Newform data - 36.17.d.a

Formats: - HTML - YAML - JSON - 2025-11-25T05:18:21.905283

• 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': 10404, 'analytic_conductor': 58.43683578838578, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 4, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 2, 'char_parity': -1, 'char_values': [36, 2, [19, 29], [1, 2]], 'cm_discs': [-4], 'conrey_index': 19, '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, 'has_non_self_twist': 0, 'hecke_cutters': [[5, [329666, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 206443642916, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 4, 2, -1, 2, -4]], 'is_cm': True, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': True, 'is_twist_minimal': False, 'label': '36.17.d.a', 'level': 36, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'minimal_twist': '4.17.b.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 2, 'qexp_display': 'q-2^{8}q^{2}+2^{16}q^{4}-329666q^{5}-2^{24}q^{8}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '16.2.1.d2', 'self_twist_discs': [-4], 'self_twist_type': 1, 'space_label': '36.17.d', 'trace_display': [-256, 0, -329666, 0], 'trace_hash': 262118492346271199, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.024', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.985', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.110', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.918', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.389', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.626', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.504', 'prec': 17}, 'traces': [1, -256, 0, 65536, -329666, 0, 0, -16777216, 0, 84394496, 0, 0, -1631232958, 0, 0, 4294967296, 9937278718, 0, 0, -21604990976, 0, 0, 0, 0, -43908219069, 417595637248, 0, 0, -981515008322, 0, 0, -1099511627776, 0, -2543943351808, 0, 0, -6167627357758, 0, 0, 5530877689856, 3168324620158, 0, 0, 0, 0, 0, 0, 0, 33232930569601, 11240504081664, 0, -106904483135488, 31962705295678, 0, 0, 0, 0, 251267842130432, 0, 0, 45990056420162, 0, 0, 281474976710656, 537762044332028, 0, 0, 651249498062848, 0, 0, 0, 0, 1381042818437762, 1578912603586048, 0, 0, 0, 0, 0, -1415904688603136, 0, -811091102760448, 0, 0, -3275982925848188, 0, 0, 0, 6957151819021438, 0, 0, 0, 0, 0, 0, 0, 14385701036152322, -8507630225817856, 0, -2877569044905984, 517601979623998, 0, 0, 27367547682684928, 0, -8182452555693568, 0, 0, -1955125036762558, 0, 0, 0, -25756333160759042, 0, 0, -64324567585390592, 0, 0, 0, 0, 45949729863572161, -11773454443561472, 0, 0, 64778086498382204, 0, 0, -72057594037927936, 0, -137667083348999168, 0, 0, 0, 0, 0, -166719871504089088, -189374321741850242, 0, 0, 0, 0, 0, 0, 0, 323572126733480452, -353546961520067072, 0, -404201626518028288, 456937687754836798, 0, 0, 0, 0, 0, 0, 0, -99780723719044798, 0, 0, 362471600282402816, 0, 0, 0, 207639322306674688, 0, 0, 0, 0, 1995504354082249923, 838651629017136128, 0, 0, 1228179424835490238, 0, 0, 0, 0, -1781030865669488128, 0, 0, 1535468476951039682, 0, 0, 0, 2033257040522648828, 0, 0, 0, 0, 0, 0, 0, -2158764626596070398, -3682739465254994432, 0, 2177953337809371136, -1890796042333840322, 0, 0, 736657675495931904, 0, -132506106783743488, 0, 0, -1044488904229007228, 0, 0, -7006092206767341568, 0, 0, 0, 2094707854257553408, 