Newform data - 448.6.a.n

Formats: - HTML - YAML - JSON - 2024-04-24T10:42:17.088333

• 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
  conrey_indexes	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_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_prime	boolean
  level_is_prime_power	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': 16128, 'analytic_conductor': 71.85195127621532, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [7, -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': [448, 1, [127, 197, 129], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [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, [-14, 1]], [5, [-64, 1]]], 'hecke_orbit': 14, 'hecke_orbit_code': 58546795256480192, '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_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '448.6.a.n', 'level': 448, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 7], 'level_radical': 14, 'minimal_twist': '224.6.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+14q^{3}+2^{6}q^{5}+7^{2}q^{7}-47q^{9}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '448.6.a', 'trace_display': [0, 14, 64, 49], 'trace_hash': 861550426957813624, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.980', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.002', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.944', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.111', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.834', 'prec': 17}], 'trace_zratio': 0, 'traces': [1, 0, 14, 0, 64, 0, 49, 0, -47, 0, -420, 0, -860, 0, 896, 0, 830, 0, 490, 0, 686, 0, -4872, 0, 971, 0, -4060, 0, -8754, 0, -5628, 0, -5880, 0, 3136, 0, -1434, 0, -12040, 0, -9258, 0, 14756, 0, -3008, 0, 10108, 0, 2401, 0, 11620, 0, 23058, 0, -26880, 0, 6860, 0, -13734, 0, 25352, 0, -2303, 0, -55040, 0, 19768, 0, -68208, 0, -1792, 0, 37914, 0, 13594, 0, -20580, 0, -95984, 0, -45419, 0, 88242, 0, 53120, 0, -122556, 0, 43762, 0, -42140, 0, -78792, 0, 31360, 0, 65790, 0, 19740, 0, 17728, 0, -121660, 0, 43904, 0, -48272, 0, 177606, 0, -20076, 0, 128198, 0, -311808, 0, 40420, 0, 40670, 0, 15349, 0, -129612, 0, -137856, 0, -302960, 0, 206584, 0, -295638, 0, 24010, 0, -259840, 0, -78318, 0, -234010, 0, 141512, 0, 361200, 0, -560256, 0, 33614, 0, 397642, 0, 236432, 0, -39010, 0, -360192, 0, -31852, 0, 322812, 0, -238728, 0, 403172, 0, -376320, 0, -569044, 0, 368307, 0, -23030, 0, -500116, 0, 47579, 0, -192276, 0, -112896, 0, 20780, 0, 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0, 8188544, 0, -168646702, 0, 30020732, 0, -5303424, 0, -86039150, 0, -166000226, 0, 119507498, 0, -77091980, 0, 9672600, 0, 61031852, 0, 481820160, 0, -16663080, 0, 83173474, 0, -142681056, 0, -15543584, 0, 89816832, 0, -79691248, 0, 12467784, 0, 83427050, 0, 210048720, 0, -271452160, 0, -8704318, 0, -429915024, 0, -28908040, 0, 137040294, 0, 99285760, 0, 7275520, 0, 8686720, 0, 106404340, 0, -141238748, 0, -19983180, 0, -93579864, 0, 54193412, 0, -81782750, 0, 11045914, 0, -44386048, 0, -341972120, 0, -4854430, 0, -212110808, 0, -173049072, 0, -335258240, 0, 80755920, 0, 32536332, 0, 232493744, 0, 12961284, 0, -258800640, 0, -59613400, 0, -260800652, 0, -33065172, 0, -203331520, 0, -264891648, 0, -87791046, 0, 47416320, 0, -153930840, 0, -181912532, 0, -93200464, 0, -59271576, 0, -94720682, 0, 52494778, 0, 110836656, 0, 362610432, 0, 48835262, 0, 33548600, 0, -8727600, 0, -79891442, 