1]], 'hecke_orbit_code': 184647584856408640, 'p': 19}
  • id: 1073908
    {'charpoly_factorization': [[[3312369664, -118016, 1], 1]], 'hecke_orbit_code': 184647584856408640, 'p': 23}
  • id: 1073909
    {'charpoly_factorization': [[[13136143104, -306720, 1], 1]], 'hecke_orbit_code': 184647584856408640, 'p': 29}
  • id: 1073910
    {'charpoly_factorization': [[[1219267600, -95480, 1], 1]], 'hecke_orbit_code': 184647584856408640, 'p': 31}
  • id: 1073911
    {'charpoly_factorization': [[[-168606064764, 53820, 1], 1]], 'hecke_orbit_code': 184647584856408640, 'p': 37}
  • id: 1073912
    {'charpoly_factorization': [[[325881547776, 1143360, 1], 1]], 'hecke_orbit_code': 184647584856408640, 'p': 41}
  • id: 1073913
    {'charpoly_factorization': [[[106991848000, 679120, 1], 1]], 'hecke_orbit_code': 184647584856408640, 'p': 43}
  • id: 1073914
    {'charpoly_factorization': [[[-924877799424, -567552, 1], 1]], 'hecke_orbit_code': 184647584856408640, 'p': 47}
  • id: 1073915
    {'charpoly_factorization': [[[-320395537664, -1165088, 1], 1]], 'hecke_orbit_code': 184647584856408640, 'p': 53}
  • id: 1073916
    {'charpoly_factorization': [[[-1578697048064, -121600, 1], 1]], 'hecke_orbit_code': 184647584856408640, 'p': 59}
  • id: 1073917
    {'charpoly_factorization': [[[1818654661924, 3143564, 1], 1]], 'hecke_orbit_code': 184647584856408640, 'p': 61}
  • id: 1073918
    {'charpoly_factorization': [[[7437612423424, 5468000, 1], 1]], 'hecke_orbit_code': 184647584856408640, 'p': 67}
  • id: 1073919
    {'charpoly_factorization': [[[9794386395136, 6763520, 1], 1]], 'hecke_orbit_code': 184647584856408640, 'p': 71}
  • id: 1073920
    {'charpoly_factorization': [[[-1814882508764, -5009420, 1], 1]], 'hecke_orbit_code': 184647584856408640, 'p': 73}
  • id: 1073921
    {'charpoly_factorization': [[[-1899030246896, -5450104, 1], 1]], 'hecke_orbit_code': 184647584856408640, 'p': 79}
  • id: 1073922
    {'charpoly_factorization': [[[-13937265004544, -6071168, 1], 1]], 'hecke_orbit_code': 184647584856408640, 'p': 83}
  • id: 1073923
    {'charpoly_factorization': [[[3774345523200, -7063680, 1], 1]], 'hecke_orbit_code': 184647584856408640, 'p': 89}
  • id: 1073924
    {'charpoly_factorization': [[[-27956051534396, -5219740, 1], 1]], 'hecke_orbit_code': 184647584856408640, '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': 42, 'label': '576.8.a.bp', 'level': 576, 'portrait': 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', 'weight': 8}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 70802143
    {'hecke_orbit_code': 184647584856408640, 'n': 1, 'trace_an': 2}
  • id: 70802144
    {'hecke_orbit_code': 184647584856408640, 'n': 2, 'trace_an': 0}
  • id: 70802145
    {'hecke_orbit_code': 184647584856408640, 'n': 3, 'trace_an': 0}
  • id: 70802146
    {'hecke_orbit_code': 184647584856408640, 'n': 4, 'trace_an': 0}
  • id: 70802147
    {'hecke_orbit_code': 184647584856408640, 'n': 5, 'trace_an': 224}
  • id: 70802148
    {'hecke_orbit_code': 184647584856408640, 'n': 6, 'trace_an': 0}
  • id: 70802149
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