Newform data - 240.8.a.t

Formats: - HTML - YAML - JSON - 2026-09-21T07:38:25.420324

• 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': 15360, 'analytic_conductor': 74.97240611618922, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [3, -1], [5, -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': [240, 1, [31, 181, 161, 97], [1, 1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 27784, 'field_disc_factorization': [[2, 3], [23, 1], [151, 1]], 'field_poly': [-6946, 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': [[7, [-1728000, 448, 1]]], 'hecke_orbit': 20, 'hecke_orbit_code': 85568393054257392, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 16, 'hecke_ring_index_factorization': [[2, 4]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '240.8.a.t', 'level': 240, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5], 'level_radical': 30, 'minimal_twist': '120.8.a.f', 'nf_label': '2.2.27784.1', 'prim_orbit_index': 1, 'qexp_display': 'q+3^{3}q^{3}+5^{3}q^{5}+(-224+\\beta )q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '240.8.a', 'trace_display': [0, 54, 250, -448], 'trace_hash': 1170245532940477926, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.046', 'prec': 7}, {'__RealLiteral__': 0, 'data': '1.992', 'prec': 14}, {'__RealLiteral__': 0, 'data': '0.329', 'prec': 10}, {'__RealLiteral__': 0, 'data': '10.063', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.979', 'prec': 14}, {'__RealLiteral__': 0, 'data': '71.001', 'prec': 17}], 'trace_zratio': 0, 'traces': [2, 0, 54, 0, 250, 0, -448, 0, 1458, 0, 536, 0, 108, 0, 6750, 0, -1148, 0, 21480, 0, -12096, 0, 38720, 0, 31250, 0, 39366, 0, 98540, 0, 18752, 0, 14472, 0, -56000, 0, 751996, 0, 2916, 0, 622324, 0, -597656, 0, 182250, 0, -933936, 0, 2009618, 0, -30996, 0, 1343356, 0, 67000, 0, 579960, 0, -2113896, 0, 736364, 0, -326592, 0, 13500, 0, -1086600, 0, 1045440, 0, 501872, 0, 2680948, 0, 843750, 0, 6992640, 0, 1728448, 0, 1062882, 0, -8469768, 0, -143500, 0, 2660580, 0, 12180244, 0, 10644864, 0, 506304, 0, 2685000, 0, 14265220, 0, 390744, 0, 1469788, 0, 8365856, 0, -1512000, 0, -1124792, 0, -9257908, 0, 20303892, 0, 18245124, 0, 4840000, 0, 78732, 0, 18038912, 0, -24605286, 0, 16802748, 0, 3906250, 0, 46151472, 0, -16136712, 0, 49329288, 0, -8367872, 0, 4920750, 0, 39927316, 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• mf_hecke_nf •

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

  
  {'an': [[1, 0], [0, 0], [27, 0], [0, 0], [125, 0], [0, 0], [-224, 1], [0, 0], [729, 0], [0, 0], [268, 2], [0, 0], [54, 3], [0, 0], [3375, 0], [0, 0], [-574, 5], [0, 0], [10740, -1], [0, 0], [-6048, 27], [0, 0], [19360, 19], [0, 0], [15625, 0], [0, 0], [19683, 0], [0, 0], [49270, -124], [0, 0], [9376, -91], [0, 0], [7236, 54], [0, 0], [-28000, 125], [0, 0], [375998, -65], [0, 0], [1458, 81], [0, 0], [311162, 98], [0, 0], [-298828, -340], [0, 0], [91125, 0], [0, 0], [-466968, -443], [0, 0], [1004809, -448], [0, 0], [-15498, 135], [0, 0], [671678, 842], [0, 0], [33500, 250], [0, 0], [289980, -27], [0, 0], [-1056948, 918], [0, 0], [368182, -886], [0, 0], [-163296, 729], [0, 0], [6750, 375], [0, 0], [-543300, 1168], [0, 0], [522720, 513], [0, 0], [250936, -1576], [0, 0], [1340474, 1334], [0, 0], [421875, 0], [0, 0], [3496320, -180], [0, 0], [864224, -4293], [0, 0], [531441, 0], [0, 0], [-4234884, 3948], [0, 0], [-71750, 625], [0, 0], [1330290, -3348], [0, 0], [6090122, -1554], [0, 0], [5322432, -618], [0, 0], [253152, -2457], [0, 0], [1342500, -125], [0, 0], [7132610, -6156], [0, 0], [195372, 1458], [0, 0]], 'ap': [[0, 0], [27, 0], [125, 0], [-224, 1], [268, 2], [54, 3], [-574, 5], [10740, -1], [19360, 19], [49270, -124], [9376, -91], [375998, -65], [311162, 98], [-298828, -340], [-466968, -443], [671678, 842], [-1056948, 