0, 0, 0, 0, 0, 500512009411214848, 0, 0, -16210016557633587844, 0, 0, 0, 0, 6593621289154314752, 0, 0, -7906344086917423678, 0, 0, 16467089301859991552, 14355312433838363518, 0, 0, 0, 0, 0, 0, 0, -11755228446496508158, -11763130845074473216, 0, 3014004337551736832, -10955767289158083266, 0, 0, 0, 0, -16583190143585844224, 0, 0, 0, 0, 0, 18446744073709551616, -20606734999305523202, 0, 0, 35242773337343787008, 0, 0, 0, 0, -10537017204004983548, 0, 0, 0, 26502320619692176318, 0, 0, 42680287105046806528, 0, 48479826365913661952, 0, 0, -66556735568192504638, 0, 0, 0, -10369068934825668482, 0, 0, 0, 0, 0, 0, 0, 50088316443548855043, -82834464443770995712, 0, 90508022149137170432, 32409281067417038398, 0, 0, 103475616388615241728, 0, -116976048065238220288, 0, 0, 0, 0, 0, 0, -15161357939809125892, 0, 0, 0, 0, 0, 0, 0, 147815896251430343042, 25543865272075468288, 0, 0, 68024403946742934718, 0, 0, -92792729672295120896, 0, 0, 0, 0, 71624534072436876102, 0, 0, -53155666510508720128, 0, 0, 0, 0, 0, 0, 0, 0, -112287337413394133758, -510849114645055980288, 0, -214694817028386848768, 0, 0, 0, 0, 0, -314413932757885500928, 0, 0, -162143823658852459198, 0, 0, 0, -351405429436165240322, 0, 0, 455943901611388960768, 0, 0, 0, 0, 288441413567621167681, -393079930099466158592, 0, 0, -455282861783103247492, 0, 0, 0, 0, -520513802373798099968, 0, 0, 704220681974974253762, 0, 0, 0, 1601079630346490676476, 0, 0, 0, 0, 0, 0, 0, 0, 552643744408594021888, 0, 942781303105278574592, 637627286008172159038, 0, 0, -557556054479199010816, 0, 484043786837463122432, 0, 0, 222973230919822816322, 0, 0, -188584364926958567424, -932250094079558304002, 0, 0, 33921563336638332928, 0, 0, 0, 0, -1135855045366016530558, 267389159482625850368, 0, 0, 0, 0, 0, 1793559604932439441408, 0, 0, 0, 0, 1681094266207581059522, 0, 0, -536245210689933672448, -436328210899655473542, 0, 0, 0, 0, 0, 0, 0, -2266689013498682277118, 0, 0, -128131074409271001088, 0, 0, 0, 0, 0, 4149764238754198488064, 0, 0, -2293536411569521379708, 0, 0, 0, -2062946911069754035202, 0, 0, -1687967050023504576512, 0, 0, 0, 0, -3772911917567783740798, 2024024086250860461568, 0, 0, -416775643987467831362, 0, 0, -4215574861276157837312, 0, -3674959983062621060608, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 10060837018637306588164, 3009338482303106088448, 0, 3011361496339065143296, -4742476517784191384452, 0, 0, -771585110413244628992, 0, 2804676426024469316096, 0, 0, -9753588203595803491196, 0, 0, 0, 0, 0, 0, 4245296676757976121344, 0, 0, 0, 0, -170635774214724924668, 0, 0, 0, 8175460438682131796158, 0, 0, -4722366482869645213696, 0, 5275324159822213939712, 0, 0, 0, 0, 0, -9022149974360009474048, 2066639384753377591678, 0, 0, 0, 0, 0, 0, 0, 6132610415680998648961, 2697476404225275788288, 0, 0, -5168275542044560767364, 0, 0, 0, 0, -6784594078641197137408, 0, 0, 9931291563428278712642, 0, 0, -10926153498891982471168, 644538250369365445628, 0, 0, -12410835549673897459712, 0, 0, 0, 0, 0, 17038524305457281187328, 0, 0, 13737924314572855089598, 0, 0, 0, 0, 2654481647315371131392, 0, 0, 8490987327774790339972, 0, 0, 0, 21524730161441206984318, 0, 0, 0, 0, 0, 0, 0, 19316498178726545679362, -12822609009548506891008, 0, 21205622897605374902272, 0, 0, 0, -23170053670179115630592, 0, -8296775953258761829888, 0, 0, 0, 0, 