Embedded newform data - 75.14.b.g.49.2

Formats: - HTML - YAML - JSON - 2025-11-08T09:24:34.522119

• 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': 14700, 'analytic_conductor': 80.42319671393453, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 5, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [75, 2, [26, 52], [2, 1]], 'cm_discs': [], 'conrey_index': 49, 'dim': 8, 'field_disc': 631596262780205003705951411282176, 'field_disc_factorization': [[2, 8], [44017, 2], [35684478433, 2]], 'field_poly': [119802515625, 0, 1167506350, 0, 3427971, 0, 3303, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [[2, [6564639672631296, 0, 5006079201280, 0, 905660928, 0, 53520, 0, 1]]], 'hecke_orbit': 7, 'hecke_orbit_code': 27021666718580811, 'hecke_ring_generator_nbound': 11, 'hecke_ring_index': 1474560000, 'hecke_ring_index_factorization': [[2, 18], [3, 2], [5, 4]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 5, 2, 1, 2, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '75.14.b.g', 'level': 75, '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': [3, 5], 'level_radical': 15, 'minimal_twist': '75.14.a.g', 'prim_orbit_index': 2, 'qexp_display': 'q+(\\beta _{2}+13\\beta _{3})q^{2}-3^{6}\\beta _{3}q^{3}+(-5188+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 8, 'rm_discs': [], 'sato_tate_group': '13.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '75.14.b', 'trace_display': [0, 0, 0, 0], 'trace_hash': 1736617480207131894, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.016', 'prec': 17}, {'__RealLiteral__': 0, 'data': '7.693', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.546', 'prec': 17}, {'__RealLiteral__': 0, 'data': '362.670', 'prec': 24}, {'__RealLiteral__': 0, 'data': '398.274', 'prec': 24}, {'__RealLiteral__': 0, 'data': '28242.559', 'prec': 30}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.508', 'prec': 17}, 'traces': [8, 0, 0, -41504, 0, 75816, 0, 0, -4251528, 0, -11748208, 0, 0, 128644584, 0, 12392960, 0, 0, 407861624, 0, -435936168, 0, 0, -618098688, 0, -7083351544, 0, 0, 17010752528, 0, -4110176552, 0, 0, 11940660912, 0, 22056927264, 0, 0, 46721569176, 0, 67258917088, 0, 0, 14163760448, 0, 271062871248, 0, 0, -31472829840, 0, 98282858544, 0, 0, -40291730856, 0, -1219622814720, 0, 0, -723761174864, 0, -721947748520, 0, 0, 1750438395904, 0, -62193066192, 0, 0, 841332496464, 0, -7767788474144, 0, 0, 4692855762224, 0, -8686082155616, 0, 0, 12081014646080, 0, 2259436291848, 0, 0, 17223728111136, 0, 7312090231832, 0, 0, 8511047028864, 0, 30847013172728, 0, 0, 80024185437456, 0, 1701377851392, 0, 0, 6243479407728, 0, -60557106576768, 0, 0, 149492452921344, 0, -44354372469792, 0, 0, 85271180453624, 0, -22255254769968, 0, 0, 73920757038264, 0, -155668216268992, 0, 0, 164501824719984, 0, -231749776032568, 0, 0, 217218153983264, 0, -68367006365544, 0, 0, -18016742050200, 0, -94434842794560, 0, 0, 407047651264392, 0, 27368516373504, 0, 0, -10150779481504, 0, -138409527295440, 0, 0, -6586127055360, 0, 812775010879568, 0, 0, 165676472336432, 0, 157753936435336, 0, 0, 262099872531888, 0, -387695279239776, 0, 0, -487421096006016, 0, -22675811711472, 0, 0, 590161906038784, 0, 843234898214160, 0, 0, -1931785443911136, 0, -216754389320184, 0, 0, -68836705783632, 0, 579240239340544, 0, 0, -1990158851179280, 0, -1667298555697112, 0, 0, -4118484081576960, 0, 344880247264344, 0, 0, 231674353058088, 0, 1317566801771632, 0, 0, -7626743108155048, 0, 5767209741236544, 0, 0, -3778663558653928, 0, 96317507010744, 0, 0, -4719188909765952, 0, 2498336844092512, 0, 0, -603218563605776, 0, 4068114779123848, 0, 0, -6121486676737824, 0, 328482984849408, 0, 0, -1203208746253776, 0, -1003072100560528, 0, 0, 