Newform data - 230.6.a.a

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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
  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': 8280, 'analytic_conductor': 36.88827855698555, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [5, 1], [23, 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': [230, 1, [47, 51], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[3, [-8, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 100663526, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '230.6.a.a', 'level': 230, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 5, 23], 'level_radical': 230, 'minimal_twist': '230.6.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-4q^{2}+8q^{3}+2^{4}q^{4}-5^{2}q^{5}-2^{5}q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '230.6.a', 'trace_display': [-4, 8, -25, 199], 'trace_hash': 18850904535031102, 'trace_moments': [0, {'__RealLiteral__': 0, 'data': '1.005', 'prec': 14}, 0, {'__RealLiteral__': 0, 'data': '2.028', 'prec': 14}, 0, {'__RealLiteral__': 0, 'data': '5.078', 'prec': 14}], 'trace_zratio': 0, 'traces': [1, -4, 8, 16, -25, -32, 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84610176, -83182080, 129056875, -151653812, 32407200, -304215280, -87318856, -19087100, 3301760, -48797696, -687385244, -574277136, -82032775, -223630656, 291734338, 54643200, 229161240, -80091200, 232105568, 503747400, 368625300, 88795456, -73056450, 468262220, 160567968, -7860224, -11850450, 440000, -186148736, 804080, -432729636, 504518040, 360699800, -74887680, -396198363, 274427124, 406119888, 72120000, -12045182, -99240896, -1325725861, -66729984, -56406400, -298959544, -87679872, -167177088, 10165144, 410596700, 148346250, -22098176, 789030585, -136948864, 8265625, -199150960, 278749648, -280087108, -126734000, 18329600, 429324792, 9636000, -228961008, -216384640, 144611300, -15270208, 606900088, 158439360, -540197136, -87963200, -543112638, 206055168, 239653950, -401288400, 21561600, 28542976, 605188887, -75374036, -1290027268, -55250000, -181474976, 297798612, 508485692, 70938112, 348633075, 497801608, 2894430, -199710512, -530918954, -120075200, -1032826081, 244938752, 105471712, 756960, 27558750, 57782608, 218933278, 394686072, 109941928, -26716800, -164127540, 88084096, 12308588, -133875840, 134473750, 2626800, -684244446, -90144768, 527886125, -76967900, 215001512, -131241552, -469174738, -85529064, 228012450, -309653312, 9211200, 992808728, -97688236, -72940800, 356610240, -471244584, 403236192, 8667136, -52250, -294841568, 671774250, -90511200, -88114888, 59567500, 639728440, 236371648, -255012304, -813735676, -83566000, 249804432, -576203076, 129948000, 269781750, 2540800, -70957032, -610257132, -621242916, 3384832, 165937500, -360221884, 48177088, 93596864, 101787011, -50640000, -190899940, -343735808, -269673688, -602954864, 91415625, 778240, -212542448, 243595696, 290544745, 60032000, -86853750, 318762976, 4659754, -19428224, 64403600, 427733400, 375479000, 200700528, -1003300704, 63585800, 161458880, 28224000, -344529834, -251663328, 331335200, 509475024, -6546133, -361971620, 595943483, 8000000], '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], [-4], [8], [16], [-25], [-32], [199], [-64], [-179], [100], [150], [128], [-1202], [-796], [-200], [256], [735], [716], [-22], [-400], [1592], [-600], [-529], [-512], [625], [4808], [-3376], [3184], [-5525], [800], [-95], [-1024], [1200], [-2940], [-4975], [-2864], [-397], [88], [-9616], [1600], [20633], [-6368], [-11384], [2400], [4475], [2116], [1992], [2048], [22794], [-2500], [5880], [-19232], [-7349], [13504], [-3750], [-12736], [-176], [22100], [-23827], [-3200], [-44016], [380], [-35621], [4096], [30050], [-4800], [-37713], [11760], [-4232], [19900], [-50057], [11456], [-16698], [1588], [5000], [-352], [29850], [38464], [-31004], [-6400], [16489], [-82532], [-70077], [25472], [-18375], [45536], [-44200], [-9600], [7676], [-17900], [-239198], [-8464], [-760], [-7968], [550], [-8192], [-150094], [-91176], [-26850], [10000]], 