Newform data - 22.12.a.d

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• 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': 3168, 'analytic_conductor': 16.903549972310955, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [11, -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': [22, 1, [13], [1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 3, 'field_disc': 1029965382769, 'field_disc_factorization': [[37, 1], [463, 1], [60122899, 1]], 'field_poly': [34594984, -206434, -1, 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, [63480996, -378387, -370, 1]]], 'hecke_orbit': 4, 'hecke_orbit_code': 13510799083438102, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 20, 'hecke_ring_index_factorization': [[2, 2], [5, 1]], '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': True, 'label': '22.12.a.d', 'level': 22, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 11], 'level_radical': 22, 'minimal_twist': '22.12.a.d', 'prim_orbit_index': 1, 'qexp_display': 'q+2^{5}q^{2}+(123-\\beta _{1})q^{3}+2^{10}q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 3, 'rm_discs': [], 'sato_tate_group': '11.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '22.12.a', 'trace_display': [96, 370, -1928, 58472], 'trace_hash': 1644483018795241828, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.018', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.888', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.242', 'prec': 17}, {'__RealLiteral__': 0, 'data': '21.154', 'prec': 20}, {'__RealLiteral__': 0, 'data': '5.594', 'prec': 17}, {'__RealLiteral__': 0, 'data': '221.973', 'prec': 24}], 'trace_zratio': 0, 'traces': [3, 96, 370, 3072, -1928, 11840, 58472, 98304, 362233, -61696, 483153, 378880, 1349138, 1871104, 3956502, 3145728, 4446434, 11591456, 13084936, -1974272, 10649624, 15460896, 9885678, 12124160, 37435519, 43172416, 149130802, 59875328, 283172750, 126608064, -21681514, 100663296, 59588870, 142285888, -182510240, 370926592, -400193332, 418717952, -1562650588, -63176704, -883050098, 340787968, -3189107056, 494748672, -3764285142, 316341696, -1877680024, 387973120, -4616447037, 1197936608, -6225321024, 1381517312, -3405155206, 4772185664, -310506328, 1916010496, 8936535836, 9061528000, 14124901902, 4051458048, 7808412854, -693808448, 12121650824, 3221225472, -836020112, 1906843840, 871235950, 4553148416, 2458330842, -5840327680, -11743560686, 11869650944, 12566307382, -12806186624, -37499653316, 13398974464, 9416974072, -50004818816, 16783237028, -2021654528, 37556075251, 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-1237281124329600, -7249257157330146, 1725604119183360, 27716097021239413, 2998302191285312, 1166232462959940, 1379425379749888, -12940141923577872, -8917464213726720, 1516613091269672, -3570564025286656, 27952777784435264, 18678262193510336, -7362421472821782, -35760375294732288, -8592025889827478, -695516835305472, -14564984104845552, 3971608959909888, 8057737753028074, -8053326075135616, 27676765712629310, 5966676517703680, -12172990108774152, -1318279443812608, -17557242753909024, 5003999354814464, -4065348710425848, 22831204871613824, -2349098874348362, -4849839314755584, 2702957106596428, 15432835275613440, 23293389738130316, 1746997846278144, 61670405222443598, -6939868246780032, 11448981116307600, 22728118966882304, -23506781310823654, -175807903734272, 19146427195299780, -325589483388928, -14639898959985628, -11858969539400160, 24898558554035484, 19028509115076608, 169859696764734, 28391332829744064, 27128267438206260, 14335071629148160, 10024528239360952, -23923930706462912, 6048443475248801, -18033784778827776, -20769846136799616, 50665953582958848, 53192424689056602, 2009082621853696, 17832807021442812, 