1953060431314944, 0, -5209492753788960, 0, 0, 2582847587183576, 0, -1308753223019856, 0, 0, 3764383427894904, 0, 16303782684778816, 0, 0, 14223590450512384, 0, -9832678420528568, 0, 0, 2535306292616096, 0, -14171799432764736, 0, 0, -10264450701616848, 0, -932763250968864, 0, 0, 38312181926015872, 0, -31631792483467264, 0, 0, 10873307446971664, 0, -9040211334232848, 0, 0, -7008068051094528, 0, 35475436371819000, 0, 0, 37093537229829424, 0, -19687767968491328, 0, 0, 1373161092104400, 0, -18850828245513408, 0, 0, 2184316336971432, 0, 18091604554663824, 0, 0, 98892612660462592, 0, -14768755115991696, 0, 0, 22051933019530984, 0, -25345316741479416, 0, 0, -62949993741205776, 0, 52943185021777920, 0, 0, 105698481855560976, 0, -77359640312960632, 0, 0, 7185638770658816, 0, -6345756775734192, 0, 0, -1862787066072480, 0, 5281360393546512, 0, 0, 95974522209497000, 0, -50459641063543040, 0, 0, 10992503052578208, 0, -42540458005111680, 0, 0, -11721955482107424, 0, 191862265746573064, 0, 0, -53103823699308816, 0, -80374043272008224, 0, 0, -135924775999529376, 0, -48952494115158528, 0, 0, -41246288011748448, 0, 33316391967838896, 0, 0, -94612081364517888, 0, 268121123733710640, 0, 0, -153372201050556112, 0, -24829757444462616, 0, 0, -216780103057259664, 0, 346302954924263424, 0, 0, -13944886160127264, 0, -173802205712941968, 0, 0, -615830031241210976, 0, -23911562730203784, 0, 0, -35744146156163808, 0, -137344442336477952, 0, 0, -104790849329919584, 0, -69323947374157824, 0, 0, -101565707914313560, 0, -178284714086126016, 0, 0, -94844973585235968, 0, 596886595234944760, 0, 0, 7112206167338016, 0, -275744279806292832, 0, 0, -179015907185049072, 0, -7527203016245568, 0, 0, -201822862680204120, 0, -190545543307423680, 0, 0, 467743484737619328, 0, 781134879624690480, 0, 0, 199427110882139096, 0, -239821974356224464, 0, 0, -144053923358908368, 0, 601564394324082688, 0, 0, 741993993050247104, 0, -703565676606478736, 0, 0, 28961806029173760, 0, -221652136506811968, 0, 0, 150267448834991280, 0, -194824830222304272, 0, 0, 254522331604458648, 0, 73588569055645984, 0, 0, 426262476211990760, 0, 16725952162999440, 0, 0, -96999033790499904, 0, 1235731734660450136, 0, 0, 1004491364196510112, 0, -226439986435391424, 0, 0, -160178583692415936, 0, -169107299981687808, 0, 0, -52231540627481904, 0, -1344210362020843584, 0, 0, 787277243942566912, 0, -454731213557398848, 0, 0, 830681460751540504, 0, -193137464752382664, 0, 0, 708985296689866560, 0, -1511617158656309568, 0, 0, 961060967715171120, 0, -1446464543887372912, 0, 0, 1400223695190352096, 0, 21412677737843496, 0, 0, 748220166723343608, 0, -1513434185554980800, 0, 0, -2322608410738010792, 0, 640044661241517568, 0, 0, 2057409459479343224, 0, 231816009071328192, 0, 0, 648157568277611520, 0, -60671917410289824, 0, 0, -1317197689436877104, 0, -161943425186996752, 0, 0, 848561460736802976, 0, 1709231821938498528, 0, 0, 337242431491969392, 0, -1793141394629535152, 0, 0, -1619152073847153024, 0, 5363152173211563264, 0, 0, -762782211564299240, 0, 384636362530899024, 0, 0, 273459916098088704, 0, -304341645039215616, 0, 0, -1077070052321436448, 0, -893895059463908792, 0, 0, -2232052725812330496, 0, 5094772930219954104, 0, 0, 383672633421217320, 0, 584584863808125808, 0, 0, -5320547025887601192, 0, 3391335005525105536, 0, 0, 2264443507412427208, 0, 123440332352718816, 0, 0, 686048257572335424, 0, 380773505113157736, 0, 0, -6267041878536527376, 0, -88292485310646008, 0, 0, -6428246163839368512, 0, -930254731557617664, 0, 0, 909787503797094312, 0, -7250551493888677392, 0, 0, -8626599603566069760, 0, 649300953419058864, 0, 0, -2183136941423174360, 0, 1911140599545602928, 0, 0, 33051945290142672, 0, -1075297381134950848, 0, 