0, 21512960, 0, -115527978, 0, -132788936, 0, 597092832, 0, -199632972, 0, -142086272, 0, 19721576, 0, -22228458, 0, -234956204, 0, -149069760, 0, 309765120, 0, -236557254, 0, -210198100, 0, 149153648, 0, -35816893, 0, -44101849, 0, -21062748, 0, -193381280, 0, -63336504, 0, -23653280, 0, 38545920, 0, 45131940, 0, 170332120, 0, 27392720, 0, 36503866, 0, -249501824, 0, -213208464, 0, -250664400, 0, 19405176, 0, 377661490, 0, -70172928, 0, 12739670, 0, 15687168, 0, -3380428, 0, -12642840, 0, -43069824, 0, -277618320, 0, 12879078, 0, 87026940, 0, -100205588, 0, 85682982, 0, -111254304, 0, 83554800, 0, -122834678, 0, -194425308, 0, -209672960, 0, 146329568, 0, -29735134, 0, -107577960, 0, 205306080, 0, -370272896, 0, 16777402, 0, 84916174, 0, -90316800, 0, 273072436, 0, 36067456, 0, 35429156, 0, -9837240, 0, 57994776, 0, 387922874, 0, -30404864, 0, -331899156, 0, -346727920, 0, 12161408, 0, -171607800, 0, -114420480, 0, -128546124, 0, 214362466, 0, 199531878, 0, 389695040, 0, 79503872, 0, -184249582, 0, 383874624, 0, 213542360, 0, -122002720, 0, 323635200, 0, 62817020, 0, -61842214, 0, 50000104, 0, -365722986, 0, 359063040, 0, 65033976, 0, -251456800, 0, -308563242, 0, -83458760, 0, 465597824, 0, -303103080, 0, 39238702, 0, 489377840, 0, -213470964, 0, -119001876, 0, -83799016, 0, -335258308, 0, 234014200, 0, 19694556, 0, -152785920, 0, 138031880, 0, 158889360, 0, -31391066, 0, 171464720, 0, -285648384, 0, 2567960, 0, 49751184, 0, 10085376, 0, 112305074, 0, -7222208, 0, -410295872, 0, -127173343, 0, -116235840, 0, -374529186, 0, -241923584, 0, -188737416, 0, 25418162, 0, 419046050, 0, 19805800, 0, 42492902, 0, -245379540, 0, 146816544, 0, -320528880, 0, 180157320, 0, 356287232, 0, -245518058, 0, 137376316, 0, -358262520, 0, -225746682, 0, -445097856, 0, -33114592, 0, 430099760, 0, -185583328, 0, -161131600, 0, 248855040, 0, -36354768, 0, -74762618, 0, 19928300, 0, -213379992, 0, 211843072, 0, 237594882, 0, 181201094, 0, 204299284, 0, -42308558, 0, -40917940, 0, -96173280, 0, 340243848, 0, 151744018, 0, -46716572, 0, 144489856, 0, 34587868, 0, 121837716, 0, 840243936, 0, 361830314, 0, -215667200, 0, -159638538, 0, 7521010, 0, 165357360, 0, 24269308, 0, -228286208, 0, -209934508, 0, -35010244, 0, -386834224, 0, -3513438, 0, 68106752, 0, 34271188, 0, 264718160, 0, 111414240, 0, -86370816, 0, -76507032, 0, 97090560, 0, -65003940, 0, 3302502, 0, 166310598, 0, -373518208, 0, -63509880, 0, 310722636, 0, 141842284, 0, 10536960, 0, 61992448, 0, -92602132, 0, 397597926, 0, 347570104, 0, -17870800, 0, -28539392, 0, -386627256, 0, 123021262, 0, -180020708, 0, -194228300, 0, -396641280, 0, -457968, 0, 592727520, 0, 199512670, 0, 87943828, 0, -67549440, 0, 194801082, 0, -305238080, 0, -20033286, 0, 337270668, 0, -69358464, 0, 115824240, 0, -153273718, 0, -333907672, 0, 275299210, 0, 237567232, 0, 117454960, 0, 220520020, 0, 5764801, 0, -177673720, 0, 78927360, 0, -772470468, 0, -222934320, 0, 203004858, 0, -148450400, 0, -213900288, 0, -3585918, 0, 127149372, 0, -58540756, 0, -471648072, 0, 63882090, 0, -414259244, 0, 204135764, 0, 299796000, 0, 383356988, 0, -105072128, 0, -371131782, 0, 76438544, 0, -293483238, 0, -202249460, 0, 361242112, 0, -132955984, 0, 540197952, 0, 101226160, 0, 176235360, 0, 203624960, 0, 171088400, 0, 365779120, 0, 235181184, 0, -227397380, 0, -465012480, 0, -566031046, 0, 298842768, 0, 173490674, 0, 514333126, 0, 19167540, 0, -578711220, 0, -28347312, 0, -264026112, 