1397262918925824, -54068004705533800, -20434772955001856, -17188344542096276, -4550915242655936, -12937236004469072, -3530743014359040, 51866413878306698, 3254902869956992, 3239642935001212, -3176988661985280, 5239710312622566, -3577399236194560, 16940064891919072, 9370637000769536, 5506623805982992, -1261654483200704, 38480737467037920, -26993537200132096, 7911573767140824, -30947513930019072, 18054677443869252, 11740858372521984, -59810196876127684, -19845491022143808, 59077562196904468, 1756295777099776, -40359640966598886, -29491286236765376, 21680604698312600, 9501700784128000, 72759043618509630, 24235992008321088, -14377236531846408, 25863074274625536, -40868285805405600, -44349953359434560, 2568131673339364, -13613063173111808, -46112428562362162, 1003144722851584, 113564989127837210, -43322838378569728, -11957606638323438, 17881041250312384, -32065110417225900, 14811033136791552, -24973498103305800, -16435484175227392, -26430663653692162, -56824730179637248, -59955501240759700, -20759263496271232, 42350813582786718, 225996960956416, 6246172982962626, -19502101777356864, 7536301961439362, 56418119214436352, -196598202488160, -21516406113091712, 6008696649346352, 4248261674139648, 31326386230737789, -42696252923407104, -521559152665740, 14995786594674688, -48375910764569740, -1088302622682624, -17957618626945920, 2549752587976704, -66067618445061768, -78584675849263936, 48837427210959874, 41330275936423936, -7637263733984920, 50638674096832192, 17717018769447176, 8187714316795904, 65983491006895492, -78171545452924160, 2107093279957072, -1813793330724864, -25281673728244378, 32767142011666560, 50148499252281478, -20136106826268672, 27689867191573728, -2303494094078080, -91272354455198256, -15898124014772224, -1943260199416092, -19399740364935744, -42540253241147776, -727510887170048, -45674559339772270, -9318408409545472, 86906009306229296, -7900523266215936, -58983041221891242, -43984033379980160, 58423914505885862, 14929097738747904], 'weight': 12, '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, 0], [32, 0, 0], [123, -1, 0], [1024, 0, 0], [-644, -5, -1], [3936, -32, 0], [19489, -4, 1], [32768, 0, 0], [120669, -199, 27], [-20608, -160, -32], [161051, 0, 0], [125952, -1024, 0], [450409, 2036, -53], [623648, -128, 32], [1320651, 5415, -36], [1048576, 0, 0], [1484909, 7970, -323], [3861408, -6368, 864], [4358529, -8594, 755], [-659456, -5120, -1024], [3541467, -24944, 279], [5153632, 0, 0], [3295437, -1581, -2214], [4030464, -32768, 0], [12496217, 49465, -3667], [14413088, 65152, -1696], [49674363, -97723, 9990], [19956736, -4096, 1024], [94400420, 43430, 14920], [42260832, 173280, -1152], [-7172687, 139811, -23642], [33554432, 0, 0], [19809273, -161051, 0], [47517088, 255040, -10336], [-60861755, -89420, -14395], [123565056, -203776, 27648], [-133595072, -573043, 18841], [139472928, -275008, 24160], [-520869741, -22670, -64035], [-21102592, -163840, -32768], [-294176291, 600484, 79259], [113326944, -798208, 8928], [-1063019732, 23882, -23978], [164916224, 0, 0], [-1254715956, 162060, 24786], [105453984, -50592, -70848], [-624498910, 4339820, 156526], [128974848, -1048576, 0], [-1538895903, -206028, 34644], [399878944, 1582880, -117344], [-2074755339, 784584, -270423], [461218816, 2084864, -54272], [-1136020540, -3070816, -164402], [1589579616, -3127136, 319680], [-103716844, -805255, -161051], [638615552, -131072, 32768], [2975758005, -8900678, 361143], [3020813440, 1389760, 477440], [4707033879, -3126087, 674178], [1352346624, 5544960, -36864], [2604744784, 4851578, -969920], [-229525984, 4473952, -756544], [4038313674, -6165752, 544050], [1073741824, 0, 0], [-282939041, -13676090, -879079], [633896736, -5153632, 0], [295380879, 15320197, 413510], [1520546816, 8161280, -330752], [822218490, 