0, -3824800248364968928, 0, -827347134109217768, 0, 0, 2026637602662580832, 0, -1569393259674119712, 0, 0, -3362654890285333200, 0, 506484706323642224, 0, 0, -261896367839030504, 0, 323972313468779520, 0, 0, -1654997906489820904, 0, -447118583253324624, 0, 0, 5188947081929805312, 0, -9863232464573576, 0, 0, -2837124733039208416, 0, 7415502232293799096, 0, 0, 6832167110146328256, 0, 5791437874124399232, 0, 0, 4128121274487561504, 0, -1396949933255072352, 0, 0, 4775473492253699904, 0, -3974648580597286512, 0, 0, 2179983051488348256, 0, 2480867007143571144, 0, 0, -525735420126207336, 0, -4120855136685678592, 0, 0, 898708394517853600, 0, 119060272955764816, 0, 0, 4585939653996896256, 0, -2493975959132084784, 0, 0, 1807479214732394856, 0, 2859005053118186288, 0, 0, 20315216717323346968, 0, 13141938212108530560, 0, 0, 13818775126943230504, 0, 7930365578341977312, 0, 0, 4616140186862722656, 0, -29769885372595224120, 0, 0, 3488755228044535936, 0, -8084212812485539328, 0, 0, 22205843722532179152, 0, -10793766755696495616, 0, 0, 4912688572417533600, 0, -1454551740288355760, 0, 0, 2880873946446462976, 0, -22322715210821760144, 0, 0, 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-57464770791756654944, 0, 0, 22492653802124021616, 0, -62066226761839833224, 0, 0, -305388967746473881152, 0, 230032733885101074240, 0, 0, 11827354850206563888, 0], 'weight': 14, 'weight_parity': 1}
• mf_hecke_cc •

  Column	Type
  an_normalized	double precision[]
  angles	double precision[]
  char_orbit_index	smallint
  conrey_index	integer
  dual_conrey_index	integer
  dual_embedding_index	integer
  dual_embedding_m	integer
  embedding_index	integer
  embedding_m	integer
  embedding_root_imag	double precision
  embedding_root_real	double precision
  hecke_orbit	integer
  hecke_orbit_code	bigint
  label	text
  level	integer
  weight	smallint

  
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-0.10521892856728979, -0.2739403239610169, -0.12591149723888656, 0.007776307564787671, 0.11529468233336952, -0.23280404668150878, -0.17383522239707092, -0.37031615702918075, -0.277403408233871, -0.4487117564393521, 0.07678383144790904, 0.025738788819289003, -0.456673644013585, 0.08774667796885491, 0.09617945956526192, -0.21376142884437713, 0.07671410847910734, 0.1336453366996341, -0.2584447918568517, -0.31285515289354193, -0.38647898664785557, -0.47699630763447587, 0.05781434657749163, -0.24916120076113293, 0.02878770100502688, -0.24850537356964775, 0.10845668530349821, -0.38166962337065186, -0.4009243662859482, -0.20105760415605178, -0.38931823250553854, -0.16681728401627377, -0.45387194227625766, -0.2212130733447632, 0.01627411719631215, -0.19761864285601682, 0.10623573758953801, -0.288517994812346, 0.07937123753351845, 0.04900682106843309, -0.19423036020088266, 0.18450638712213585, -0.34642836737398, -0.22076271798877306, 0.002745603421353217, -0.17134803087188732, -0.3304860748309634, 0.13784592112305666, -0.039121849272318474, -0.4048235381994366, 0.07572118817972225, 0.07871321926629853, -0.23972353809239907, -0.19542064609602172, -0.46997432259735095, -0.4338396563609768, 0.15340912509502988, -0.14048042899064106, -0.3401073855015941, 0.21520676055989757, -0.45259815709931345, -0.4627816269359661, -0.3577414994554933, -0.1872063343504724, -0.199482491346369, 0.12392007973664192, -0.4729287582597518, -0.3828673863627417, -0.2101033873736975, -0.21753271160767265, 0.09537078569088063, -0.42851398055424844, -0.32810839254397595, -0.35772625966190513, -0.43842272995510995, -0.4442980458668372, -0.30689759290786317, -0.31307977102641166, -0.40388369213302394, -0.20062892139819746, -0.4669176304810975, -0.11659442493616791, 