0, -184934400, 0, -5619712, 0, -350178640, 0, -144862620, 0, 233070264, 0, 4656290, 0, -17543680, 0, 326204760, 0, 27899620, 0, -234708816, 0, 232630328, 0, -509863424, 0, -865296432, 0, -351387400, 0, 255618132, 0, 160244112, 0, 341935104, 0, 32825688, 0, -30208080, 0, -89059194, 0, 785699138, 0, 17213888, 0, -109563951, 0, 84207738, 0, 475246128, 0, 330042860, 0, 330003072, 0, -202658904, 0, 68715654, 0, 10529414, 0, 459693528, 0, 180548352, 0, -50352134, 0, -399191814, 0, -39102056, 0, 97810272, 0, 118898304, 0, -114953678, 0, 555616824, 0, -620639640, 0, 149925720, 0, -127321600, 0, 196238560, 0, -163825032, 0, 64617924, 0, -496625976, 0, -118131860, 0, 83398196, 0, 76788138, 0, -383092548, 0, 21321174, 0, -271703040, 0, 325344880, 0, -75071136, 0, 122002776, 0, -593608822, 0, -448103936, 0, 55362258, 0, -624580656, 0, 34354979, 0, -38375820, 0, 107028864, 0, 564385920, 0, -551005810, 0, 6269354, 0, -238006720, 0, 631033984, 0, -502499106, 0, -267107400, 0, 374990796, 0, 374094112, 0, -94569216, 0, 2569728, 0, 446809440, 0, 587504036, 0, 57870342, 0, -298959360, 0, -18613128, 0, 368893560, 0, -114664900, 0, -145024404, 0, 1107202624, 0, 397736024, 0, 484852256, 0, 350643720, 0, 68766012, 0, 41311872, 0, 267318226, 0, 219522030, 0, -341228552, 0, 168952728, 0, 509560320, 0, -207830560, 0, -26437160, 0, 467311376, 0, -147299880, 0, -46872112, 0, 203492560, 0, 69340880, 0, 76015660, 0, 346334744, 0, -101154816, 0, 318307164, 0, 280957022, 0, -196926240, 0, -64455760, 0, -64538880, 0, 689745168, 0, 22861664, 0, -54368676, 0, 267933960, 0, 599172224, 0, 319557798, 0, -33983068, 0, 337989456, 0, -150251134, 0, 18618880, 0, 176988000, 0, -246405628, 0, -397773376, 0, -256682090, 0, 172455426, 0, -71975680, 0, -166420202, 0, 299789616, 0, 241021984, 0, -34512128, 0, -198144240, 0, -518862960, 0, -653953466, 0, 228133920, 0, -76258816, 0, -183012144, 0, -575347144, 0, -202807668, 0, -205449790, 0, -274525440, 0, 592756528, 0, -246292536, 0, -668091480, 0, 59318042, 0, -301005824, 0, 336322280, 0, 21575680, 0, 334632760, 0, -138823272, 0, -19493796, 0, -248672850, 0, 277623612, 0, 493939600, 0, -74780328, 0, -367643520, 0, 287346948, 0, 84195732, 0, -79013900, 0, 16470860, 0, -812170240, 0, 188600250, 0, 80378648, 0, 252879102, 0, 94725302, 0, -312345600, 0, -108784802, 0, 113475871, 0, 261211020, 0, -575925660, 0, -734224512, 0, 30109798, 0, -612962, 0, 237163920, 0, -61923792, 0, 124480258, 0, -31396680, 0, 631469664, 0, 194844580, 0, -266374502, 0, -142433984, 0, -320132450, 0, -472306520, 0, -62456184, 0, -75873476, 0, -493516416, 0, -456484560, 0, 29511720, 0, 606764648, 0, -24380686, 0, 183416576, 0, 697014762, 0, -273827316, 0, -511670668, 0, -191024834, 0, 192675840, 0, 256258016, 0, 115851680, 0, -172803960, 0, 305694810, 0, 671634432, 0, -53726148, 0, 172246368, 0, 291696608, 0, 42633262, 0, 327908480, 0, -462913612, 0, 195984320, 0, -32975334, 0, -4092480, 0, 366096640, 0, -51047170, 0, 360862880, 0, 238404208, 0, 789703936, 0, 276726912, 0, -19114900, 0, 377676406, 0, 16590336, 0, -154129108, 0, -619799040, 0, -747092408, 0, -160530860, 0, 1476021120, 0, 137641056, 0, 39247820, 0, 816648168, 0, -155190912, 0, -258998292, 0, -283490186, 0, 168929152, 0, -257320560, 0, -740785906, 0, -415096280, 0, -721080360, 0, -176494080, 0, 27614146, 0, -447658120, 0, 667943080, 0, -50252138, 0, 646619904, 0, 347511168, 0, -523130160, 0, -23278724, 0, 236504940, 0, 1021283968, 