'ap': [[-4], [8], [-25], [199], [150], [-1202], [735], [-22], [-529], [-5525], [-95], [-397], [20633], [-11384], [1992], [-7349], [-23827], [-44016], [-37713], [-50057], [-16698], [-31004], [-70077], [7676], [-150094], [-95545], [-67960], [160011], [-119442], [206491], [310260], [-16060], [175094], [69059], [-150080], [-462052], [-211807], [-119454], [311784], [485184], [-260664], [111496], [282032], [-107808], [417830], [-322018], [1022281], [1073234], [-532220], [176824], [-442996], [-1306071], [1609806], [-1138182], [216048], [1597693], [1798545], [-579025], [-781034], [-261022], [-190871], [-769679], [551346], [-3258896], [267129], [2417484], [-1623155], [-1788086], [-1357988], [-2824457], [1299720], [345284], [4838333], [303566], [-2005284], [-187083], [4769362], [2607524], [-123598], [-6661939], [-2357662], [3375750], [2043108], [-546629], [2472432], [3685504], [908395], [406629], [6757102], [1218914], [5805027], [4279652], [-2752628], [9213799], [7864479], [-3721631], [1861506], [6781310], [6130108], [-10049466], [2254104], [3995803], [-9213795], [2922258], [-14427992], [-5784452], [-9120498], [-6637500], [-13253408], [-4348565], [14542408], [-15334906], [16754777], [13604980], [-13546360], [4500966], [620123], [-15634062], [2463298], [12853662], [15720274], [14319756], [-17936307], [20056324], [-7258468], [-9824928], [-13976916], [-12446935], [-12481907], [-8202597], [15612777], [-21483488], [-13902466], [-25915195], [-27707475], [26091880], [-16303818], [7361003], [11091645], [2303935], [17603001], [9041370], [8443864], [3109569], [-1211263], [-6712286], [21815322], [-38107274], [30590253], [-34374942], [-8014218], [-32842056], [1013800], [24044618], [29579791], [-16865352], [-42481356], [-10680205], [-40221334], [10576272], [29013196], [50764986], [-22684372], [13183964], [26875189], [-11014361], [-33709211], [20182360], [5779204], [41008368], [-27596148], [49967481], [-55773106], [-39502029], [-18791248], [-63827080], [-5997676], [-49542489], [1607705], [59589686], [3602646], [-13074936], [58745650], [15669098], [-78338211], [-56232362], [1695634], [16973617], [44619449], [16947867], [-4061266], [-64705866], [14574962], [45377097], [-40166432], [13437717], [-36731118], [-49451186], [27119182], [32502726], [-29322208], [-38401180], [-76743406], [-19116082], [-31190588], [-78419618], [-110828436], [-56171010], [44482689], [-60261772], [89914870], [35841662], [-73133192], [-65466732], [-12045187], [80177756], [116106794], [29089169], [84189421], [99343854], [-45238471], [-109639226], [-93502957], [-117065555], [-126129510], [-68606781], [74739886], [70021777], [100322100], [-74449653], [-124450402], [-98671518], [117811146], [152564283], [90055471], [150738716], [-60898924], [-106933350], [90492905], [111791047], [70169339], [-22074623], [66185518], [-71552946], [13145644], [-100458460], [-153495556], [-20426594], [70279870], [60966759], [145281390], [-72296290], [82475997], [155181026], [4669446], [13565009], [20776608], [111403272], [-87777046], [-20079954], [8418981], [-53458215], [-94868713], [-133446163], [-25511480], [-32036740], [-59257620], [107215098], [141889529], [-67708948], [-26627203], [45027303], [68533579], [-130666774], [64250852], [-63485566], [-39066108], [248613209], [105162572], [-54393464], [-162484266], [-191173792], [112994168], [263073684], [-2034802], [484295], [96378307], [-245491918], [172009288], [