7988721, -335907], [-1947576160, -2861440, -460640], [-3901505795, 39496549, 453248], [3954081792, -6520832, 884736], [4179790353, -24196712, 2739611], [-4275042304, -18337376, 602912], [-12495846288, 10151840, -1962612], [4463133696, -8800256, 773120], [3138722939, -644204, 161051], [-16667831712, -725440, -2049120], [5617347412, 67824338, -980870], [-675282944, -5242880, -1048576], [12494401287, -73307548, -436158], [-9413641312, 19215488, 2536288], [11401561442, 14138462, 1255528], [3626462208, -25542656, 285696], [5299834487, -50284960, -3711257], [-34016631424, 764224, -767296], [-463350510, -167952660, 1378710], [5277319168, 0, 0], [4389451238, 87269957, 2307715], [-40150910592, 5185920, 793152], [3584466214, 49586628, -637350], [3374527488, -1618944, -2267136], [-40725861882, 139578265, -7817679], [-19983965120, 138874240, 5008832], [-31478739759, 17877450, -27621], [4127195136, -33554432, 0], [17215407448, 35970227, 14048191], [-49244668896, -6592896, 1108608], [19433863119, -32049149, 4348377], [12796126208, 50652160, -3755008]], 'ap': [[32, 0, 0], [123, -1, 0], [-644, -5, -1], [19489, -4, 1], [161051, 0, 0], [450409, 2036, -53], [1484909, 7970, -323], [4358529, -8594, 755], [3295437, -1581, -2214], [94400420, 43430, 14920], [-7172687, 139811, -23642], [-133595072, -573043, 18841], [-294176291, 600484, 79259], [-1063019732, 23882, -23978], [-624498910, 4339820, 156526], [-1136020540, -3070816, -164402], [4707033879, -3126087, 674178], [2604744784, 4851578, -969920], [295380879, 15320197, 413510], [-3901505795, 39496549, 453248], [4179790353, -24196712, 2739611], [5617347412, 67824338, -980870], [11401561442, 14138462, 1255528], [4389451238, 87269957, 2307715], [17215407448, 35970227, 14048191], [-73648473803, -120869030, 2591585], [97213370590, -136317340, -8381318], [40347749685, -170720700, -10083039], [17723001362, -158529372, -13390200], [-35888274042, 96577839, 11674185], [232781159543, -130040826, -24893451], [36302255451, -789828996, 18860127], [-58076152474, -787206865, 41215105], [-335992634355, -1048892516, 51697121], [119883987571, -1819356566, -90333385], [248032469030, -7329870, 80949852], [-252751069992, -764706869, 80446547], [-224145615332, 2783516096, 20661808], [2216867369541, 556483278, 48281307], [2131113472662, 3010403868, -78337788], [1451830320405, -1862469063, -297946992], [-1697969886394, -3532487667, -208884537], [-263124671833, -1234300987, -11457398], [-2110090036030, 3295437474, 238848918], [123988777782, -3442157688, -83443968], [144704822384, 3570036120, -631726224], [446002276596, -9681618824, -593351200], [-5866794841309, 11267618379, 534194232], [-1032008258367, 5188090836, -1315124283], [-8783489264774, 10053617933, -354759749], [8421936135996, 8997139650, 97202976], [18365559348446, 404975162, -453524828], [4877536962816, -11941522814, -229564900], [13399017364871, -20841436075, 44116486], [-13649479310088, -30739602648, 1584147462], [13925054228977, -4897699796, -2205454399], [7864578862742, 46994127596, 175110532], [-5004850832855, 15363963518, 785204359], [-2693092354012, 16041419508, -11252070], [-13817835983908, -7571824840, -3113025470], [31080585310786, -19353669868, 822693634], [6036164924287, -19582932020, 6592558745], [-12624303797539, 65044085022, 626587983], [698787834886, 48370978504, -2178954178], [21870147116478, -124653614219, -5510086357], [-10635136472200, -54267328705, 5608833871], [38030656256633, 70411111971, -558924822], [-46395528258931, 126436138446, -4850159199], [-7654934460933, -85281521394, 8527911453], [44691854228245, 48341703998, 1291578757], [49674994886694, 65763803841, -2334233313], [-128173123891339, -32398790698, -8021524733], [-19827986112223, 160723588443, 18631863246], [-13385741824751, 