0, -1006477248, 0, 60921354, 0, -17020962, 0, -732379088, 0, 39490570, 0, -61854640, 0, -32872364, 0, 683067840, 0, -15607480, 0, -338963968, 0, 1065011640, 0, 60870152, 0, -365059184, 0, -351007812, 0, -747955712, 0, 65130846, 0, -648716852, 0], 'weight': 6, '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], [0], [14], [0], [64], [0], [49], [0], [-47], [0], [-420], [0], [-860], [0], [896], [0], [830], [0], [490], [0], [686], [0], [-4872], [0], [971], [0], [-4060], [0], [-8754], [0], [-5628], [0], [-5880], [0], [3136], [0], [-1434], [0], [-12040], [0], [-9258], [0], [14756], [0], [-3008], [0], [10108], [0], [2401], [0], [11620], [0], [23058], [0], [-26880], [0], [6860], [0], [-13734], [0], [25352], [0], [-2303], [0], [-55040], [0], [19768], [0], [-68208], [0], [-1792], [0], [37914], [0], [13594], [0], [-20580], [0], [-95984], [0], [-45419], [0], [88242], [0], [53120], [0], [-122556], [0], [43762], [0], [-42140], [0], [-78792], [0], [31360], [0], [65790], [0], [19740], [0]], 'ap': [[0], [14], [64], [49], [-420], [-860], [830], [490], [-4872], [-8754], [-5628], [-1434], [-9258], [14756], [10108], [23058], [-13734], [25352], [19768], [-1792], [37914], [-95984], [88242], [43762], [65790], [17728], [-121660], [-48272], [177606], [128198], [-302960], [-295638], [-78318], [-234010], [397642], [236432], [-31852], [403172], [-569044], [-500116], [-112896], [20780], [215040], [408590], [721674], [-378308], [-265272], [-419608], [-776678], [71924], [-356966], [-1063832], [-834866], [1590694], [74754], [9744], [1245548], [-1626352], [-99070], [-1791654], [1071322], [396024], [-1262086], [-1710184], [-640634], [518738], [699412], [2510638], [4166036], [-4127540], [3540626], [3270288], [-3343368], [127946], [1403388], [1551340], [-5238410], [5665788], [-2220098], [-3898466], [-5785514], [563554], [5610360], [7274966], [-4463256], [-3780056], [-6954654], [2257654], [-3566972], [1064168], [-5836222], [3711988], [-1641752], [3181640], [-274120], [5342736], [2821068], [1672326], [9859906], [9362066], [-539252], [-5744430], [-11472258], [-7711194], [2865884], [5123570], [2639518], [15957562], [-11686808], [-5103438], [9919952], [-17088122], [6809590], [5562746], [-1110256], [-10088482], [3870958], [-15150772], [-18628618], [-4233684], [7916904], [-15014150], [-4524036], [-17904600], [-7157542], [19505174], [-9181866], [4645284], [16715300], [3553656], [-13481244], [10486896], [-11509400], [14592806], [-3336898], [-14995322], [18908440], [-12858622], [-23850548], [-29589946], [27382642], [-16242670], [21345912], [-18859008], [-25012760], [2344692], [39686916], [4615566], [5957014], [-5362224], [41964574], [-10358886], [34632304], [-24373468], [-28412384], [17215856], [42339752], [20524782], [18657930], [-4423128], [-4461156], [-19559094], [17028872], [-11009222], [-18499878], [-31975580], [-52312792], [-26075656], [10104638], [-16302876], [-16605736], [9057348], [47714352], [-51138022], [1696100], [-65406086], [34974576], [-38285658], [-7861728], [-36297976], [-34730360], [-22088066], [-45474370], [45385922], [59065216], [24177372], [16771930], [35867818], [22965650], [-75952884], [-9336574], [-74004952], [-45276448], [34904756], [-46696160], [-59947878], [29589422], [-29535666], [26191866], [-9875320], [-16334598], [-89613412], [97638200], [-55102870], [-60411246], [25301848], [27833596], [-28257964], [30986494], [-103877074], [117320078], [26658080], [62870416], [49229978], [