918], [368182, -886], [-543300, 1168], [250936, -1576], [1340474, 1334], [864224, -4293], [-4234884, 3948], [6090122, -1554], [7132610, -6156], [734894, -6988], [4182928, 5965], [-562396, -4842], [-4628954, 14344], [9122562, 4521], [23075736, 14137], [24664644, -7960], [19963658, 18751], [14927788, 6125], [24220766, -30140], [57492568, 377], [-945178, -25807], [2069484, -67292], [37646112, 20939], [104378438, -164], [-84654940, 2528], [-30337090, 66864], [-67662064, 63656], [11338178, -126026], [95108398, 20742], [-51938472, -53103], [-64522236, 76509], [-217853080, -43901], [-57225956, -61600], [-134455634, 62498], [54374730, 78515], [-4240080, 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[1279002746, -412300], [2954505332, 1646170], [2790663766, -112856], [-1855684580, -471848], [-1562185018, 1112120], [164144828, -1829666], [-5855571958, 1232432], [110180332, -2792027], [-2862404478, -557624], [-5964836060, 2262098], [-3448907806, -3240163], [-2305093704, 1252672], [-574082710, -3408072], [-1225708328, -4705153], [-4415642658, -2859649], [390633802, -3802509], [-5713123796, -4089987], [2479941912, 1406483], [5108657442, 5134146], [6426752332, 3260096], [-8173083840, -3584721], [-347472442, 6037096], [-6070933532, -2444334], [6791344094, 3679214], [-6009039774, -1571062], [6040499246, -2562488], [-1782377068, -6114470], [3706469060, 4141101], [13726812854, -2544052], [7032531534, -5016026], [-3794837232, 1139370], [-2255197488, 768751], [-8385084570, 4181477], [-2707944060, 1631009], [-10192144112, -5902993], [11441162672, -3217619], [8124229454, 10358125], [3344777994, 366356], [10776218754, -3804924], [-5162199250, -10921654], [3745897996, 12721850], [-6404254218, 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[-12372494874, -33024040], [2594011896, -263815], [-12235399836, -31134698], [5862430942, -52578831], [13603702794, -5034999], [1943862008, -44079671], [-34430580674, 38763388], [-25645712634, -33948589], [36170463052, 20744490], [36938570394, 27274624], [42538268272, -18579988], [920794210, -25438146], [-58953643308, 22532238], [17286264676, 50052181], [-15444651434, 2582084], [34468540988, 12638480], [461259242, -3259959], [-88969373934, -513200], [-54300847674, 21432139], [55095832946, -9216515], [-43252840400, 1191823], [-19421007994, 31727484], [16528877584, 19056207], [-22980056210, 25459911], [-9006901022, -27817628], [-35358780388, 23864852], [93526101782, -3114086], [-77746750320, -10126271], [-10577068628, -92300294], [71839827162, -37346010], [-36961718692, -70838673], [25949326578, 25770194], [74528799070, -11937812], [50075114784, -8982955], [-22839648044, -82763808], [7119442280, 27092642], [-63062959462, -3048100], [-11937134040, 67325075], [33734884210, 99592152], [87873294448, 3649381], [54410432694, 92179296], [34548302606, -19098894], [-85370548248, -25996043], [60432736162, 30288230], [-25174371048, 65162593], [117005302412, 11854062], [-87686249602, 86370908], [-101012496006, 27738921], [45500588928, -31839270], [-83358444544, 42209805], [-19230894036, -40416564], [21442082198, 113192775], [37352678068, -122535675], [-139015613984, -3929139], [63804188442, -86773538], [55712380628, 34774738], [117343549416, -16569201], [76339302642, 11203192], [-73379091202, -131174612], [-5642253076, -16448076], [-82866062088, -139288], [32614580284, 137878442], [-187333211700, -19833263], [-19824586192, -29684579], [8805933062, 38152698], [-214659198398, -40298049], [-30291293640, 66258390], [-71363315944, -115162077], [112253718948, 52007238], [61583094892, 143176355], [142740825432, -54267665], [72560683238, -33119371], [-122580326910, 104903940], [-3203784224, -41017895], [-145516149318, -52528288], [-263736512762, 24568230], [87840522180, -83582442], [13324140318, 