0.1249027431031775, -0.1764507326384163, -0.286289507383513, -0.4192242557342439, 0.020699496427180934, 0.13124582499102644, -0.15514763904461712, -0.19007499378831616, -0.2246114071545468, 0.028795161615849697, -0.48977926048346176, -0.28124336331713523, -0.20064798039208662, 0.06114777094093657, -0.4322474490937075, -0.34117057056398936, -0.45411334453105795, -0.30501646061526794, -0.23691903537299216, -0.40721709610234186, -0.47036677031555596, -0.3852469166206955, -0.27384552919791383, -0.20056752700209335, -0.26824989101250996, 0.04998581625577978, -0.33468593867926516, 0.05269222840451264, -0.4092500951565678, 0.08763514323973921, -0.18941589846995713, 0.0935592113864243, -0.4622831123962893, -0.32643044039534347, -0.4005726887067397], 'char_orbit_index': 2, 'conrey_index': 49, 'dual_conrey_index': 49, 'dual_embedding_index': 7, 'dual_embedding_m': 7, 'embedding_index': 2, 'embedding_m': 2, 'embedding_root_imag': -38.86671256949734, 'embedding_root_real': 0.0, 'hecke_orbit': 7, 'hecke_orbit_code': 27021666718580811, 'label': '75.14.b.g.49.2', 'level': 75, 'weight': 14}
• 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': 14700, 'analytic_conductor': 80.42319671393453, 'char_conductor': 5, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [75, 2, [26, 52], [2, 1]], 'conrey_index': 49, 'cusp_dim': 124, 'dim': 40, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 68954357835, 'hecke_orbit_dims': [2, 2, 4, 4, 4, 6, 8, 10], 'label': '75.14.b', 'level': 75, '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': [3, 5], 'level_radical': 15, 'mf_dim': 136, 'mf_new_dim': 40, 'num_forms': 8, 'prim_orbit_index': 2, 'relative_dim': 40, 'sturm_bound': 140, 'trace_bound': 4, 'trace_display': [0, 0, 0, 0], 'traces': [40, 0, 0, -188780, 0, 247860, 0, 0, -21257640, 0, 11037820, 0, 0, 135797100, 0, 651351860, 0, 0, -410369230, 0, 276196230, 0, 0, -4040220060, 0, 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-62572837787506973260, 0, 0, 3315132975386500120, 0, -9660836087196216480, 0, 0, -49477803641734221990, 0, -151643170304136741040, 0, 0, -432918148000924714520, 0, 212445433439334872920, 0, 0, 159595162421269739060, 0, 158284807451436127140, 0, 0, 5395045074114007440, 0, -1895854453380131440, 0, 0, 117069083393964340500, 0, 43156665345748077290, 0, 0, 320556666877016158600, 0, -107908084924197146280, 0, 0, -58315746503064734820, 0, -23375666643186815700, 0, 0, 70143570458820416980, 0, 379007734590282789560, 0, 0, -128635666787853009840, 0, -2710012740133760370, 0, 0, 52741103861390753880, 0, -135831214768699641760, 0, 0, 155217163367675815860, 0, -175655044051545760030, 0, 0, -426456419334595716000, 0, -87153162857860016160, 0, 0, 543355593159626640, 0], 'weight': 14, 'weight_parity': 1}
• mf_twists_cc •

  Column	Type
  conductor	integer
  degree	integer
  order	integer
  parity	smallint
  source_conrey_index	integer
  source_dim	integer
  source_embedding_index	integer
  source_hecke_orbit_code	bigint
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_conrey_index	integer
  target_dim	integer
  target_embedding_index	integer
  target_hecke_orbit_code	bigint
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_conrey_index	integer
  weight	smallint

  
  
  • id: 45722327
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 49, 'source_dim': 8, 'source_embedding_index': 2, 'source_hecke_orbit_code': 27021666718580811, 'source_is_minimal': False, 'source_label': '75.14.b.g.49.2', 'source_level': 75, 'target_conrey_index': 49, 'target_dim': 8, 'target_embedding_index': 2, 'target_hecke_orbit_code': 27021666718580811, 'target_is_minimal': False, 'target_label': '75.14.b.g.49.2', 'target_level': 75, 'twist_class_label': '75.14.a.g.1.4', 'twist_class_level': 75, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 14}