62135590934, 11433208849], [-72353783471429, 143340172499, 13052879380], [13818320691063, -184715603385, -12263420016], [8105711269106, -50803165177, -29100686639], [-85649742596220, 22580291020, -29476465174], [62496294724680, 15803561244, 40798706658], [-168035647632334, -60543767688, 14827562832], [-12734779803762, 482174720148, 21478996134], [31439982236196, 593883768124, -29119462798], [-13880260207349, -432576274136, 11971728767], [237688085596740, -420116505545, -9221057833], [-2094724348430, -801972624892, -11796571298], [295812640239387, 196765870977, -12003917682], [14591211367938, 141774316017, 32606428635], [-13195732798628, -174347871874, -13852076012], [-206824229392812, -366348267534, -65254531092], [-307454105913911, -711914198491, 47708644324], [-462079980841729, -297770611831, 6129431026], [-224186498904601, -141845828518, 29959851169], [527590945550035, 272359834295, -41911289804], [341571457260336, 723781755612, -17402160816], [-457847086890608, 1022339746952, 62557294396], [94692759541460, 875542130474, -46122570422], [279762536596718, -8641731019, 106958975311], [190864271871912, 806164510215, -133032711405], [474971707146887, -576796368558, -117158502507], [-982225023275421, -388785723236, 51886568309], [444438135785590, 829250487008, 147319252978], [234986998769743, -186774047102, -37057737565], [-157997403093042, 1222744238196, 26714868918], [-663747372020420, -2046859018022, -7256408488], [-173661586178056, -912622986528, -115702192044], [-805733141167358, -215517225937, -180762694139], [1841779455729094, -792431288012, 112494519494], [695283320068318, 1541309339794, -150778196830], [-507457262529564, -186061821048, 142368151572], [1917983460168015, -719004967214, 119056970591], [-1414757201128084, 1831140316926, 21651561414], [1474916044935854, 1239243066882, -42540961194], [2389418925345706, 1313484880072, -25432944952], [-1610942042472953, -2587726275025, -132743162252], [-2170322005192815, -161444121581, -495334093042], [1729021171167552, 4447724179065, 24554714025], [1303823900833745, -701056350075, 208641599472], [-301765851592649, -6511820389187, 259780001642], [442624696081230, -6573061608867, 32163298359], [-629501267850376, -6980661052582, 237770490538], [13847433466746, -2378348548949, 23166883925], [1417476857675762, 3034599340236, -281029473036], [-353291744852693, 6354594242890, -205290239521], [889102703969854, -3601468143008, -181575863614], [-2133671495211131, -2917093061047, 94661376400], [730729124048541, -1753310621598, -149382484551], [-2164013016538214, 752164562213, -27078748349], [-6320434362274105, 4423321436903, 248977079152], [3170483035237363, -8493602263285, -445973081312], [4255180281167104, -4419750598102, -188726637920], [2112947568732206, 6113562552270, -272086158396], [-2139292858507964, -1298813250788, -1039308658576], [1288437590794597, 49013383721, 703090698364], [996779982226590, 4590860743684, -3749209348], [4507143703642775, 2893328024828, -554109538091], [8516263530123637, 11075570705912, -525243481529], [-2811140180543038, 7208963719724, 39462008536], [1418223172644158, -4120810187448, -28080790494], [-5225355044613394, -10259482146349, -1128840629351], [-10369587451703491, 4065495934316, 653911894675], [-960363630023592, 6536951446498, -261065796934], [-14014900541687026, -5467695090016, 340249063024], [4883456817562179, 10172371716727, 1419574625876], [-11204280829589517, 13104920246094, -315775941771], [-1994744202325512, -5348308010405, 1005689730947], [-2419960842572697, -11293008579429, -667638191484], [-2867373620664546, -9219294310856, 875677855304], [2681430143017162, -12100123825442, 1347200151146], [9221608489715677, -11594339484823, 345903997456], [-5847551058002712, 