243037660], [34082098452, 111911174], [-15795543314, 14545202], [132451591146, -15740158], [228299640104, 63568563], [30428976092, 59254442], [-66114215282, -25626030], [324439425670, -32418833], [-164348198126, -66473069], [190425036260, 6443589], [77290381030, -154428092], [-177698034742, 11774672], [-81249865980, -88991782], [11838207022, 90480568], [233126986726, -136389284], [-114825029492, -77233678], [-62295208022, 70975014], [-30398158576, 159211779], [6349438706, 237506758], [-307137351328, 6541249], [-144102885804, 67631190], [-155926937258, -58851886], [15686518586, 154748776], [-48285201132, 70813164], [148700016648, 129977913], [-155529815832, -114303121], [-141449753264, 108819967], [122102623662, -22857260], [-93539774428, 144595398], [333452723840, 101753476], [259465270098, -168037812], [356705484286, 10858120], [179914918312, 256278403], [131726484386, -54015092], [359034537094, 75826680], [54908530508, 80980024], [-270839180934, 164055987], [180767032876, -223968296], [455811862806, -79811933], [119567499670, 43600876], [274890186368, -137185797], [22363960350, 229135842], [-237685564980, 17251032], [467746405596, 53236768], [194722119130, 148032402], [-5067406298, -263825804], [525487507840, 12276445], [-66360940356, 173205294], [256752454732, -53946529], [-138784610238, -435781624], [-233118267804, -116809496], [-594040420250, 40218686], [-9190180328, 100472566], [561576623102, 139205613], [-180522795592, -318123541], [-174214071938, -270620788], [-75464238814, -385550568], [-57008631508, 80481162], [-478138560, -92230319], [-60287173798, -109245460], [-255348462332, 359677072], [590574382480, -64513762], [-151466398174, 266030242], [632672067826, 70852088], [623958779588, -87441217], [-340986763830, -165749526], [-36072845738, -139823020], [-331619866456, -219347933], [-463277018998, -91718299], [175249971602, 491715184], [26964864324, 311879957], [-393733360380, 248199508], [-6726855368, 385998011], [-7405319186, -369093896], [-509580420666, 312592306], [-388415180426, -168072500], [196974063216, -313792483], [-149305110580, -478295422], [-63972739972, 540638451], [-235041195148, -64281676], [-505717218314, -361439416], [26316935346, -520351221], [-232076835814, -280624612], [-508515034392, 294061149], [240680220366, 65763877], [542476784890, -141576283], [-338106565522, 389603696], [-260156610712, 577504175], [21672875510, -323093998], [-513416767084, 469389966], [139676245454, 277378986], [-592557203900, -282005024], [188978971840, -161393690], [636522023038, -412642510], [-509668947244, -445028173], [324252929850, -84044204], [232658601574, 685035212], [-270980235080, 504793527], [-836441969538, -226649758], [-185919554918, 333569535], [-161164659264, 722493372], [125720398892, 303115076], [-64127502590, 370936503], [-327405212928, -388879531], [-16327839522, 521494169], [158211939642, -674418660], [123360844680, 559665459], [-92025480308, 540030132], [255542491644, -528231280], [-792329142086, -220288220], [-494860251386, -552295750], [137693711664, 12172915], [-261139098134, 757320484], [417180075812, -208664720], [-1253681002292, -203228913], [479479226552, -288855903], [-834086738882, -483051084], [-182984111880, -443183579], [-856720222746, -51785855], [1501596304644, 104017854], [56656302960, -243119106], [-409582349918, 818913644], [1209450842706, -37927488], [-193190457910, 88374432], [92589997270, 304603472], [22027489674, -827778161], [306532671152, -418691759], [-349557573326, -655148041], [-92815556444, 455985681], [490540480336, 463549149], [247022223760, -101632131], [434781238030, -264332551], [303447885252, 27295250], [914575122136, -390560433], [1129030408258, 341993336], [22065263790, 912967816], [855694533404, -164312814], [-1009851959668, 358209162], [-620699596600, 