  • id: 45722328
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 49, 'source_dim': 8, 'source_embedding_index': 2, 'source_hecke_orbit_code': 27021666718580811, 'source_is_minimal': False, 'source_label': '75.14.b.g.49.2', 'source_level': 75, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 4, 'target_hecke_orbit_code': 27021597999104075, 'target_is_minimal': True, 'target_label': '75.14.a.g.1.4', 'target_level': 75, 'twist_class_label': '75.14.a.g.1.4', 'twist_class_level': 75, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 14}
  • id: 45722329
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 49, 'source_dim': 8, 'source_embedding_index': 2, 'source_hecke_orbit_code': 27021666718580811, 'source_is_minimal': False, 'source_label': '75.14.b.g.49.2', 'source_level': 75, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 31525197626474571, 'target_is_minimal': True, 'target_label': '75.14.a.h.1.1', 'target_level': 75, 'twist_class_label': '75.14.a.g.1.4', 'twist_class_level': 75, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 14}
  • id: 45722330
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 49, 'source_dim': 8, 'source_embedding_index': 2, 'source_hecke_orbit_code': 27021666718580811, 'source_is_minimal': False, 'source_label': '75.14.b.g.49.2', 'source_level': 75, 'target_conrey_index': 49, 'target_dim': 8, 'target_embedding_index': 7, 'target_hecke_orbit_code': 27021666718580811, 'target_is_minimal': False, 'target_label': '75.14.b.g.49.7', 'target_level': 75, 'twist_class_label': '75.14.a.g.1.4', 'twist_class_level': 75, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 14}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 236575
    {'charpoly_factorization': [[[6564639672631296, 0, 5006079201280, 0, 905660928, 0, 53520, 0, 1], 1]], 'hecke_orbit_code': 27021666718580811, 'p': 2}
  • id: 236576
    {'charpoly_factorization': [[[531441, 0, 1], 4]], 'hecke_orbit_code': 27021666718580811, 'p': 3}
  • id: 236577
    {'charpoly_factorization': [[[0, 1], 8]], 'hecke_orbit_code': 27021666718580811, 'p': 5}
  • id: 236578
    {'charpoly_factorization': [[[5516326929002257680464832721009482445430625, 0, 737346659272973174881490122462500, 0, 29526688387295283493926, 0, 403292456548, 0, 1], 1]], 'hecke_orbit_code': 27021666718580811, 'p': 7}
  • id: 236579
    {'charpoly_factorization': [[[-897530704805697445025136, -2092732336217808032, 6144568621688, 5874104, 1], 2]], 'hecke_orbit_code': 27021666718580811, 'p': 11}
  • id: 236580
    {'charpoly_factorization': [[[18052944262713295078653081492732924698563617207044639990881, 0, 351905493812320699717436756042382561920474020, 0, 1499920626218369476924600660518, 0, 2177393148324580, 0, 1], 1]], 'hecke_orbit_code': 27021666718580811, 'p': 13}
  • id: 236581
    {'charpoly_factorization': [[[1349998601602328840273176620308929456280949251003222754457334016, 0, 1044366041933497915586926374948434573077217694976, 0, 272123002868834443413908493953376, 0, 28592345621858256, 0, 1], 1]], 'hecke_orbit_code': 27021666718580811, 'p': 17}
  • id: 236582
    {'charpoly_factorization': [[[8998126340330965219013424181025, 3005175302917703479268740, -19861527454788954, -203930812, 1], 2]], 'hecke_orbit_code': 27021666718580811, 'p': 19}
  • id: 236583
    {'charpoly_factorization': [[[34449472628911491512120823057773092489555718202972141362508615495840000, 0, 460320401301370693441708533571036913393375384528160000, 0, 1757319980278828888913109695624398176, 0, 2397536553528019152, 0, 1], 1]], 'hecke_orbit_code': 27021666718580811, 'p': 23}
  • id: 236584