0, -26489757795485501882368, -18346806481926463315202, 0, 0, 29945868304700984393728, 0, 0, 0, 0, -33686899644458771356798, 0, 0, 0, -15148063645204380028226, 0, 0, 0, 0, 3881307632591136228352, 0, 0, 35783792812988628719042, 0, 0, 0, -8456906833932780209282, 0, 0, 0, 0, 0, 0, 0, -14655270134736556335739, -37840869440366167818752, 0, -6539229509651319881728, -61289432082803145594244, 0, 0, 0, 0, -17414247410366191287808, 0, 0, -54210651636058864109758, 0, 0, 23754938796107550949376, 46945952823816302684158, 0, 0, 0, 0, 0, 0, 0, 0, -18335880722543840282112, 0, 0, 41850480140962363423678, 0, 0, 13607850626690232352768, 0, 0, 0, 0, -59016683627215093803838, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 13391750037818562869762, 28745558377828898242048, 0, 130777373349134330953728, -72080197710373680884162, 0, 0, 54961873159267033284608, 0, 0, 0, 0, 62430275151348801879172, 0, 0, 0, -52138618305151088555524, 0, 0, 80489966786018688237568, 0, 0, 0, 0, 31484524819611527197444, 41508818856666229554688, 0, 0, 116016772073302000555198, 0, 0, 0, 0, 89959789935658301522432, 0, 0, -126270121075326123908158, 0, 0, -116721638812515573956608, 0, 0, 0, 0, 0, 0, 0, 0, 0, -73841001873311018926336, 0, 100628462105463336599552, 43096576004913734092218, 0, 0, 0, 0, 116552412616474431357952, 0, 0, 63022979501966899778882, 0, 0, 0, 0, 0, 0, 133251533407692313591808, 0, 0, 0, 0, -150636819771386027849468, -180280494585593408963072, 0, 0, 0, 0, 0, 0, 0, -409876385368701613177856, 0, 0, 125229659119106656363202, 0, 0, 0, -206301488565562309119362, 0, 0, 0, 0, 0, 0, 0, 156381112389535886254082, 0, 0, -141476798568600069603328, 115319989811982121035838, 0, 0, -241352013594951315095552, 0, -163232585218092072713728, 0, 0, 0, 0, 0, 142734349946674946768896, 32894312065562622377468, 0, 0, -123915209430390559342592, 0, 0, 0, 0, -75020495772847750099196, -57081147115474640978432, 0, 0, -323241550099520211405122, 0, 0, 48277597421301393260544, 0, 238656024084366925824512, 0, 0, 0, 0, 0, -8683920214179413229568, 348988851419725245144958, 0, 0, 0, 0, 0, 0, 0, 0, 290778891613700231822848, 0, -68451624827552217694208, 127443971421025782876478, 0, 0, 0, 0, 0, 0, 0, 366210830804172019110722, 0, 0, -459151258862704497000448, 330244893686067635051518, 0, 0, 0, 0, 0, 0, 0, 713125237880988380468163, -430360132149140751237632, 0, 0, -657849938392879003115718, 0, 0, 137278773936623020146688, 0, 111700021990311801226752, 0, 0, -203143890268005259702078, 0, 0, 0, 339197021569798318185598, 0, 0, 0, 0, 0, 0, 0, -404888998267816724800508, 580272387455662662942208, 0, 0, 0, 0, 0, 32801555048773376278528, 0, 0, 0, 0, -694623638212535603336638, 0, 0, 0, 689947607047303845515518, 0, 0, -1062339645121074812944384, 0, 0, 0, 0, 0, 587145321361797473205248, 0, 0, 0, 0, 0, 0, 0, 528114409233857033011712, 0, 0, 317622311104446886780804, 0, 0, 432119564806017171587072, -506191750922541447806212, 0, 0, 0, 0, 0, 0, 0, 0, 965865450897352637644288, 0, -518150166080220278161408, 0, 0, 0, 0, 0, 106694564860791764828672, 0, 0, 270809533160395900687302, 0, 0, 1079187164486696406351872, -488933658854428390033922, 0, 0, 940789755664030991515648, 0, 0, 0, 0, -329951837716056425842558, 0, 0, 0, -694828125994815450431042, 0, 0, 0, 0, 0, 0, 0, -2252802561844887446159996, 0, 0, 0, -1065271722822319795009922, 0, 0, 0, 0, 0, 0, 0, 