176811912], [-1484652120214, -98719100], [1250602902704, -298302165], [-20370476102, 446716822], [-462719484772, 30390575], [753702404798, -42067168], [329017533334, 956756016], [-1450895756878, 386098471], [924052136008, 357655673], [1937267286394, 104529355], [-103586415858, -338803572], [184060696392, 371588651], [-162206108042, -7383951], [622082493330, -866418276], [1215279090972, 247265372], [-14109311564, -713725456], [969986685938, 369482860], [-7224752354, -227727052], [276080493188, 803867346], [-1097512712812, 379939809], [485443376218, 863454622], [459650254822, 548838600], [-578591395008, 716133432], [972326135040, 298457521], [202377670114, -984455761], [-630638125696, 506634019], [-809194884970, -926633940], [1353572456126, -853831855], [-1432245400312, -263157305], [378709797452, -1422163702], [-1295107566182, -470343882], [1438765862406, 807275406], [866089175772, -530678452], [1435992155818, -63486988], [-77407019220, -1190636437], [-140118984200, 1145936192]], 'char_orbit_index': 1, 'field_poly': [-6946, 0, 1], 'hecke_orbit_code': 85568393054257392, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1], 'hecke_ring_inverse_denominators': [1, 16], 'hecke_ring_inverse_numerators': [[1, 0], [0, 1]], 'hecke_ring_numerators': [[1, 0], [0, 16]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 2, 'label': '240.8.a.t', 'level': 240, 'maxp': 2999, 'weight': 8}
• mf_newspaces •

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

  
  {'ALdims': [3, 3, 4, 4, 3, 4, 4, 3], 'ALdims_eis_new': [0, 0, 0, 0, 0, 0, 0, 0], 'ALdims_eis_old': [3, 3, 3, 3, 3, 3, 3, 3], 'ALdims_old': [40, 35, 36, 37, 37, 37, 35, 39], 'Nk2': 15360, 'analytic_conductor': 74.97240611618922, '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': [240, 1, [31, 181, 161, 97], [1, 1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 324, 'dim': 28, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [7], 'hecke_orbit_code': 134217968, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2], 'label': '240.8.a', 'level': 240, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5], 'level_radical': 30, 'mf_dim': 348, 'mf_new_dim': 28, 'num_forms': 21, 'plus_dim': 15, 'prim_orbit_index': 1, 'relative_dim': 28, 'sturm_bound': 384, 'trace_bound': 7, 'trace_display': [0, 54, 0, 640], 'traces': [28, 0, 54, 0, 0, 0, 640, 0, 20412, 0, 2408, 0, 0, 0, -6750, 0, 0, 0, 11136, 0, 0, 0, -143416, 0, 437500, 0, 39366, 0, 103376, 0, -241536, 0, 0, 0, 0, 0, -831152, 0, -789156, 0, -254344, 0, 1272216, 0, 0, 0, -1252248, 0, 4846044, 0, -748332, 0, 445440, 0, -1331000, 0, -1551096, 0, -3525608, 0, 4790040, 0, 466560, 0, 83000, 0, -1670696, 0, -2395224, 0, 12408576, 0, -1267064, 0, 843750, 0, 15928320, 0, 11613296, 0, 14880348, 0, -15261432, 0, -3767000, 0, -7902036, 0, -15994392, 0, -1463136, 0, 0, 0, 0, 0, 16203576, 0, 1755432, 0, -14471504, 0, -27647472, 0, 0, 0, 73042488, 0, 28210232, 0, -3020868, 0, 61749392, 0, 27127000, 0, 0, 0, 40072736, 0, -5207412, 0, 56984796, 0, 0, 0, -38308480, 0, 33219072, 0, -27768872, 0, -91211424, 0, -4920750, 0, -79432432, 0, 54806864, 0, 43188120, 0, 192387088, 0, 26531000, 0, -30535866, 0, -44958720, 0, 65043184, 0, 0, 0, -97022000, 0, 72849504, 0, 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0, -1898526816, 0, -2240875000, 0, -8466183400, 0, -14597854884, 0, -2339343360, 0, -26270920848, 0, 60507000, 0, 435360664, 0, -26840748032, 0, 22259163852, 0, 8141457200, 0, 16655836000, 0, 367718832, 0, 1754427712, 0, 9942118392, 0, -1217937384, 0, -994564000, 0, 22892252528, 0, -7936496640, 0, -22144679600, 0, 13917124624, 0, -4652167500, 0, -10849950720, 0, -34739914928, 0, -1746118296, 0, -74493395648, 0, 6835937500, 0, -17848642464, 0, -32932644944, 0, 53914516512, 0, 17406594792, 0, 25000868000, 0, -3626182848, 