-129873150], [-294940482], [-3897867], [211039052], [-311140432], [173885792], [6401296], [45754006], [187291050], [-150287505], [-314054530], [119178413], [-39944509], [-159305336], [233745508], [334529828], [-100501148], [56177762], [-251462546], [181572876], [-48375876], [235506828], [67552270], [-18262980], [145969580], [66596705], [-62972264], [-262859163], [-160007095], [-297437541], [-184104202], [208452068], [-373484383], [-235696350], [-83700626], [-36374461], [356930044], [188475220], [-198160514], [-82039568], [120085897], [59698615], [-365847438], [-253155433], [231788594], [15462308], [222009520], [-163518430], [-18740286], [39402922], [437600831], [-31598418], [-395044470], [-377947486], [-324469768], [-406035467], [275066335], [65995337], [-198437630], [150854202], [408713829], [488482923], [-17618008], [126271427], [320152209], [3425448], [215352826], [438018930], [83510250], [-420842286], [203816262], [-219735189], [44513773], [-331809802], [277529136], [66236342], [-341457198], [102131412], [-167496205], [-288041012], [-125594821], [-256477599], [194789446], [3578160], [49428720], [-231423454], [-90514471], [218215446], [537328175], [490768344], [691715630], [120372870], [-81407770], [26629292], [536059546], [322527300], [-83604158], [364374989], [223770148], [700723687], [701870503], [174246826], [408494570], [-268818661], [-684194044], [-294419362], [-570243625], [545369254], [-48256], [-516327664], [292250069], [5467403], [-145585158], [497142869], [-376997335], [-287791701], [43875755], [-667736267], [432419882], [159401252], [-423074868], [-687385244], [291734338], [368625300], [-186148736], [-396198363], [-12045182], [-126734000], [606900088], [605188887], [508485692], [-530918954], [218933278], [-684244446], [-97688236], [-255012304], [-576203076], [-621242916], [101787011], [-190899940], [595943483]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 100663526, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '230.6.a.a', 'level': 230, 'maxp': 2999, 'weight': 6}
• mf_newspaces •

  Column	Type
  ALdims	integer[]
  ALdims_eis_new	integer[]
  ALdims_eis_old	integer[]
  ALdims_old	integer[]
  Nk2	integer
  a4_dim	integer
  a5_dim	integer
  analytic_conductor	double precision
  char_conductor	integer
  char_degree	integer
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  conrey_index	integer
  cusp_dim	integer
  dihedral_dim	integer
  dim	integer
  eis_dim	integer
  eis_new_dim	integer
  hecke_cutter_primes	integer[]
  hecke_orbit_code	bigint
  hecke_orbit_dims	integer[]
  label	text
  level	integer
  level_is_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  mf_dim	integer
  mf_new_dim	integer
  num_forms	smallint
  plus_dim	integer
  prim_orbit_index	smallint
  relative_dim	integer
  s4_dim	integer
  sturm_bound	integer
  trace_bound	integer
  trace_display	numeric[]
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'ALdims': [3, 5, 5, 3, 6, 3, 3, 6], 'ALdims_eis_new': [0, 0, 0, 0, 0, 0, 0, 0], 'ALdims_eis_old': [1, 1, 1, 1, 1, 1, 1, 1], 'ALdims_old': [16, 19, 19, 18, 17, 18, 19, 16], 'Nk2': 8280, 'analytic_conductor': 36.88827855698555, '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': [230, 1, [47, 51], [1, 1]], 'conrey_index': 1, 'cusp_dim': 176, 'dim': 34, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 100663526, 'hecke_orbit_dims': [1, 2, 3, 3, 3, 5, 5, 6, 6], 'label': '230.6.a', 'level': 230, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 5, 23], 'level_radical': 230, 'mf_dim': 184, 'mf_new_dim': 34, 'num_forms': 9, 'plus_dim': 12, 'prim_orbit_index': 1, 'relative_dim': 34, 'sturm_bound': 216, 'trace_bound': 3, 'trace_display': [8, -8, 0, 624], 'traces': [34, 8, -8, 544, 0, 16, 624, 128, 2502, 0, 