    {'charpoly_factorization': [[[-83552948909393839123219454898057222000, 33643558115918172009362942560, 14798053702115268344, -8505376264, 1], 2]], 'hecke_orbit_code': 27021666718580811, 'p': 29}
  • id: 236585
    {'charpoly_factorization': [[[-35550793353580747598686759826134179375, -85643103472305371601120650700, -32002823327697149706, 2055088276, 1], 2]], 'hecke_orbit_code': 27021666718580811, 'p': 31}
  • id: 236586
    {'charpoly_factorization': [[[1054606626347063368191577295289187508388882548952074414057213315836239859360000, 0, 363370484348074898593209376662112134226616299358750903507200, 0, 34480467317412918580219661328025026147936, 0, 744099181469432326288, 0, 1], 1]], 'hecke_orbit_code': 27021666718580811, 'p': 37}
  • id: 236587
    {'charpoly_factorization': [[[-229929551006751478074758744230524915609600, 34470025231885542026671954572800, -789867423473735118016, -33629458544, 1], 2]], 'hecke_orbit_code': 27021666718580811, 'p': 41}
  • id: 236588
    {'charpoly_factorization': [[[369135821599503944111368020974308100042066180812842053429439482840701577844607948321, 0, 2307660079491473413053261406883552500035682825331093009376478564, 0, 4820865671094161472845827717375261069400166, 0, 3950905443062675269924, 0, 1], 1]], 'hecke_orbit_code': 27021666718580811, 'p': 43}
  • id: 236589
    {'charpoly_factorization': [[[1962762128005715850531629696381478103426154306281639489153721047108196792158417425981696, 0, 1778648610312483296287558228445830700110061043603915029213094267136, 0, 412367679692115851444747664745387750216850016, 0, 35584204000522461541776, 0, 1], 1]], 'hecke_orbit_code': 27021666718580811, 'p': 47}
  • id: 236590
    {'charpoly_factorization': [[[25767187564131420703008751838645104740465080317129309648870021696691108281918464000000, 0, 369884180424229678934880128500276824768140343640401548254613094400, 0, 422018952620126459370795917588396266188903936, 0, 60609021420705113896512, 0, 1], 1]], 'hecke_orbit_code': 27021666718580811, 'p': 53}
  • id: 236591
    {'charpoly_factorization': [[[10996099614469015295328937233464671465337379600, -52548506205884242581099240615176800, -220264699500245828210344, 361880587432, 1], 2]], 'hecke_orbit_code': 27021666718580811, 'p': 59}
  • id: 236592
    {'charpoly_factorization': [[[-16961662042609963682881897315142330393877199, -904528318275886895489149006347340, 16147725754817202514902, 360973874260, 1], 2]], 'hecke_orbit_code': 27021666718580811, 'p': 61}
  • id: 236593
    {'charpoly_factorization': [[[1355417993179777975105874191465702724676509473112169633113043452065688815651502426292383973441, 0, 136222892181788079781799687675634771346908413853984253110315689927127876, 0, 1216536370611737363426381866119202953618381673926, 0, 2171657934054066359554756, 0, 1], 1]], 'hecke_orbit_code': 27021666718580811, 'p': 67}
  • id: 236594
    {'charpoly_factorization': [[[38385995787720797201796447541410394390375550976, 1243560862993542823383456158253475328, 4343100655638023657562944, 3883894237072, 1], 2]], 'hecke_orbit_code': 27021666718580811, 'p': 71}
  • id: 236595
    {'charpoly_factorization': [[[1966597755640891165412989388206925930463712900370367137065820281081378538151387234929247076000000, 0, 35374059300694150691013062001148887376550952228210003001003991521126201600, 0, 36262383689979426027058985915328453080151894474336, 0, 10854502655751872997396112, 0, 1], 1]], 'hecke_orbit_code': 27021666718580811, 'p': 73}
  • id: 236596
    {'charpoly_factorization': [[[-2771595051817960706614178417746713794691970560000, -1062249529937961377220594342306048000, 9771918962085784655932800, -6040507323040, 1], 2]], 'hecke_orbit_code': 27021666718580811, 'p': 79}
  • id: 236597