0, 9045851904, 0, 18980560728, 0, 29356311656, 0, 1519182000, 0, -6552002552, 0, 13952686624, 0, -29701583712, 0, -26313085152, 0, -24480753000, 0, -923689656, 0, -1719732632, 0, 12495475768, 0, -370055736, 0, 11904148000, 0, -60615990896, 0, -11024922528, 0, 57016731696, 0, -20625599000, 0, 615093750, 0, -9519976096, 0, 29763544320, 0, 11738928672, 0, 99092861576, 0, -8655793000, 0, 22257574740, 0, 17318902928, 0, -58551626288, 0, 11611745280, 0, -31871962000, 0, 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-247110222000, 0, 0, 0, -100863684472, 0, 46809320288, 0, 34706003580, 0, -207227883984, 0, 84360764000, 0, -103815198720, 0, 70986879840, 0, -3129254628, 0, 53247973752, 0, -23384114000, 0, -75050220160, 0, 67078777104, 0, -192989520904, 0, 30537843104, 0, -12330562500, 0, 90564272416, 0, -97240176816, 0, 20565259128, 0, -38337859784, 0, 17401493000, 0, 75894770016, 0, 104035076192, 0, 134682759952, 0, -82276202520, 0, 47975122000, 0, 76341599584, 0, -2202212772, 0], 'weight': 8, 'weight_parity': 1}
• mf_twists_nf •

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

  
  
  • id: 192299
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 20, 'source_is_minimal': False, 'source_label': '240.8.a.t', 'source_level': 240, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 6, 'target_is_minimal': True, 'target_label': '120.8.a.f', 'target_level': 120, 'twist_class_label': '120.8.a.f', 'twist_class_level': 120, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 192300
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 20, 'source_is_minimal': False, 'source_label': '240.8.a.t', 'source_level': 240, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 20, 'target_is_minimal': False, 'target_label': '240.8.a.t', 'target_level': 240, 'twist_class_label': '120.8.a.f', 'twist_class_level': 120, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
  • id: 192301
    {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 20, 'source_is_minimal': False, 'source_label': '240.8.a.t', 'source_level': 240, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '360.8.a.e', 'target_level': 360, 'twist_class_label': '120.8.a.f', 'twist_class_level': 120, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 192302
    {'conductor': 20, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 20, 'source_is_minimal': False, 'source_label': '240.8.a.t', 'source_level': 240, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '600.8.a.h', 'target_level': 600, 'twist_class_label': '120.8.a.f', 'twist_class_level': 120, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 8}
  • id: 192303
    {'conductor': 20, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 20, 'source_is_minimal': False, 'source_label': '240.8.a.t', 'source_level': 240, 'target_char_orbit': 6, 'target_dim': 4, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '600.8.f.i', 'target_level': 600, 'twist_class_label': '120.8.a.f', 'twist_class_level': 120, 'twisting_char_label': '20.e', 'twisting_char_orbit': 5, 'weight': 8}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 566175
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 85568393054257392, 'p': 2}
  • id: 566176
    {'charpoly_factorization': [[[-27, 1], 2]], 'hecke_orbit_code': 85568393054257392, 'p': 3}
  • id: 566177
    {'charpoly_factorization': [[[-125, 1], 2]], 'hecke_orbit_code': 85568393054257392, 'p': 5}
  • id: 566178
    {'charpoly_factorization': [[[-1728000, 448, 1], 1]], 'hecke_orbit_code': 85568393054257392, 'p': 7}
  • id: 566179
    {'charpoly_factorization': [[[-7040880, -536, 1], 1]], 'hecke_orbit_code': 85568393054257392, 'p': 11}
  • id: 566180
    {'charpoly_factorization': [[[-16000668, -108, 1], 1]], 'hecke_orbit_code': 85568393054257392, 'p': 13}