-25070248], [62739038], [86332120], [15627894], [-43598744], [5502214], [-25501442], [120864856], [-85243294], [47148136], [-2734326], [47783214], [42078738], [-74142376], [91390208], [116911452], [-24134570], [59609830], [-22897672], [-33117686], [-124534830], [-40793312], [-150039458], [28692986], [44465848], [-143813600], [101118332], [166539170], [19479600], [21786170], [-125817766], [43189468], [-115618832], [102818730], [-73067932], [-93476376], [17086258], [-21277150], [-147835632], [71902930], [-59196232], [-85297856], [42507134], [55649454], [32381952], [116898574], [121995160], [77179844], [198029744], [-87217224], [131882446], [-184842042], [48919906], [-105252750], [39393872], [99826158], [-55170884], [-43043476], [87981114], [236245184], [198015922], [-118285552], [10995684], [-68396574], [61599454], [95809378], [17577672], [-50545320], [1630804], [-76994168], [-168646702], [-5303424], [-86039150], [119507498], [-77091980], [83173474], [83427050], [-8704318], [137040294], [-81782750], [11045914], [32536332], [232493744], [-181912532], [-94720682], [48835262], [-79891442], [-115527978], [-132788936], [-199632972], [-234956204], [-236557254], [-21062748], [-193381280], [170332120], [377661490], [-12642840], [12879078], [-122834678], [-194425308], [146329568], [-29735134], [84916174], [57994776], [387922874], [214362466], [199531878], [-184249582], [213542360], [-122002720], [-365722986], [-308563242], [-335258308], [112305074], [-410295872], [-374529186], [419046050], [-245518058], [137376316], [-225746682], [-185583328], [237594882], [181201094], [-42308558], [151744018], [34587868], [361830314], [-159638538], [-35010244], [-386834224], [166310598], [310722636], [141842284], [-92602132], [347570104], [-386627256], [199512670], [194801082], [-20033286], [337270668], [-153273718], [275299210], [220520020], [203004858], [-3585918], [-471648072], [-371131782], [-293483238], [-132955984], [365779120], [-566031046], [514333126], [-578711220], [232630328], [-89059194], [475246128], [68715654], [459693528], [-399191814], [-39102056], [-114953678], [76788138], [122002776], [-593608822], [-551005810], [-502499106], [374990796], [57870342], [397736024], [267318226], [219522030], [168952728], [467311376], [203492560], [346334744], [318307164], [280957022], [-64455760], [22861664], [319557798], [337989456], [-150251134], [-246405628], [-166420202], [299789616], [-653953466], [-575347144], [-205449790], [336322280], [-248672850], [84195732], [-79013900], [188600250], [252879102], [94725302], [-612962], [-266374502], [-320132450], [-75873476], [606764648], [697014762], [-511670668], [172246368], [-462913612], [-51047170], [789703936], [377676406], [-747092408], [816648168], [-740785906], [-50252138], [347511168], [236504940], [60921354], [-17020962], [-648716852]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 58546795256480192, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '448.6.a.n', 'level': 448, 'maxp': 2999, 'weight': 6}
• mf_newspaces •

  Column	Type
  AL_dims	jsonb
  ALdims	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_prime	boolean
  level_is_prime_power	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

  