156, -128, 580, 352, -2200, 8704, -3172, 5800, 4428, 0, 1568, -8560, 0, 256, 21250, 0, 11488, 9984, 812, 0, 20244, 2048, 12056, -15312, 1800, 40032, 39232, 23408, 36232, 0, -1112, 0, -55308, 2496, 0, 0, 27576, -2048, 133894, 5000, 18120, 9280, -11792, 6208, 0, 5632, -21472, 13456, -41904, -35200, 33624, 116928, 286712, 139264, 87800, 106144, -97492, -50752, 0, 19600, -106420, 92800, -7076, 54016, -5000, 70848, 194632, 60448, 457704, 0, 553522, 200528, 284428, 25088, 66200, 12112, 55784, -136960, 75100, 0, 27968, 0, 125912, 132832, -75800, 4096, 178892, -449592, 776372, 340000, 48844, 84192, -494456, 0, 209000, 49120, -614836, 183808, -174904, 58000, -359288, 159744, 273196, -238592, 26450, 12992, 15884, 611264, -51440, 0, -146858, -178368, -448856, 323904, 0, -1083584, 881848, 32768, -337408, -193600, -582240, 192896, -1244696, -391024, -490000, -244992, -661924, 152352, 2386912, 28800, -1091424, -792832, -1578632, 640512, 172400, -272656, 19712, 627712, -242256, 10000, -691980, 374528, -2173748, -1348576, -959200, 579712, -109840, -1012832, -2248800, 0, 201020, -26488, 738184, -17792, 987400, -372336, -3051088, 0, 245290, 226000, 1081036, -884928, 1651108, 480032, 390000, 39936, -993008, -211504, -931744, 0, -1968920, -164000, -2632088, 0, 12300, 701024, 78064, 441216, -1573520, -30000, 55288, -32768, 676980, 1349168, -939000, 2142304, -321884, -3028464, -3330424, 80000, -2383568, 64912, -547200, 289920, -267200, 683488, 0, 148480, -3330256, -1081600, -2927752, -188672, -871952, 1831504, -273300, 99328, 2363912, -1189504, -2050624, 0, -2448776, -1881024, 1015808, 90112, 1563750, -3570768, -1971692, -343552, -276584, 529000, 6108012, 215296, 3419204, 522352, 419800, -670464, -1390176, -1354336, 1258552, -563200, 3247372, 1937384, 4382096, 537984, 676400, 76784, 313776, 1870848, 3098944, 0, 430428, 4587392, -666540, -5165760, -163500, 2228224, -653972, 7355712, -2933976, 1404800, -704988, -4781248, 639352, 1698304, 176900, 979568, 3944432, -1559872, 8081100, -2186400, 8150188, -812032, 4702552, 1258864, 97500, 0, 4525036, 762016, 6591216, 313600, -78836, 1783200, 4275364, -1702720, -5362600, 1420288, 4079120, 1484800, -604710, -717600, 3865832, -113216, -3649824, -6396960, -1387000, 864256, 305432, 434272, -1684336, -80000, 2205296, 1743712, -5345408, 1133568, -410600, -6631312, 1104360, 3114112, 5386880, -882400, 1612360, 967168, 2806780, -8251392, 7131800, 7323264, 3329164, 6832192, 3816888, 0, 1430824, 829472, 432568, 8856352, 362500, 5455152, -4666240, 3208448, -6485232, -587600, 1768832, 4550848, 9924336, -6272672, 2053300, 401408, 22540356, -6512392, -6024128, 1059200, -3595152, -4291568, 9316752, 193792, 476100, -8031872, 3449064, 892544, -7253188, 220000, 20329220, -2191360, 12877924, -394528, -1911200, 1201600, 680696, -1371936, 10750440, 0, 1981718, 6314816, -3037000, 447488, -3682400, -7277312, 11708664, 0, -4424888, 1930000, -2704528, 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-823040, -71321792, 8785312, 37995176, 0, 18483592, -13592528, -12323584, -2349728, 3422000, -8315200, -27349736, -2853888, -43171552, -4366400, -8543200, -7181696, -762376, 4273280, -1042600, 5182464, -14011024, -24821760, 4665552, 0, -15124904, -8123152, -3516352, -17337344, 1137800, 0, -11772400, 14109568, 23681596, 7955200, -3380688, 524288, -48520504, -2520176, 8266000, -5398528, -20216288, 7899776, -13114628, -3097600, -12809524, -17001744, 33455884, -9315840, 980000, -383328, 10376880, 3086336, 9514594, -7700400, -43921024, -19915136, -55243536, 9799872, 2570700, -6256384, 23649800, 3252208, -19940876, -7840000, 477876, 39800352, 40596128, -3919872, 14909400, 67820256, 68557792, -10590784, 40224760, -5350000, 25343472, 2437632, 58706584, 22889136, -24415600, 