727423121747185263828481, -2575574276771150486569984, 0, -770390651469595158642688, 711671299391420143827068, 0, 0, -770908543062800676683776, 0, 1214073988552752994419712, 0, 0, 0, 0, 0, 197525788265790625021952, 770187763251745273731838, 0, 0, -717997165062264144920576, 0, 0, 0, 0, 623331168092027803592452, 2496918580120525693746176, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1945837395859457426018878, 0, 0, -1086795949250041887064064], 'weight': 17, '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], [-256], [0], [65536], [-329666], [0], [0], [-16777216], [0], [84394496], [0], [0], [-1631232958], [0], [0], [4294967296], [9937278718], [0], [0], [-21604990976], [0], [0], [0], [0], [-43908219069], [417595637248], [0], [0], [-981515008322], [0], [0], [-1099511627776], [0], [-2543943351808], [0], [0], [-6167627357758], [0], [0], [5530877689856], [3168324620158], [0], [0], [0], [0], [0], [0], [0], [33232930569601], [11240504081664], [0], [-106904483135488], [31962705295678], [0], [0], [0], [0], [251267842130432], [0], [0], [45990056420162], [0], [0], [281474976710656], [537762044332028], [0], [0], [651249498062848], [0], [0], [0], [0], [1381042818437762], [1578912603586048], [0], [0], [0], [0], [0], [-1415904688603136], [0], [-811091102760448], [0], [0], [-3275982925848188], [0], [0], [0], [6957151819021438], [0], [0], [0], [0], [0], [0], [0], [14385701036152322], [-8507630225817856], [0], [-2877569044905984]], 'ap': [[-256], [0], [-329666], [0], [0], [-1631232958], [9937278718], [0], [0], [-981515008322], [0], [-6167627357758], [3168324620158], [0], [0], [31962705295678], [0], [45990056420162], [0], [0], [1381042818437762], [0], [0], [6957151819021438], [14385701036152322], [517601979623998], [0], [0], [-1955125036762558], [-25756333160759042], [0], [0], [-189374321741850242], [0], [456937687754836798], [0], [-99780723719044798], [0], [0], [1228179424835490238], [0], [1535468476951039682], [0], [-2158764626596070398], [-1890796042333840322], [0], [0], [0], [0], [-7906344086917423678], [14355312433838363518], [0], [-11755228446496508158], [0], [-20606734999305523202], [0], [26502320619692176318], [0], [-66556735568192504638], [-10369068934825668482], [0], [32409281067417038398], [0], [0], [147815896251430343042], [68024403946742934718], [0], [-112287337413394133758], [0], [-162143823658852459198], [-351405429436165240322], [0], [0], [704220681974974253762], [0], [0], [637627286008172159038], [222973230919822816322], [-932250094079558304002], [-1135855045366016530558], [0], [1681094266207581059522], [0], [-2266689013498682277118], [0], [0], [-2062946911069754035202], [-3772911917567783740798], [-416775643987467831362], [0], [0], [0], [0], [0], [0], [0], [8175460438682131796158], [2066639384753377591678], [0], [9931291563428278712642], [0], [13737924314572855089598], [0], [21524730161441206984318], [0], [19316498178726545679362], [0], [-18346806481926463315202], [0], [-33686899644458771356798], [0], [35783792812988628719042], [-8456906833932780209282], [0], [0], [46945952823816302684158], [0], [0], [41850480140962363423678], [0], [-59016683627215093803838], [13391750037818562869762], [-72080197710373680884162], [0], [0], [116016772073302000555198], [-126270121075326123908158], [0], [0], [63022979501966899778882], [0], [0], [0], [125229659119106656363202], [-206301488565562309119362], [156381112389535886254082], [115319989811982121035838], [0], [-323241550099520211405122], [348988851419725245144958], [0], [127443971421025782876478], [0], [0], [366210830804172019110722], [0], [-203143890268005259702078], [339197021569798318185598], [0], [0], [-694623638212535603336638], [689947607047303845515518], [0], [0], [0], [0], [0], [-488933658854428390033922], [-329951837716056425842558], [-694828125994815450431042], [0], [-1065271722822319795009922], [0], [0], [770187763251745273731838], [0], [0], [-1945837395859457426018878]], 'char_orbit_index': 4, 'field_poly': [0, 1], 'hecke_orbit_code': 206443642916, 'hecke_ring_character_values': [[19, [-1]], [29, [1]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '36.17.d.a', 'level': 36, 'maxp': 997, 'weight': 17}
• 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

  
  {'Nk2': 10404, 'analytic_conductor': 58.43683578838578, 'char_conductor': 4, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 2, 'char_parity': -1, 'char_values': [36, 2, [19, 29], [1, 2]], 'conrey_index': 19, 'cusp_dim': 92, 'dim': 39, 'eis_dim': 8, 'eis_new_dim': 2, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 206443642916, 'hecke_orbit_dims': [1, 6, 16, 16], 'label': '36.17.d', 'level': 36, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 100, 'mf_new_dim': 41, 'num_forms': 4, 'prim_orbit_index': 2, 'relative_dim': 39, 'sturm_bound': 102, 'trace_bound': 2, 'trace_display': [94, 0, -177070, 0], 'traces': [39, 94, 0, 11316, -177070, 0, 0, 2368288, 0, 272961708, 0, 0, -926896818, -267353784, 0, 2677440144, -3882692014, 0, 0, -27029141128, 0, -86779656936, 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2796869529140948572791840, 9125052176746841278132562, 0, 0, -1804419929716249238224648, 0, 195814338297045296864040, 0, 0, -5741386257138940836357540, -556304702489118548470232, 0, -1635592193003786498487072, -9703816752470549383148544, 0, 0, 716695578521314180345728, 0, 3647628669340309676904576, 0, 0, 5149353204098509251624846, 839824213132218742627752, 0, 494832330047095191912576], 'weight': 17, '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: 29736
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '36.17.d.a', 'source_level': 36, 'target_char_orbit': 2, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '4.17.b.a', 'target_level': 4, 'twist_class_label': '4.17.b.a', 'twist_class_level': 4, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 17}
  • id: 29737
    {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '36.17.d.a', 'source_level': 36, 'target_char_orbit': 2, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '4.17.b.a', 'target_level': 4, 'twist_class_label': '4.17.b.a', 'twist_class_level': 4, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 17}
  • id: 29738
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 4, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '36.17.d.a', 'source_level': 36, 'target_char_orbit': 4, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '36.17.d.a', 'target_level': 36, 'twist_class_label': '4.17.b.a', 'twist_class_level': 4, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 17}
  • id: 29739