    {'charpoly_factorization': [[[57595260480856782432334351344427694102312746980500458090667579585960226863931896995225080367575818496, 0, 18200903232939914948526178934141660636969082203312120762229015005710822713600, 0, 1782252045730856835082566851791175918337164553196128, 0, 70815793939964936224448400, 0, 1], 1]], 'hecke_orbit_code': 27021666718580811, 'p': 83}
  • id: 236598
    {'charpoly_factorization': [[[777740324779275591233641097786361348832893783244800, 116332053519604589151427153148002467840, -52008088791629221349059584, -4255523514432, 1], 2]], 'hecke_orbit_code': 27021666718580811, 'p': 89}
  • id: 236599
    {'charpoly_factorization': [[[47731715914301372909538089177348137456312480807687056729311762354810457253639234488581231386679539129921, 0, 3109174197681116886816499887703974372694922587273923332793379855804922051466436, 0, 61916417869858339817063374976486624722396653912903366, 0, 447080429360910653757790276, 0, 1], 1]], 'hecke_orbit_code': 27021666718580811, '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': 2, 'hecke_orbit': 7, 'label': '75.14.b.g', 'level': 75, 'portrait': 'data:image/png;base64,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', 'weight': 14}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 47130901
    {'hecke_orbit_code': 27021666718580811, 'n': 1, 'trace_an': 8}
  • id: 47130902
    {'hecke_orbit_code': 27021666718580811, 'n': 2, 'trace_an': 0}
  • id: 47130903
    {'hecke_orbit_code': 27021666718580811, 'n': 3, 'trace_an': 0}
  • id: 47130904
    {'hecke_orbit_code': 27021666718580811, 'n': 4, 'trace_an': -41504}
  • id: 47130905
    {'hecke_orbit_code': 27021666718580811, 'n': 5, 'trace_an': 0}
  • id: 47130906
    {'hecke_orbit_code': 27021666718580811, 'n': 6, 'trace_an': 75816}
  • id: 47130907
    {'hecke_orbit_code': 27021666718580811, 'n': 7, 'trace_an': 0}
  • id: 47130908
    {'hecke_orbit_code': 27021666718580811, 'n': 8, 'trace_an': 0}
  • id: 47130909
    {'hecke_orbit_code': 27021666718580811, 'n': 9, 'trace_an': -4251528}
  • id: 47130910
    {'hecke_orbit_code': 27021666718580811, 'n': 10, 'trace_an': 0}
  • id: 47130911
    {'hecke_orbit_code': 27021666718580811, 'n': 11, 'trace_an': -11748208}
  • id: 47130912
    {'hecke_orbit_code': 27021666718580811, 'n': 12, 'trace_an': 0}
  • id: 47130913
    {'hecke_orbit_code': 27021666718580811, 'n': 13, 'trace_an': 0}
  • id: 47130914
    {'hecke_orbit_code': 27021666718580811, 'n': 14, 'trace_an': 128644584}
  • id: 47130915
    {'hecke_orbit_code': 27021666718580811, 'n': 15, 'trace_an': 0}
  • id: 47130916
    {'hecke_orbit_code': 27021666718580811, 'n': 16, 'trace_an': 12392960}
  • id: 47130917
    {'hecke_orbit_code': 27021666718580811, 'n': 17, 'trace_an': 0}
  • id: 47130918
    {'hecke_orbit_code': 27021666718580811, 'n': 18, 'trace_an': 0}
  • id: 47130919
    {'hecke_orbit_code': 27021666718580811, 'n': 19, 'trace_an': 407861624}
  • id: 47130920
    {'hecke_orbit_code': 27021666718580811, 'n': 20, 'trace_an': 0}
  • id: 47130921
    {'hecke_orbit_code': 27021666718580811, 'n': 21, 'trace_an': -435936168}
  • id: 47130922
    {'hecke_orbit_code': 27021666718580811, 'n': 22, 'trace_an': 0}
  • id: 47130923
    {'hecke_orbit_code': 27021666718580811, 'n': 23, 'trace_an': 0}
  • id: 47130924
    {'hecke_orbit_code': 27021666718580811, 'n': 24, 'trace_an': -618098688}
  • id: 47130925
    {'hecke_orbit_code': 27021666718580811, 'n': 25, 'trace_an': 0}
  • id: 47130926
    {'hecke_orbit_code': 27021666718580811, 'n': 26, 'trace_an': -7083351544}
  • id: 47130927
    {'hecke_orbit_code': 27021666718580811, 'n': 27, 'trace_an': 0}
  • id: 47130928
    {'hecke_orbit_code': 27021666718580811, 'n': 28, 'trace_an': 0}
  • id: 47130929