38190592, 261528, 36364160, 67240088, 460800, 7350608, 22338768, 11432612, -17462784, 339600, -31450928, 99606872, -12685312, 2407156, 16028800, -12553356, -25258112, 7577264, 13065888, 0, 10248192, -29226004, 4642520, 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15508400, -17930548, 70113536, -98222976, 27831424, 22645000, 8607744, 182202156, -167166016, 165894008, 10822400, 71278568, 12579104, 22933568, 1228544, 2827200, -54482976, -203185216, 5020416, -10768324, -2331600, -39377636, 29933568, -149764656, -82316800, 14429400, 49583104, 48954892, 100526848, 6456800, 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

  
  {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '230.6.a.a', 'source_level': 230, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '230.6.a.a', 'target_level': 230, 'twist_class_label': '230.6.a.a', 'twist_class_level': 230, '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: 549200
    {'charpoly_factorization': [[[4, 1], 1]], 'hecke_orbit_code': 100663526, 'p': 2}
  • id: 549201
    {'charpoly_factorization': [[[-8, 1], 1]], 'hecke_orbit_code': 100663526, 'p': 3}
  • id: 549202
    {'charpoly_factorization': [[[25, 1], 1]], 'hecke_orbit_code': 100663526, 'p': 5}
  • id: 549203
    {'charpoly_factorization': [[[-199, 1], 1]], 'hecke_orbit_code': 100663526, 'p': 7}
  • id: 549204
    {'charpoly_factorization': [[[-150, 1], 1]], 'hecke_orbit_code': 100663526, 'p': 11}
  • id: 549205
    {'charpoly_factorization': [[[1202, 1], 1]], 'hecke_orbit_code': 100663526, 'p': 13}
  • id: 549206
    {'charpoly_factorization': [[[-735, 1], 1]], 'hecke_orbit_code': 100663526, 'p': 17}
  • id: 549207
    {'charpoly_factorization': [[[22, 1], 1]], 'hecke_orbit_code': 100663526, 'p': 19}
  • id: 549208
    {'charpoly_factorization': [[[529, 1], 1]], 'hecke_orbit_code': 100663526, 'p': 23}
  • id: 549209
    {'charpoly_factorization': [[[5525, 1], 1]], 'hecke_orbit_code': 100663526, 'p': 29}
  • id: 549210
    {'charpoly_factorization': [[[95, 1], 1]], 'hecke_orbit_code': 100663526, 'p': 31}
  • id: 549211
    {'charpoly_factorization': [[[397, 1], 1]], 'hecke_orbit_code': 100663526, 'p': 37}
  • id: 549212
    {'charpoly_factorization': [[[-20633, 1], 1]], 'hecke_orbit_code': 100663526, 'p': 41}
  • id: 549213
    {'charpoly_factorization': [[[11384, 1], 1]], 'hecke_orbit_code': 100663526, 'p': 43}
  • id: 549214
    {'charpoly_factorization': [[[-1992, 1], 1]], 'hecke_orbit_code': 100663526, 'p': 47}
  • id: 549215
    {'charpoly_factorization': [[[7349, 1], 1]], 'hecke_orbit_code': 100663526, 'p': 53}
  • id: 549216
    {'charpoly_factorization': [[[23827, 1], 1]], 'hecke_orbit_code': 100663526, 'p': 59}
  • id: 549217
    {'charpoly_factorization': [[[44016, 1], 1]], 'hecke_orbit_code': 100663526, 'p': 61}
  • id: 549218
    {'charpoly_factorization': [[[37713, 1], 1]], 'hecke_orbit_code': 100663526, 'p': 67}
  • id: 549219
    {'charpoly_factorization': [[[50057, 1], 1]], 'hecke_orbit_code': 100663526, 'p': 71}
  • id: 549220
    {'charpoly_factorization': [[[16698, 1], 1]], 'hecke_orbit_code': 100663526, 'p': 73}
  • id: 549221
    {'charpoly_factorization': [[[31004, 1], 1]], 'hecke_orbit_code': 100663526, 'p': 79}
  • id: 549222
    {'charpoly_factorization': [[[70077, 1], 1]], 'hecke_orbit_code': 100663526, 'p': 83}
  • id: 549223
    {'charpoly_factorization': [[[-7676, 1], 1]], 'hecke_orbit_code': 100663526, 'p': 89}
  • id: 549224
    {'charpoly_factorization': [[[150094, 1], 1]], 'hecke_orbit_code': 100663526, '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': 1, 'label': '230.6.a.a', 'level': 230, '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

  
  Showing the first 100 of 258 matching records in this table.