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': -4, 'source_char_orbit': 4, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '36.17.d.a', 'source_level': 36, 'target_char_orbit': 4, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '36.17.d.a', 'target_level': 36, 'twist_class_label': '4.17.b.a', 'twist_class_level': 4, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 17}
  • id: 29740
    {'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '36.17.d.a', 'source_level': 36, 'target_char_orbit': 3, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '64.17.c.a', 'target_level': 64, 'twist_class_label': '4.17.b.a', 'twist_class_level': 4, 'twisting_char_label': '24.f', 'twisting_char_orbit': 6, 'weight': 17}
  • id: 29741
    {'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '36.17.d.a', 'source_level': 36, 'target_char_orbit': 3, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '64.17.c.a', 'target_level': 64, 'twist_class_label': '4.17.b.a', 'twist_class_level': 4, 'twisting_char_label': '24.h', 'twisting_char_orbit': 8, 'weight': 17}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 130200
    {'charpoly_factorization': [[[256, 1], 1]], 'hecke_orbit_code': 206443642916, 'p': 2}
  • id: 130201
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 206443642916, 'p': 3}
  • id: 130202
    {'charpoly_factorization': [[[329666, 1], 1]], 'hecke_orbit_code': 206443642916, 'p': 5}
  • id: 130203
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 206443642916, 'p': 7}
  • id: 130204
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 206443642916, 'p': 11}
  • id: 130205
    {'charpoly_factorization': [[[1631232958, 1], 1]], 'hecke_orbit_code': 206443642916, 'p': 13}
  • id: 130206
    {'charpoly_factorization': [[[-9937278718, 1], 1]], 'hecke_orbit_code': 206443642916, 'p': 17}
  • id: 130207
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 206443642916, 'p': 19}
  • id: 130208
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 206443642916, 'p': 23}
  • id: 130209
    {'charpoly_factorization': [[[981515008322, 1], 1]], 'hecke_orbit_code': 206443642916, 'p': 29}
  • id: 130210
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 206443642916, 'p': 31}
  • id: 130211
    {'charpoly_factorization': [[[6167627357758, 1], 1]], 'hecke_orbit_code': 206443642916, 'p': 37}
  • id: 130212
    {'charpoly_factorization': [[[-3168324620158, 1], 1]], 'hecke_orbit_code': 206443642916, 'p': 41}
  • id: 130213
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 206443642916, 'p': 43}
  • id: 130214
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 206443642916, 'p': 47}
  • id: 130215
    {'charpoly_factorization': [[[-31962705295678, 1], 1]], 'hecke_orbit_code': 206443642916, 'p': 53}
  • id: 130216
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 206443642916, 'p': 59}
  • id: 130217
    {'charpoly_factorization': [[[-45990056420162, 1], 1]], 'hecke_orbit_code': 206443642916, 'p': 61}
  • id: 130218
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 206443642916, 'p': 67}
  • id: 130219
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 206443642916, 'p': 71}
  • id: 130220
    {'charpoly_factorization': [[[-1381042818437762, 1], 1]], 'hecke_orbit_code': 206443642916, 'p': 73}
  • id: 130221
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 206443642916, 'p': 79}
  • id: 130222
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 206443642916, 'p': 83}