  {'AL_dims': [[[[2, -1], [7, -1]], 14, 8], [[[2, 1], [7, -1]], 16, 8], [[[2, 1], [7, 1]], 15, 7], [[[2, -1], [7, 1]], 15, 9]], 'ALdims': [15, 16, 15, 14], 'Nk2': 16128, 'analytic_conductor': 71.85195127621532, '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': [448, 1, [127, 197, 129], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 308, 'dim': 60, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 5], 'hecke_orbit_code': 100663744, 'hecke_orbit_dims': [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, 3, 3, 4, 4, 5, 5], 'label': '448.6.a', 'level': 448, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 7], 'level_radical': 14, 'mf_dim': 332, 'mf_new_dim': 60, 'num_forms': 32, 'plus_dim': 29, 'prim_orbit_index': 1, 'relative_dim': 60, 'sturm_bound': 384, 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-230880160, 0, 0, 0, -5710093328, 0, 0, 0, 2427263320, 0, 0, 0], 'weight': 6, 'weight_parity': 1}
• mf_twists_nf •

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

  
  
  • id: 329339
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 14, 'source_is_minimal': False, 'source_label': '448.6.a.n', 'source_level': 448, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '224.6.a.a', 'target_level': 224, 'twist_class_label': '224.6.a.a', 'twist_class_level': 224, 'twisting_char_label': '8.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 329340
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 14, 'source_is_minimal': False, 'source_label': '448.6.a.n', 'source_level': 448, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '224.6.a.b', 'target_level': 224, 'twist_class_label': '224.6.a.a', 'twist_class_level': 224, 'twisting_char_label': '8.d', 'twisting_char_orbit': 4, 'weight': 6}
  • id: 329341
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 14, 'source_is_minimal': False, 'source_label': '448.6.a.n', 'source_level': 448, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '448.6.a.d', 'target_level': 448, 'twist_class_label': '224.6.a.a', 'twist_class_level': 224, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 329342
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 14, 'source_is_minimal': False, 'source_label': '448.6.a.n', 'source_level': 448, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 14, 'target_is_minimal': False, 'target_label': '448.6.a.n', 'target_level': 448, 'twist_class_label': '224.6.a.a', 'twist_class_level': 224, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 905250
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 58546795256480192, 'p': 2}
  • id: 905251
    {'charpoly_factorization': [[[-14, 1], 1]], 'hecke_orbit_code': 58546795256480192, 'p': 3}
  • id: 905252
    {'charpoly_factorization': [[[-64, 1], 1]], 'hecke_orbit_code': 58546795256480192, 'p': 5}
  • id: 905253
    {'charpoly_factorization': [[[-49, 1], 1]], 'hecke_orbit_code': 58546795256480192, 'p': 7}
  • id: 905254
    {'charpoly_factorization': [[[420, 1], 1]], 'hecke_orbit_code': 58546795256480192, 'p': 11}
  • id: 905255
    {'charpoly_factorization': [[[860, 1], 1]], 'hecke_orbit_code': 58546795256480192, 'p': 13}
  • id: 905256
    {'charpoly_factorization': [[[-830, 1], 1]], 'hecke_orbit_code': 58546795256480192, 'p': 17}
  • id: 905257
    {'charpoly_factorization': [[[-490, 1], 1]], 'hecke_orbit_code': 58546795256480192, 'p': 19}
  • id: 905258
    {'charpoly_factorization': [[[4872, 1], 1]], 'hecke_orbit_code': 58546795256480192, 'p': 23}
  • id: 905259
    {'charpoly_factorization': [[[8754, 1], 1]], 'hecke_orbit_code': 58546795256480192, 'p': 29}
  • id: 905260
    {'charpoly_factorization': [[[5628, 1], 1]], 'hecke_orbit_code': 58546795256480192, 'p': 31}