  • id: 3277632
    {'hecke_orbit_code': 100663526, 'n': 1, 'trace_an': 1}
  • id: 3277633
    {'hecke_orbit_code': 100663526, 'n': 2, 'trace_an': -4}
  • id: 3277634
    {'hecke_orbit_code': 100663526, 'n': 3, 'trace_an': 8}
  • id: 3277635
    {'hecke_orbit_code': 100663526, 'n': 4, 'trace_an': 16}
  • id: 3277636
    {'hecke_orbit_code': 100663526, 'n': 5, 'trace_an': -25}
  • id: 3277637
    {'hecke_orbit_code': 100663526, 'n': 6, 'trace_an': -32}
  • id: 3277638
    {'hecke_orbit_code': 100663526, 'n': 7, 'trace_an': 199}
  • id: 3277639
    {'hecke_orbit_code': 100663526, 'n': 8, 'trace_an': -64}
  • id: 3277640
    {'hecke_orbit_code': 100663526, 'n': 9, 'trace_an': -179}
  • id: 3277641
    {'hecke_orbit_code': 100663526, 'n': 10, 'trace_an': 100}
  • id: 3277642
    {'hecke_orbit_code': 100663526, 'n': 11, 'trace_an': 150}
  • id: 3277643
    {'hecke_orbit_code': 100663526, 'n': 12, 'trace_an': 128}
  • id: 3277644
    {'hecke_orbit_code': 100663526, 'n': 13, 'trace_an': -1202}
  • id: 3277645
    {'hecke_orbit_code': 100663526, 'n': 14, 'trace_an': -796}
  • id: 3277646
    {'hecke_orbit_code': 100663526, 'n': 15, 'trace_an': -200}
  • id: 3277647
    {'hecke_orbit_code': 100663526, 'n': 16, 'trace_an': 256}
  • id: 3277648
    {'hecke_orbit_code': 100663526, 'n': 17, 'trace_an': 735}
  • id: 3277649
    {'hecke_orbit_code': 100663526, 'n': 18, 'trace_an': 716}
  • id: 3277650
    {'hecke_orbit_code': 100663526, 'n': 19, 'trace_an': -22}
  • id: 3277651
    {'hecke_orbit_code': 100663526, 'n': 20, 'trace_an': -400}
  • id: 3277652
    {'hecke_orbit_code': 100663526, 'n': 21, 'trace_an': 1592}
  • id: 3277653
    {'hecke_orbit_code': 100663526, 'n': 22, 'trace_an': -600}
  • id: 3277654
    {'hecke_orbit_code': 100663526, 'n': 23, 'trace_an': -529}
  • id: 3277655
    {'hecke_orbit_code': 100663526, 'n': 24, 'trace_an': -512}
  • id: 3277656
    {'hecke_orbit_code': 100663526, 'n': 25, 'trace_an': 625}
  • id: 3277657
    {'hecke_orbit_code': 100663526, 'n': 26, 'trace_an': 4808}
  • id: 3277658
    {'hecke_orbit_code': 100663526, 'n': 27, 'trace_an': -3376}
  • id: 3277659
    {'hecke_orbit_code': 100663526, 'n': 28, 'trace_an': 3184}
  • id: 3277660
    {'hecke_orbit_code': 100663526, 'n': 29, 'trace_an': -5525}
  • id: 3277661
    {'hecke_orbit_code': 100663526, 'n': 30, 'trace_an': 800}
  • id: 3277662
    {'hecke_orbit_code': 100663526, 'n': 31, 'trace_an': -95}
  • id: 3277663
    {'hecke_orbit_code': 100663526, 'n': 32, 'trace_an': -1024}
  • id: 3277664
    {'hecke_orbit_code': 100663526, 'n': 33, 'trace_an': 1200}
  • id: 3277665
    {'hecke_orbit_code': 100663526, 'n': 34, 'trace_an': -2940}