  • id: 130223
    {'charpoly_factorization': [[[-6957151819021438, 1], 1]], 'hecke_orbit_code': 206443642916, 'p': 89}
  • id: 130224
    {'charpoly_factorization': [[[-14385701036152322, 1], 1]], 'hecke_orbit_code': 206443642916, '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': 4, 'hecke_orbit': 1, 'label': '36.17.d.a', 'level': 36, 'portrait': 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', 'weight': 17}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 7246512
    {'hecke_orbit_code': 206443642916, 'n': 1, 'trace_an': 1}
  • id: 7246513
    {'hecke_orbit_code': 206443642916, 'n': 2, 'trace_an': -256}
  • id: 7246514
    {'hecke_orbit_code': 206443642916, 'n': 3, 'trace_an': 0}
  • id: 7246515
    {'hecke_orbit_code': 206443642916, 'n': 4, 'trace_an': 65536}
  • id: 7246516
    {'hecke_orbit_code': 206443642916, 'n': 5, 'trace_an': -329666}
  • id: 7246517
    {'hecke_orbit_code': 206443642916, 'n': 6, 'trace_an': 0}
  • id: 7246518
    {'hecke_orbit_code': 206443642916, 'n': 7, 'trace_an': 0}
  • id: 7246519
    {'hecke_orbit_code': 206443642916, 'n': 8, 'trace_an': -16777216}
  • id: 7246520
    {'hecke_orbit_code': 206443642916, 'n': 9, 'trace_an': 0}
  • id: 7246521
    {'hecke_orbit_code': 206443642916, 'n': 10, 'trace_an': 84394496}
  • id: 7246522
    {'hecke_orbit_code': 206443642916, 'n': 11, 'trace_an': 0}
  • id: 7246523
    {'hecke_orbit_code': 206443642916, 'n': 12, 'trace_an': 0}
  • id: 7246524
    {'hecke_orbit_code': 206443642916, 'n': 13, 'trace_an': -1631232958}
  • id: 7246525
    {'hecke_orbit_code': 206443642916, 'n': 14, 'trace_an': 0}
  • id: 7246526
    {'hecke_orbit_code': 206443642916, 'n': 15, 'trace_an': 0}
  • id: 7246527
    {'hecke_orbit_code': 206443642916, 'n': 16, 'trace_an': 4294967296}
  • id: 7246528
    {'hecke_orbit_code': 206443642916, 'n': 17, 'trace_an': 9937278718}
  • id: 7246529
    {'hecke_orbit_code': 206443642916, 'n': 18, 'trace_an': 0}
  • id: 7246530
    {'hecke_orbit_code': 206443642916, 'n': 19, 'trace_an': 0}
  • id: 7246531
    {'hecke_orbit_code': 206443642916, 'n': 20, 'trace_an': -21604990976}
  • id: 7246532
    {'hecke_orbit_code': 206443642916, 'n': 21, 'trace_an': 0}
  • id: 7246533
    {'hecke_orbit_code': 206443642916, 'n': 22, 'trace_an': 0}
  • id: 7246534
    {'hecke_orbit_code': 206443642916, 'n': 23, 'trace_an': 0}
  • id: 7246535
    {'hecke_orbit_code': 206443642916, 'n': 24, 'trace_an': 0}
  • id: 7246536
    {'hecke_orbit_code': 206443642916, 'n': 25, 'trace_an': -43908219069}
  • id: 7246537
    {'hecke_orbit_code': 206443642916, 'n': 26, 'trace_an': 417595637248}
  • id: 7246538
    {'hecke_orbit_code': 206443642916, 'n': 27, 'trace_an': 0}
  • id: 7246539
    {'hecke_orbit_code': 206443642916, 'n': 28, 'trace_an': 0}
  • id: 7246540
    {'hecke_orbit_code': 206443642916, 'n': 29, 'trace_an': -981515008322}
  • id: 7246541
    {'hecke_orbit_code': 206443642916, 'n': 30, 'trace_an': 0}
  • id: 7246542
    {'hecke_orbit_code': 206443642916, 'n': 31, 'trace_an': 0}
  • id: 7246543
    {'hecke_orbit_code': 206443642916, 'n': 32, 'trace_an': -1099511627776}
  • id: 7246544
    {'hecke_orbit_code': 206443642916, 'n': 33, 'trace_an': 0}
  • id: 7246545
    {'hecke_orbit_code': 206443642916, 'n': 34, 'trace_an': -2543943351808}