12511417107576, -2078162793312], [-7846301127462737, -30387846743152, 1734224821405], [-4891444728961282, -34327513344997, 107713553221], [8304692297790506, 15833159797260, 314820461226], [9040040567591868, -6773453064714, 1372282365942], [1084445156062236, 16006591537768, 2314058352272], [5647263389060386, 466191295336, -1259083966750], [6032090052708368, 38861119726302, -2731594529550], [24251405322491868, -4740638518092, 87012515934], [-15371205463456979, -3229702011820, -2041874003045], [-3985843929341100, 546912106920, 472061806782], [-8807514953862319, 6046249834685, -2072542270520], [2095877540894349, 41255323299822, -204316420599], [-5988337443438754, -8350694381676, -956991011334], [16286538199294033, 19863913305547, -2323473616678], [21994196296871326, -954546075077, -52429793563], [16717314407291107, 2521585008679, -922384583164], [-14197894016497664, -52440151866040, 988656479176], [-19646936272427893, 43800864291546, 1568459683983]], 'char_orbit_index': 1, 'field_poly': [34594984, -206434, -1, 1], 'hecke_orbit_code': 13510799083438102, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 54, 27], 'hecke_ring_inverse_denominators': [1, 20, 20], 'hecke_ring_inverse_numerators': [[1, 0, 0], [7, 2, 1], [2752733, 558, -261]], 'hecke_ring_numerators': [[1, 0, 0], [-137728, 261, 1], [137539, 279, -1]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 3, 'label': '22.12.a.d', 'level': 22, 'maxp': 997, 'weight': 12}
• 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

  
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100488182578400848, -28741504578511296, -5252444085788984, -25075743503417344, -240043706757594376, -28243269627283200, 7537555876674752, 103855209409904640, -28997002922257406, 87496392540086656, -67459118291841216, -42169637764202496], 'weight': 12, '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: 17629
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 4, 'source_is_minimal': True, 'source_label': '22.12.a.d', 'source_level': 22, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 4, 'target_is_minimal': True, 'target_label': '22.12.a.d', 'target_level': 22, 'twist_class_label': '22.12.a.d', 'twist_class_level': 22, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 12}
  • id: 17630
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 4, 'source_is_minimal': True, 'source_label': '22.12.a.d', 'source_level': 22, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '176.12.a.b', 'target_level': 176, 'twist_class_label': '22.12.a.d', 'twist_class_level': 22, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 12}
  • id: 17631
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 4, 'source_is_minimal': True, 'source_label': '22.12.a.d', 'source_level': 22, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 10, 'target_is_minimal': False, 'target_label': '198.12.a.j', 'target_level': 198, 'twist_class_label': '22.12.a.d', 'twist_class_level': 22, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 12}
  • id: 17632
    {'conductor': 11, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 4, 'source_is_minimal': True, 'source_label': '22.12.a.d', 'source_level': 22, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '242.12.a.b', 'target_level': 242, 'twist_class_label': '22.12.a.d', 'twist_class_level': 22, 'twisting_char_label': '11.b', 'twisting_char_orbit': 2, 'weight': 12}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 86875
    {'charpoly_factorization': [[[-32, 1], 3]], 'hecke_orbit_code': 13510799083438102, 'p': 2}
  • id: 86876
    {'charpoly_factorization': [[[63480996, -378387, -370, 1], 1]], 'hecke_orbit_code': 13510799083438102, 'p': 3}
  • id: 86877
    {'charpoly_factorization': [[[-265210541550, -90101355, 1928, 1], 1]], 'hecke_orbit_code': 13510799083438102, 'p': 5}