  • id: 3277666
    {'hecke_orbit_code': 100663526, 'n': 35, 'trace_an': -4975}
  • id: 3277667
    {'hecke_orbit_code': 100663526, 'n': 36, 'trace_an': -2864}
  • id: 3277668
    {'hecke_orbit_code': 100663526, 'n': 37, 'trace_an': -397}
  • id: 3277669
    {'hecke_orbit_code': 100663526, 'n': 38, 'trace_an': 88}
  • id: 3277670
    {'hecke_orbit_code': 100663526, 'n': 39, 'trace_an': -9616}
  • id: 3277671
    {'hecke_orbit_code': 100663526, 'n': 40, 'trace_an': 1600}
  • id: 3277672
    {'hecke_orbit_code': 100663526, 'n': 41, 'trace_an': 20633}
  • id: 3277673
    {'hecke_orbit_code': 100663526, 'n': 42, 'trace_an': -6368}
  • id: 3277674
    {'hecke_orbit_code': 100663526, 'n': 43, 'trace_an': -11384}
  • id: 3277675
    {'hecke_orbit_code': 100663526, 'n': 44, 'trace_an': 2400}
  • id: 3277676
    {'hecke_orbit_code': 100663526, 'n': 45, 'trace_an': 4475}
  • id: 3277677
    {'hecke_orbit_code': 100663526, 'n': 46, 'trace_an': 2116}
  • id: 3277678
    {'hecke_orbit_code': 100663526, 'n': 47, 'trace_an': 1992}
  • id: 3277679
    {'hecke_orbit_code': 100663526, 'n': 48, 'trace_an': 2048}
  • id: 3277680
    {'hecke_orbit_code': 100663526, 'n': 49, 'trace_an': 22794}
  • id: 3277681
    {'hecke_orbit_code': 100663526, 'n': 50, 'trace_an': -2500}
  • id: 3277682
    {'hecke_orbit_code': 100663526, 'n': 51, 'trace_an': 5880}
  • id: 3277683
    {'hecke_orbit_code': 100663526, 'n': 52, 'trace_an': -19232}
  • id: 3277684
    {'hecke_orbit_code': 100663526, 'n': 53, 'trace_an': -7349}
  • id: 3277685
    {'hecke_orbit_code': 100663526, 'n': 54, 'trace_an': 13504}
  • id: 3277686
    {'hecke_orbit_code': 100663526, 'n': 55, 'trace_an': -3750}
  • id: 3277687
    {'hecke_orbit_code': 100663526, 'n': 56, 'trace_an': -12736}
  • id: 3277688
    {'hecke_orbit_code': 100663526, 'n': 57, 'trace_an': -176}
  • id: 3277689
    {'hecke_orbit_code': 100663526, 'n': 58, 'trace_an': 22100}
  • id: 3277690
    {'hecke_orbit_code': 100663526, 'n': 59, 'trace_an': -23827}
  • id: 3277691
    {'hecke_orbit_code': 100663526, 'n': 60, 'trace_an': -3200}
  • id: 3277692
    {'hecke_orbit_code': 100663526, 'n': 61, 'trace_an': -44016}
  • id: 3277693
    {'hecke_orbit_code': 100663526, 'n': 62, 'trace_an': 380}
  • id: 3277694
    {'hecke_orbit_code': 100663526, 'n': 63, 'trace_an': -35621}
  • id: 3277695
    {'hecke_orbit_code': 100663526, 'n': 64, 'trace_an': 4096}
  • id: 3277696
    {'hecke_orbit_code': 100663526, 'n': 65, 'trace_an': 30050}
  • id: 3277697
    {'hecke_orbit_code': 100663526, 'n': 66, 'trace_an': -4800}
  • id: 3277698
    {'hecke_orbit_code': 100663526, 'n': 67, 'trace_an': -37713}