    {'hecke_orbit_code': 27021666718580811, 'n': 29, 'trace_an': 17010752528}
  • id: 47130930
    {'hecke_orbit_code': 27021666718580811, 'n': 30, 'trace_an': 0}
  • id: 47130931
    {'hecke_orbit_code': 27021666718580811, 'n': 31, 'trace_an': -4110176552}
  • id: 47130932
    {'hecke_orbit_code': 27021666718580811, 'n': 32, 'trace_an': 0}
  • id: 47130933
    {'hecke_orbit_code': 27021666718580811, 'n': 33, 'trace_an': 0}
  • id: 47130934
    {'hecke_orbit_code': 27021666718580811, 'n': 34, 'trace_an': 11940660912}
  • id: 47130935
    {'hecke_orbit_code': 27021666718580811, 'n': 35, 'trace_an': 0}
  • id: 47130936
    {'hecke_orbit_code': 27021666718580811, 'n': 36, 'trace_an': 22056927264}
  • id: 47130937
    {'hecke_orbit_code': 27021666718580811, 'n': 37, 'trace_an': 0}
  • id: 47130938
    {'hecke_orbit_code': 27021666718580811, 'n': 38, 'trace_an': 0}
  • id: 47130939
    {'hecke_orbit_code': 27021666718580811, 'n': 39, 'trace_an': 46721569176}
  • id: 47130940
    {'hecke_orbit_code': 27021666718580811, 'n': 40, 'trace_an': 0}
  • id: 47130941
    {'hecke_orbit_code': 27021666718580811, 'n': 41, 'trace_an': 67258917088}
  • id: 47130942
    {'hecke_orbit_code': 27021666718580811, 'n': 42, 'trace_an': 0}
  • id: 47130943
    {'hecke_orbit_code': 27021666718580811, 'n': 43, 'trace_an': 0}
  • id: 47130944
    {'hecke_orbit_code': 27021666718580811, 'n': 44, 'trace_an': 14163760448}
  • id: 47130945
    {'hecke_orbit_code': 27021666718580811, 'n': 45, 'trace_an': 0}
  • id: 47130946
    {'hecke_orbit_code': 27021666718580811, 'n': 46, 'trace_an': 271062871248}
  • id: 47130947
    {'hecke_orbit_code': 27021666718580811, 'n': 47, 'trace_an': 0}
  • id: 47130948
    {'hecke_orbit_code': 27021666718580811, 'n': 48, 'trace_an': 0}
  • id: 47130949
    {'hecke_orbit_code': 27021666718580811, 'n': 49, 'trace_an': -31472829840}
  • id: 47130950
    {'hecke_orbit_code': 27021666718580811, 'n': 50, 'trace_an': 0}
  • id: 47130951
    {'hecke_orbit_code': 27021666718580811, 'n': 51, 'trace_an': 98282858544}
  • id: 47130952
    {'hecke_orbit_code': 27021666718580811, 'n': 52, 'trace_an': 0}
  • id: 47130953
    {'hecke_orbit_code': 27021666718580811, 'n': 53, 'trace_an': 0}
  • id: 47130954
    {'hecke_orbit_code': 27021666718580811, 'n': 54, 'trace_an': -40291730856}
  • id: 47130955
    {'hecke_orbit_code': 27021666718580811, 'n': 55, 'trace_an': 0}
  • id: 47130956
    {'hecke_orbit_code': 27021666718580811, 'n': 56, 'trace_an': -1219622814720}
  • id: 47130957
    {'hecke_orbit_code': 27021666718580811, 'n': 57, 'trace_an': 0}
  • id: 47130958
    {'hecke_orbit_code': 27021666718580811, 'n': 58, 'trace_an': 0}
  • id: 47130959
    {'hecke_orbit_code': 27021666718580811, 'n': 59, 'trace_an': -723761174864}
  • id: 47130960
    {'hecke_orbit_code': 27021666718580811, 'n': 60, 'trace_an': 0}
  • id: 47130961
    {'hecke_orbit_code': 27021666718580811, 'n': 61, 'trace_an': -721947748520}
  • id: 47130962
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  • id: 47131150
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  • id: 47131151
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  • id: 47131152
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  • id: 47131153
    {'hecke_orbit_code': 27021666718580811, 'n': 967, 'trace_an': 0}
  • id: 47131154
    {'hecke_orbit_code': 27021666718580811, 'n': 971, 'trace_an': -119081513383144992912}
  • id: 47131155
    {'hecke_orbit_code': 27021666718580811, 'n': 977, 'trace_an': 0}
  • id: 47131156
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  • id: 47131157
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  • id: 47131158
    {'hecke_orbit_code': 27021666718580811, 'n': 997, 'trace_an': 0}