  • id: 566181
    {'charpoly_factorization': [[[-44124924, 1148, 1], 1]], 'hecke_orbit_code': 85568393054257392, 'p': 17}
  • id: 566182
    {'charpoly_factorization': [[[113569424, -21480, 1], 1]], 'hecke_orbit_code': 85568393054257392, 'p': 19}
  • id: 566183
    {'charpoly_factorization': [[[-267111936, -38720, 1], 1]], 'hecke_orbit_code': 85568393054257392, 'p': 23}
  • id: 566184
    {'charpoly_factorization': [[[-24913701276, -98540, 1], 1]], 'hecke_orbit_code': 85568393054257392, 'p': 29}
  • id: 566185
    {'charpoly_factorization': [[[-14637166080, -18752, 1], 1]], 'hecke_orbit_code': 85568393054257392, 'p': 31}
  • id: 566186
    {'charpoly_factorization': [[[133861702404, -751996, 1], 1]], 'hecke_orbit_code': 85568393054257392, 'p': 37}
  • id: 566187
    {'charpoly_factorization': [[[79744187940, -622324, 1], 1]], 'hecke_orbit_code': 85568393054257392, 'p': 41}
  • id: 566188
    {'charpoly_factorization': [[[-116258972016, 597656, 1], 1]], 'hecke_orbit_code': 85568393054257392, 'p': 43}
  • id: 566189
    {'charpoly_factorization': [[[-130906148800, 933936, 1], 1]], 'hecke_orbit_code': 85568393054257392, 'p': 47}
  • id: 566190
    {'charpoly_factorization': [[[-809511433980, -1343356, 1], 1]], 'hecke_orbit_code': 85568393054257392, 'p': 53}
  • id: 566191
    {'charpoly_factorization': [[[-381372516720, 2113896, 1], 1]], 'hecke_orbit_code': 85568393054257392, 'p': 59}
  • id: 566192
    {'charpoly_factorization': [[[-1260303062172, -736364, 1], 1]], 'hecke_orbit_code': 85568393054257392, 'p': 61}
  • id: 566193
    {'charpoly_factorization': [[[-2130655485424, 1086600, 1], 1]], 'hecke_orbit_code': 85568393054257392, 'p': 67}
  • id: 566194
    {'charpoly_factorization': [[[-4353621996480, -501872, 1], 1]], 'hecke_orbit_code': 85568393054257392, 'p': 71}
  • id: 566195
    {'charpoly_factorization': [[[-1367493225180, -2680948, 1], 1]], 'hecke_orbit_code': 85568393054257392, 'p': 73}
  • id: 566196
    {'charpoly_factorization': [[[-32024632053248, -1728448, 1], 1]], 'hecke_orbit_code': 85568393054257392, 'p': 79}
  • id: 566197
    {'charpoly_factorization': [[[-9781660478448, 8469768, 1], 1]], 'hecke_orbit_code': 85568393054257392, 'p': 83}
  • id: 566198
    {'charpoly_factorization': [[[32795440301668, -12180244, 1], 1]], 'hecke_orbit_code': 85568393054257392, 'p': 89}
  • id: 566199
    {'charpoly_factorization': [[[-16512229751036, -14265220, 1], 1]], 'hecke_orbit_code': 85568393054257392, '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': 20, 'label': '240.8.a.t', 'level': 240, 'portrait': 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', 'weight': 8}
• 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: 64140583
    {'hecke_orbit_code': 85568393054257392, 'n': 1, 'trace_an': 2}
  • id: 64140584
    {'hecke_orbit_code': 85568393054257392, 'n': 2, 'trace_an': 0}
  • id: 64140585
    {'hecke_orbit_code': 85568393054257392, 'n': 3, 'trace_an': 54}
  • id: 64140586
    {'hecke_orbit_code': 85568393054257392, 'n': 4, 'trace_an': 0}
  • id: 64140587
    {'hecke_orbit_code': 85568393054257392, 'n': 5, 'trace_an': 250}
  • id: 64140588
    {'hecke_orbit_code': 85568393054257392, 'n': 6, 'trace_an': 0}
  • id: 64140589
    {'hecke_orbit_code': 85568393054257392, 'n': 7, 'trace_an': -448}
  • id: 64140590
    {'hecke_orbit_code': 85568393054257392, 'n': 8, 'trace_an': 0}
  • id: 64140591
    {'hecke_orbit_code': 85568393054257392, 'n': 9, 'trace_an': 1458}
  • id: 64140592
    {'hecke_orbit_code': 85568393054257392, 'n': 10, 'trace_an': 0}
  • id: 64140593
    {'hecke_orbit_code': 85568393054257392, 'n': 11, 'trace_an': 536}
  • id: 64140594
    {'hecke_orbit_code': 85568393054257392, 'n': 12, 'trace_an': 0}
  • id: 64140595
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