  • id: 905261
    {'charpoly_factorization': [[[1434, 1], 1]], 'hecke_orbit_code': 58546795256480192, 'p': 37}
  • id: 905262
    {'charpoly_factorization': [[[9258, 1], 1]], 'hecke_orbit_code': 58546795256480192, 'p': 41}
  • id: 905263
    {'charpoly_factorization': [[[-14756, 1], 1]], 'hecke_orbit_code': 58546795256480192, 'p': 43}
  • id: 905264
    {'charpoly_factorization': [[[-10108, 1], 1]], 'hecke_orbit_code': 58546795256480192, 'p': 47}
  • id: 905265
    {'charpoly_factorization': [[[-23058, 1], 1]], 'hecke_orbit_code': 58546795256480192, 'p': 53}
  • id: 905266
    {'charpoly_factorization': [[[13734, 1], 1]], 'hecke_orbit_code': 58546795256480192, 'p': 59}
  • id: 905267
    {'charpoly_factorization': [[[-25352, 1], 1]], 'hecke_orbit_code': 58546795256480192, 'p': 61}
  • id: 905268
    {'charpoly_factorization': [[[-19768, 1], 1]], 'hecke_orbit_code': 58546795256480192, 'p': 67}
  • id: 905269
    {'charpoly_factorization': [[[1792, 1], 1]], 'hecke_orbit_code': 58546795256480192, 'p': 71}
  • id: 905270
    {'charpoly_factorization': [[[-37914, 1], 1]], 'hecke_orbit_code': 58546795256480192, 'p': 73}
  • id: 905271
    {'charpoly_factorization': [[[95984, 1], 1]], 'hecke_orbit_code': 58546795256480192, 'p': 79}
  • id: 905272
    {'charpoly_factorization': [[[-88242, 1], 1]], 'hecke_orbit_code': 58546795256480192, 'p': 83}
  • id: 905273
    {'charpoly_factorization': [[[-43762, 1], 1]], 'hecke_orbit_code': 58546795256480192, 'p': 89}
  • id: 905274
    {'charpoly_factorization': [[[-65790, 1], 1]], 'hecke_orbit_code': 58546795256480192, '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': 14, 'label': '448.6.a.n', 'level': 448, 'portrait': 'data:image/png;base64,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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 229247000
    {'hecke_orbit_code': 58546795256480192, 'n': 1, 'trace_an': 1}
  • id: 229247001
    {'hecke_orbit_code': 58546795256480192, 'n': 2, 'trace_an': 0}
  • id: 229247002
    {'hecke_orbit_code': 58546795256480192, 'n': 3, 'trace_an': 14}
  • id: 229247003
    {'hecke_orbit_code': 58546795256480192, 'n': 4, 'trace_an': 0}
  • id: 229247004
    {'hecke_orbit_code': 58546795256480192, 'n': 5, 'trace_an': 64}
  • id: 229247005
    {'hecke_orbit_code': 58546795256480192, 'n': 6, 'trace_an': 0}
  • id: 229247006
    {'hecke_orbit_code': 58546795256480192, 'n': 7, 'trace_an': 49}
  • id: 229247007
    {'hecke_orbit_code': 58546795256480192, 'n': 8, 'trace_an': 0}
  • id: 229247008
    {'hecke_orbit_code': 58546795256480192, 'n': 9, 'trace_an': -47}
  • id: 229247009
    {'hecke_orbit_code': 58546795256480192, 'n': 10, 'trace_an': 0}
  • id: 229247010
    {'hecke_orbit_code': 58546795256480192, 'n': 11, 'trace_an': -420}
  • id: 229247011
    {'hecke_orbit_code': 58546795256480192, 'n': 12, 'trace_an': 0}
  • id: 229247012
    {'hecke_orbit_code': 58546795256480192, 'n': 13, 'trace_an': -860}
  • id: 229247013
    {'hecke_orbit_code': 58546795256480192, 'n': 14, 'trace_an': 0}
  • id: 229247014
    {'hecke_orbit_code': 58546795256480192, 'n': 15, 'trace_an': 896}
  • id: 229247015
    {'hecke_orbit_code': 58546795256480192, 'n': 16, 'trace_an': 0}
  • id: 229247016
    {'hecke_orbit_code': 58546795256480192, 'n': 17, 'trace_an': 830}
  • id: 229247017
    {'hecke_orbit_code': 58546795256480192, 'n': 18, 'trace_an': 0}
  • id: 229247018