  • id: 86878
    {'charpoly_factorization': [[[-5513298935200, 1051720796, -58472, 1], 1]], 'hecke_orbit_code': 13510799083438102, 'p': 7}
  • id: 86879
    {'charpoly_factorization': [[[-161051, 1], 3]], 'hecke_orbit_code': 13510799083438102, 'p': 11}
  • id: 86880
    {'charpoly_factorization': [[[1658039333848568384, -1383363176920, -1349138, 1], 1]], 'hecke_orbit_code': 13510799083438102, 'p': 13}
  • id: 86881
    {'charpoly_factorization': [[[129662212478098712328, -28909558356420, -4446434, 1], 1]], 'hecke_orbit_code': 13510799083438102, 'p': 17}
  • id: 86882
    {'charpoly_factorization': [[[101447773957550419200, -20697494712560, -13084936, 1], 1]], 'hecke_orbit_code': 13510799083438102, 'p': 19}
  • id: 86883
    {'charpoly_factorization': [[[-1778124588330485409336, -365219484568155, -9885678, 1], 1]], 'hecke_orbit_code': 13510799083438102, 'p': 23}
  • id: 86884
    {'charpoly_factorization': [[[1808816163190454497536000, 7934590012102800, -283172750, 1], 1]], 'hecke_orbit_code': 13510799083438102, 'p': 29}
  • id: 86885
    {'charpoly_factorization': [[[-1454207169299000222651728, -53540864435310043, 21681514, 1], 1]], 'hecke_orbit_code': 13510799083438102, 'p': 31}
  • id: 86886
    {'charpoly_factorization': [[[-44440812756506514335143966, -115092705859981867, 400193332, 1], 1]], 'hecke_orbit_code': 13510799083438102, 'p': 37}
  • id: 86887
    {'charpoly_factorization': [[[-127933569243592672250803392, -399432011088463704, 883050098, 1], 1]], 'hecke_orbit_code': 13510799083438102, 'p': 41}
  • id: 86888
    {'charpoly_factorization': [[[1147843451489981359231170800, 3343313515552582484, 3189107056, 1], 1]], 'hecke_orbit_code': 13510799083438102, 'p': 43}
  • id: 86889
    {'charpoly_factorization': [[[-18014644766391217291748450304, -8763381666160759296, 1877680024, 1], 1]], 'hecke_orbit_code': 13510799083438102, 'p': 47}
  • id: 86890
    {'charpoly_factorization': [[[-275620916089567331159131800, -2298711265773259716, 3405155206, 1], 1]], 'hecke_orbit_code': 13510799083438102, 'p': 53}
  • id: 86891
    {'charpoly_factorization': [[[134319298406486245541561209500, 25461890060256380205, -14124901902, 1], 1]], 'hecke_orbit_code': 13510799083438102, 'p': 59}
  • id: 86892
    {'charpoly_factorization': [[[88201095074487797308509772640, -66044416273101465616, -7808412854, 1], 1]], 'hecke_orbit_code': 13510799083438102, 'p': 61}
  • id: 86893
    {'charpoly_factorization': [[[-397805714167659222318154808028, -112822273761369364523, -871235950, 1], 1]], 'hecke_orbit_code': 13510799083438102, 'p': 67}
  • id: 86894
    {'charpoly_factorization': [[[-6395495186036773721554752256200, -631303636127241841851, 11743560686, 1], 1]], 'hecke_orbit_code': 13510799083438102, 'p': 71}
  • id: 86895
    {'charpoly_factorization': [[[969110653586304895280737107648, -806375983876057606664, -12566307382, 1], 1]], 'hecke_orbit_code': 13510799083438102, 'p': 73}
  • id: 86896
    {'charpoly_factorization': [[[27090582744140712755352731624000, -1937616676522415290780, -16783237028, 1], 1]], 'hecke_orbit_code': 13510799083438102, 'p': 79}
  • id: 86897
    {'charpoly_factorization': [[[524533965609311738701982052048, 178111834803473773956, -34191801392, 1], 1]], 'hecke_orbit_code': 13510799083438102, 'p': 83}
  • id: 86898
    {'charpoly_factorization': [[[-62536150520574087809085123152250, -3594259684038225100395, -13083391472, 1], 1]], 'hecke_orbit_code': 13510799083438102, 'p': 89}
  • id: 86899
    {'charpoly_factorization': [[[1025768751093347487476484460012094, -15616526592897759591787, -51624300308, 1], 1]], 'hecke_orbit_code': 13510799083438102, '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': 4, 'label': '22.12.a.d', 'level': 22, 'portrait': 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', 'weight': 12}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 137685000