  • id: 7246546
    {'hecke_orbit_code': 206443642916, 'n': 35, 'trace_an': 0}
  • id: 7246547
    {'hecke_orbit_code': 206443642916, 'n': 36, 'trace_an': 0}
  • id: 7246548
    {'hecke_orbit_code': 206443642916, 'n': 37, 'trace_an': -6167627357758}
  • id: 7246549
    {'hecke_orbit_code': 206443642916, 'n': 38, 'trace_an': 0}
  • id: 7246550
    {'hecke_orbit_code': 206443642916, 'n': 39, 'trace_an': 0}
  • id: 7246551
    {'hecke_orbit_code': 206443642916, 'n': 40, 'trace_an': 5530877689856}
  • id: 7246552
    {'hecke_orbit_code': 206443642916, 'n': 41, 'trace_an': 3168324620158}
  • id: 7246553
    {'hecke_orbit_code': 206443642916, 'n': 42, 'trace_an': 0}
  • id: 7246554
    {'hecke_orbit_code': 206443642916, 'n': 43, 'trace_an': 0}
  • id: 7246555
    {'hecke_orbit_code': 206443642916, 'n': 44, 'trace_an': 0}
  • id: 7246556
    {'hecke_orbit_code': 206443642916, 'n': 45, 'trace_an': 0}
  • id: 7246557
    {'hecke_orbit_code': 206443642916, 'n': 46, 'trace_an': 0}
  • id: 7246558
    {'hecke_orbit_code': 206443642916, 'n': 47, 'trace_an': 0}
  • id: 7246559
    {'hecke_orbit_code': 206443642916, 'n': 48, 'trace_an': 0}
  • id: 7246560
    {'hecke_orbit_code': 206443642916, 'n': 49, 'trace_an': 33232930569601}
  • id: 7246561
    {'hecke_orbit_code': 206443642916, 'n': 50, 'trace_an': 11240504081664}
  • id: 7246562
    {'hecke_orbit_code': 206443642916, 'n': 51, 'trace_an': 0}
  • id: 7246563
    {'hecke_orbit_code': 206443642916, 'n': 52, 'trace_an': -106904483135488}
  • id: 7246564
    {'hecke_orbit_code': 206443642916, 'n': 53, 'trace_an': 31962705295678}
  • id: 7246565
    {'hecke_orbit_code': 206443642916, 'n': 54, 'trace_an': 0}
  • id: 7246566
    {'hecke_orbit_code': 206443642916, 'n': 55, 'trace_an': 0}
  • id: 7246567
    {'hecke_orbit_code': 206443642916, 'n': 56, 'trace_an': 0}
  • id: 7246568
    {'hecke_orbit_code': 206443642916, 'n': 57, 'trace_an': 0}
  • id: 7246569
    {'hecke_orbit_code': 206443642916, 'n': 58, 'trace_an': 251267842130432}
  • id: 7246570
    {'hecke_orbit_code': 206443642916, 'n': 59, 'trace_an': 0}
  • id: 7246571
    {'hecke_orbit_code': 206443642916, 'n': 60, 'trace_an': 0}
  • id: 7246572
    {'hecke_orbit_code': 206443642916, 'n': 61, 'trace_an': 45990056420162}
  • id: 7246573
    {'hecke_orbit_code': 206443642916, 'n': 62, 'trace_an': 0}
  • id: 7246574
    {'hecke_orbit_code': 206443642916, 'n': 63, 'trace_an': 0}
  • id: 7246575
    {'hecke_orbit_code': 206443642916, 'n': 64, 'trace_an': 281474976710656}
  • id: 7246576
    {'hecke_orbit_code': 206443642916, 'n': 65, 'trace_an': 537762044332028}
  • id: 7246577
    {'hecke_orbit_code': 206443642916, 'n': 66, 'trace_an': 0}
  • id: 7246578
    {'hecke_orbit_code': 206443642916, 'n': 67, 'trace_an': 0}
  • id: 7246579
    {'hecke_orbit_code': 206443642916, 'n': 68, 'trace_an': 651249498062848}
  • id: 7246580
    {'hecke_orbit_code': 206443642916, 'n': 69, 'trace_an': 0}
  • id: 7246581
    {'hecke_orbit_code': 206443642916, 'n': 70, 'trace_an': 0}
  • id: 7246582
    {'hecke_orbit_code': 206443642916, 'n': 71, 'trace_an': 0}
  • id: 7246583
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    {'hecke_orbit_code': 206443642916, 'n': 991, 'trace_an': 0}
  • id: 7246769
    {'hecke_orbit_code': 206443642916, 'n': 997, 'trace_an': -1945837395859457426018878}