    {'hecke_orbit_code': 58546795256480192, 'n': 19, 'trace_an': 490}
  • id: 229247019
    {'hecke_orbit_code': 58546795256480192, 'n': 20, 'trace_an': 0}
  • id: 229247020
    {'hecke_orbit_code': 58546795256480192, 'n': 21, 'trace_an': 686}
  • id: 229247021
    {'hecke_orbit_code': 58546795256480192, 'n': 22, 'trace_an': 0}
  • id: 229247022
    {'hecke_orbit_code': 58546795256480192, 'n': 23, 'trace_an': -4872}
  • id: 229247023
    {'hecke_orbit_code': 58546795256480192, 'n': 24, 'trace_an': 0}
  • id: 229247024
    {'hecke_orbit_code': 58546795256480192, 'n': 25, 'trace_an': 971}
  • id: 229247025
    {'hecke_orbit_code': 58546795256480192, 'n': 26, 'trace_an': 0}
  • id: 229247026
    {'hecke_orbit_code': 58546795256480192, 'n': 27, 'trace_an': -4060}
  • id: 229247027
    {'hecke_orbit_code': 58546795256480192, 'n': 28, 'trace_an': 0}
  • id: 229247028
    {'hecke_orbit_code': 58546795256480192, 'n': 29, 'trace_an': -8754}
  • id: 229247029
    {'hecke_orbit_code': 58546795256480192, 'n': 30, 'trace_an': 0}
  • id: 229247030
    {'hecke_orbit_code': 58546795256480192, 'n': 31, 'trace_an': -5628}
  • id: 229247031
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  • id: 229247975
    {'hecke_orbit_code': 58546795256480192, 'n': 976, 'trace_an': 0}
  • id: 229247976
    {'hecke_orbit_code': 58546795256480192, 'n': 977, 'trace_an': -18499878}
  • id: 229247977
    {'hecke_orbit_code': 58546795256480192, 'n': 978, 'trace_an': 0}
  • id: 229247978
    {'hecke_orbit_code': 58546795256480192, 'n': 979, 'trace_an': -18380040}
  • id: 229247979
    {'hecke_orbit_code': 58546795256480192, 'n': 980, 'trace_an': 0}
  • id: 229247980
    {'hecke_orbit_code': 58546795256480192, 'n': 981, 'trace_an': -8347482}
  • id: 229247981
    {'hecke_orbit_code': 58546795256480192, 'n': 982, 'trace_an': 0}
  • id: 229247982
    {'hecke_orbit_code': 58546795256480192, 'n': 983, 'trace_an': -31975580}
  • id: 229247983
    {'hecke_orbit_code': 58546795256480192, 'n': 984, 'trace_an': 0}
  • id: 229247984
    {'hecke_orbit_code': 58546795256480192, 'n': 985, 'trace_an': 46187136}
  • id: 229247985
    {'hecke_orbit_code': 58546795256480192, 'n': 986, 'trace_an': 0}
  • id: 229247986
    {'hecke_orbit_code': 58546795256480192, 'n': 987, 'trace_an': 6934088}
  • id: 229247987
    {'hecke_orbit_code': 58546795256480192, 'n': 988, 'trace_an': 0}
  • id: 229247988
    {'hecke_orbit_code': 58546795256480192, 'n': 989, 'trace_an': -71891232}
  • id: 229247989
    {'hecke_orbit_code': 58546795256480192, 'n': 990, 'trace_an': 0}
  • id: 229247990
    {'hecke_orbit_code': 58546795256480192, 'n': 991, 'trace_an': -52312792}
  • id: 229247991
    {'hecke_orbit_code': 58546795256480192, 'n': 992, 'trace_an': 0}
  • id: 229247992
    {'hecke_orbit_code': 58546795256480192, 'n': 993, 'trace_an': 9791768}
  • id: 229247993
    {'hecke_orbit_code': 58546795256480192, 'n': 994, 'trace_an': 0}
  • id: 229247994
    {'hecke_orbit_code': 58546795256480192, 'n': 995, 'trace_an': -24211712}
  • id: 229247995
    {'hecke_orbit_code': 58546795256480192, 'n': 996, 'trace_an': 0}
  • id: 229247996
    {'hecke_orbit_code': 58546795256480192, 'n': 997, 'trace_an': -26075656}
  • id: 229247997
    {'hecke_orbit_code': 58546795256480192, 'n': 998, 'trace_an': 0}
  • id: 229247998
    {'hecke_orbit_code': 58546795256480192, 'n': 999, 'trace_an': 5822040}
  • id: 229247999
    {'hecke_orbit_code': 58546795256480192, 'n': 1000, 'trace_an': 0}