    {'hecke_orbit_code': 13510799083438102, 'n': 1, 'trace_an': 3}
  • id: 137685001
    {'hecke_orbit_code': 13510799083438102, 'n': 2, 'trace_an': 96}
  • id: 137685002
    {'hecke_orbit_code': 13510799083438102, 'n': 3, 'trace_an': 370}
  • id: 137685003
    {'hecke_orbit_code': 13510799083438102, 'n': 4, 'trace_an': 3072}
  • id: 137685004
    {'hecke_orbit_code': 13510799083438102, 'n': 5, 'trace_an': -1928}
  • id: 137685005
    {'hecke_orbit_code': 13510799083438102, 'n': 6, 'trace_an': 11840}
  • id: 137685006
    {'hecke_orbit_code': 13510799083438102, 'n': 7, 'trace_an': 58472}
  • id: 137685007
    {'hecke_orbit_code': 13510799083438102, 'n': 8, 'trace_an': 98304}
  • id: 137685008
    {'hecke_orbit_code': 13510799083438102, 'n': 9, 'trace_an': 362233}
  • id: 137685009
    {'hecke_orbit_code': 13510799083438102, 'n': 10, 'trace_an': -61696}
  • id: 137685010
    {'hecke_orbit_code': 13510799083438102, 'n': 11, 'trace_an': 483153}
  • id: 137685011
    {'hecke_orbit_code': 13510799083438102, 'n': 12, 'trace_an': 378880}
  • id: 137685012
    {'hecke_orbit_code': 13510799083438102, 'n': 13, 'trace_an': 1349138}
  • id: 137685013
    {'hecke_orbit_code': 13510799083438102, 'n': 14, 'trace_an': 1871104}
  • id: 137685014
    {'hecke_orbit_code': 13510799083438102, 'n': 15, 'trace_an': 3956502}
  • id: 137685015
    {'hecke_orbit_code': 13510799083438102, 'n': 16, 'trace_an': 3145728}
  • id: 137685016
    {'hecke_orbit_code': 13510799083438102, 'n': 17, 'trace_an': 4446434}
  • id: 137685017
    {'hecke_orbit_code': 13510799083438102, 'n': 18, 'trace_an': 11591456}
  • id: 137685018
    {'hecke_orbit_code': 13510799083438102, 'n': 19, 'trace_an': 13084936}
  • id: 137685019
    {'hecke_orbit_code': 13510799083438102, 'n': 20, 'trace_an': -1974272}
  • id: 137685020
    {'hecke_orbit_code': 13510799083438102, 'n': 21, 'trace_an': 10649624}
  • id: 137685021
    {'hecke_orbit_code': 13510799083438102, 'n': 22, 'trace_an': 15460896}
  • id: 137685022
    {'hecke_orbit_code': 13510799083438102, 'n': 23, 'trace_an': 9885678}
  • id: 137685023
    {'hecke_orbit_code': 13510799083438102, 'n': 24, 'trace_an': 12124160}
  • id: 137685024
    {'hecke_orbit_code': 13510799083438102, 'n': 25, 'trace_an': 37435519}
  • id: 137685025
    {'hecke_orbit_code': 13510799083438102, 'n': 26, 'trace_an': 43172416}
  • id: 137685026
    {'hecke_orbit_code': 13510799083438102, 'n': 27, 'trace_an': 149130802}
  • id: 137685027
    {'hecke_orbit_code': 13510799083438102, 'n': 28, 'trace_an': 59875328}
  • id: 137685028
    {'hecke_orbit_code': 13510799083438102, 'n': 29, 'trace_an': 283172750}
  • id: 137685029
    {'hecke_orbit_code': 13510799083438102, 'n': 30, 'trace_an': 126608064}
  • id: 137685030
    {'hecke_orbit_code': 13510799083438102, 'n': 31, 'trace_an': -21681514}
  • id: 137685031
    {'hecke_orbit_code': 13510799083438102, 'n': 32, 'trace_an': 100663296}
  • id: 137685032
    {'hecke_orbit_code': 13510799083438102, 'n': 33, 'trace_an': 59588870}
  • id: 137685033
    {'hecke_orbit_code': 13510799083438102, 'n': 34, 'trace_an': 142285888}
  • id: 137685034
    {'hecke_orbit_code': 13510799083438102, 'n': 35, 'trace_an': -182510240}
  • id: 137685035
    {'hecke_orbit_code': 13510799083438102, 'n': 36, 'trace_an': 370926592}
  • id: 137685036
    {'hecke_orbit_code': 13510799083438102, 'n': 37, 'trace_an': -400193332}
  • id: 137685037
    {'hecke_orbit_code': 13510799083438102, 'n': 38, 'trace_an': 418717952}
  • id: 137685038
    {'hecke_orbit_code': 13510799083438102, 'n': 39, 'trace_an': -1562650588}
  • id: 137685039