  • id: 3277699
    {'hecke_orbit_code': 100663526, 'n': 68, 'trace_an': 11760}
  • id: 3277700
    {'hecke_orbit_code': 100663526, 'n': 69, 'trace_an': -4232}
  • id: 3277701
    {'hecke_orbit_code': 100663526, 'n': 70, 'trace_an': 19900}
  • id: 3277702
    {'hecke_orbit_code': 100663526, 'n': 71, 'trace_an': -50057}
  • id: 3277703
    {'hecke_orbit_code': 100663526, 'n': 72, 'trace_an': 11456}
  • id: 3277704
    {'hecke_orbit_code': 100663526, 'n': 73, 'trace_an': -16698}
  • id: 3277705
    {'hecke_orbit_code': 100663526, 'n': 74, 'trace_an': 1588}
  • id: 3277706
    {'hecke_orbit_code': 100663526, 'n': 75, 'trace_an': 5000}
  • id: 3277707
    {'hecke_orbit_code': 100663526, 'n': 76, 'trace_an': -352}
  • id: 3277708
    {'hecke_orbit_code': 100663526, 'n': 77, 'trace_an': 29850}
  • id: 3277709
    {'hecke_orbit_code': 100663526, 'n': 78, 'trace_an': 38464}
  • id: 3277710
    {'hecke_orbit_code': 100663526, 'n': 79, 'trace_an': -31004}
  • id: 3277711
    {'hecke_orbit_code': 100663526, 'n': 80, 'trace_an': -6400}
  • id: 3277712
    {'hecke_orbit_code': 100663526, 'n': 81, 'trace_an': 16489}
  • id: 3277713
    {'hecke_orbit_code': 100663526, 'n': 82, 'trace_an': -82532}
  • id: 3277714
    {'hecke_orbit_code': 100663526, 'n': 83, 'trace_an': -70077}
  • id: 3277715
    {'hecke_orbit_code': 100663526, 'n': 84, 'trace_an': 25472}
  • id: 3277716
    {'hecke_orbit_code': 100663526, 'n': 85, 'trace_an': -18375}
  • id: 3277717
    {'hecke_orbit_code': 100663526, 'n': 86, 'trace_an': 45536}
  • id: 3277718
    {'hecke_orbit_code': 100663526, 'n': 87, 'trace_an': -44200}
  • id: 3277719
    {'hecke_orbit_code': 100663526, 'n': 88, 'trace_an': -9600}
  • id: 3277720
    {'hecke_orbit_code': 100663526, 'n': 89, 'trace_an': 7676}
  • id: 3277721
    {'hecke_orbit_code': 100663526, 'n': 90, 'trace_an': -17900}
  • id: 3277722
    {'hecke_orbit_code': 100663526, 'n': 91, 'trace_an': -239198}
  • id: 3277723
    {'hecke_orbit_code': 100663526, 'n': 92, 'trace_an': -8464}
  • id: 3277724
    {'hecke_orbit_code': 100663526, 'n': 93, 'trace_an': -760}
  • id: 3277725
    {'hecke_orbit_code': 100663526, 'n': 94, 'trace_an': -7968}
  • id: 3277726
    {'hecke_orbit_code': 100663526, 'n': 95, 'trace_an': 550}
  • id: 3277727
    {'hecke_orbit_code': 100663526, 'n': 96, 'trace_an': -8192}
  • id: 3277728
    {'hecke_orbit_code': 100663526, 'n': 97, 'trace_an': -150094}
  • id: 3277729
    {'hecke_orbit_code': 100663526, 'n': 98, 'trace_an': -91176}
  • id: 3277730
    {'hecke_orbit_code': 100663526, 'n': 99, 'trace_an': -26850}
  • id: 3277731
    {'hecke_orbit_code': 100663526, 'n': 100, 'trace_an': 10000}