    {'hecke_orbit_code': 13510799083438102, 'n': 40, 'trace_an': -63176704}
  • id: 137685040
    {'hecke_orbit_code': 13510799083438102, 'n': 41, 'trace_an': -883050098}
  • id: 137685041
    {'hecke_orbit_code': 13510799083438102, 'n': 42, 'trace_an': 340787968}
  • id: 137685042
    {'hecke_orbit_code': 13510799083438102, 'n': 43, 'trace_an': -3189107056}
  • id: 137685043
    {'hecke_orbit_code': 13510799083438102, 'n': 44, 'trace_an': 494748672}
  • id: 137685044
    {'hecke_orbit_code': 13510799083438102, 'n': 45, 'trace_an': -3764285142}
  • id: 137685045
    {'hecke_orbit_code': 13510799083438102, 'n': 46, 'trace_an': 316341696}
  • id: 137685046
    {'hecke_orbit_code': 13510799083438102, 'n': 47, 'trace_an': -1877680024}
  • id: 137685047
    {'hecke_orbit_code': 13510799083438102, 'n': 48, 'trace_an': 387973120}
  • id: 137685048
    {'hecke_orbit_code': 13510799083438102, 'n': 49, 'trace_an': -4616447037}
  • id: 137685049
    {'hecke_orbit_code': 13510799083438102, 'n': 50, 'trace_an': 1197936608}
  • id: 137685050
    {'hecke_orbit_code': 13510799083438102, 'n': 51, 'trace_an': -6225321024}
  • id: 137685051
    {'hecke_orbit_code': 13510799083438102, 'n': 52, 'trace_an': 1381517312}
  • id: 137685052
    {'hecke_orbit_code': 13510799083438102, 'n': 53, 'trace_an': -3405155206}
  • id: 137685053
    {'hecke_orbit_code': 13510799083438102, 'n': 54, 'trace_an': 4772185664}
  • id: 137685054
    {'hecke_orbit_code': 13510799083438102, 'n': 55, 'trace_an': -310506328}
  • id: 137685055
    {'hecke_orbit_code': 13510799083438102, 'n': 56, 'trace_an': 1916010496}
  • id: 137685056
    {'hecke_orbit_code': 13510799083438102, 'n': 57, 'trace_an': 8936535836}
  • id: 137685057
    {'hecke_orbit_code': 13510799083438102, 'n': 58, 'trace_an': 9061528000}
  • id: 137685058
    {'hecke_orbit_code': 13510799083438102, 'n': 59, 'trace_an': 14124901902}
  • id: 137685059
    {'hecke_orbit_code': 13510799083438102, 'n': 60, 'trace_an': 4051458048}
  • id: 137685060
    {'hecke_orbit_code': 13510799083438102, 'n': 61, 'trace_an': 7808412854}
  • id: 137685061
    {'hecke_orbit_code': 13510799083438102, 'n': 62, 'trace_an': -693808448}
  • id: 137685062
    {'hecke_orbit_code': 13510799083438102, 'n': 63, 'trace_an': 12121650824}
  • id: 137685063
    {'hecke_orbit_code': 13510799083438102, 'n': 64, 'trace_an': 3221225472}
  • id: 137685064
    {'hecke_orbit_code': 13510799083438102, 'n': 65, 'trace_an': -836020112}
  • id: 137685065
    {'hecke_orbit_code': 13510799083438102, 'n': 66, 'trace_an': 1906843840}
  • id: 137685066
    {'hecke_orbit_code': 13510799083438102, 'n': 67, 'trace_an': 871235950}
  • id: 137685067
    {'hecke_orbit_code': 13510799083438102, 'n': 68, 'trace_an': 4553148416}
  • id: 137685068
    {'hecke_orbit_code': 13510799083438102, 'n': 69, 'trace_an': 2458330842}
  • id: 137685069
    {'hecke_orbit_code': 13510799083438102, 'n': 70, 'trace_an': -5840327680}
  • id: 137685070
    {'hecke_orbit_code': 13510799083438102, 'n': 71, 'trace_an': -11743560686}
  • id: 137685071
    {'hecke_orbit_code': 13510799083438102, 'n': 72, 'trace_an': 11869650944}
  • id: 137685072
    {'hecke_orbit_code': 13510799083438102, 'n': 73, 'trace_an': 12566307382}
  • id: 137685073
    {'hecke_orbit_code': 13510799083438102, 'n': 74, 'trace_an': -12806186624}
  • id: 137685074
    {'hecke_orbit_code': 13510799083438102, 'n': 75, 'trace_an': -37499653316}
  • id: 137685075
    {'hecke_orbit_code': 13510799083438102, 'n': 76, 'trace_an': 13398974464}
  • id: 137685076
    {'hecke_orbit_code': 13510799083438102, 'n': 77, 'trace_an': 9416974072}
  • id: 137685077
    {'hecke_orbit_code': 13510799083438102, 'n': 78, 'trace_an': -50004818816}
  • id: 137685078
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