Newform data - 41.12.a.a

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• mf_newforms •

  Column	Type
  Nk2	integer
  analytic_conductor	double precision
  analytic_rank	smallint
  analytic_rank_proved	boolean
  artin_degree	integer
  artin_field	numeric[]
  artin_field_label	text
  artin_image	text
  atkin_lehner_eigenvals	integer[]
  atkin_lehner_string	text
  char_conductor	integer
  char_degree	integer
  char_is_minimal	boolean
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  cm_discs	integer[]
  conrey_index	integer
  conrey_indexes	integer[]
  dim	integer
  embedded_related_objects	text[]
  field_disc	numeric
  field_disc_factorization	numeric[]
  field_poly	numeric[]
  field_poly_is_cyclotomic	boolean
  field_poly_is_real_cyclotomic	boolean
  field_poly_root_of_unity	integer
  fricke_eigenval	smallint
  has_non_self_twist	smallint
  hecke_cutters	jsonb
  hecke_orbit	integer
  hecke_orbit_code	bigint
  hecke_ring_generator_nbound	integer
  hecke_ring_index	numeric
  hecke_ring_index_factorization	numeric[]
  hecke_ring_index_proved	boolean
  inner_twist_count	integer
  inner_twists	integer[]
  is_cm	boolean
  is_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  minimal_twist	text
  nf_label	text
  prim_orbit_index	smallint
  projective_field	numeric[]
  projective_field_label	text
  projective_image	text
  projective_image_type	text
  qexp_display	text
  related_objects	text[]
  relative_dim	integer
  rm_discs	integer[]
  sato_tate_group	text
  self_twist_discs	integer[]
  self_twist_type	smallint
  space_label	text
  trace_display	numeric[]
  trace_hash	bigint
  trace_moments	numeric[]
  trace_zratio	numeric
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'Nk2': 5904, 'analytic_conductor': 31.502070402943144, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[41, -1]], 'atkin_lehner_string': '-', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [41, 1, [6], [1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 16, 'field_poly': [1505823571529486523548772, 2730444604038756827754428, -423772965407378010138968, -9491487500136134990959, 2086916929767680919453, 14611041561982637102, -3418226388308715926, -13246337520368409, 2605976341612395, 6344973355152, -1040129054956, -1503772881, 221738291, 166886, -23750, -7, 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': [[2, [3805101821770612944666624, 1862824352462280868233216, -439631294333590325166080, -1066391172386867642368, 2108418118936815493120, -6030018345505327104, -3437669352367717760, 7704756343230016, 2616137075693280, -4090170526448, -1042011886808, 1161453532, 221745194, -165789, -23735, 9, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 201326633, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 14155776, 'hecke_ring_index_factorization': [[2, 19], [3, 3]], 'hecke_ring_index_proved': False, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_polredabs': False, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '41.12.a.a', 'level': 41, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [41], 'level_radical': 41, 'minimal_twist': '41.12.a.a', 'prim_orbit_index': 1, 'qexp_display': 'q+(-1+\\beta _{1})q^{2}+(-29-\\beta _{1}-\\beta _{3}+\\cdots)q^{3}+\\cdots', 'related_objects': [], 'relative_dim': 16, 'rm_discs': [], 'sato_tate_group': '11.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '41.12.a', 'trace_display': [-9, -476, -2740, -100906], 'trace_hash': 2173645088047383122, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '12.917', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '482.483', 'prec': 24}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '28809.306', 'prec': 30}], 'trace_zratio': 0, 'traces': [16, -9, -476, 14783, -2740, -42282, -100906, -107343, 698568, -212978, -1326970, -5123212, -1662068, -6014620, -7259754, 16403491, -436940, 43329891, -32655256, 59964226, 19205088, -29277836, -63527564, -204622350, 48881952, -182683878, -79394606, -560061246, -193097864, -739848154, -631770864, -455815523, -733151196, -1507728102, -1659088186, -1247660417, -1701770312, -2573543794, -1695025900, 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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

  
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• mf_newspaces •

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

  
  {'AL_dims': [[[[41, -1]], 16, 1], [[[41, 1]], 20, 1]], 'ALdims': [20, 16], 'Nk2': 5904, 'analytic_conductor': 31.502070402943144, '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': [41, 1, [6], [1]], 'conrey_index': 1, 'cusp_dim': 38, 'dim': 36, 'eis_dim': 2, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 201326633, 'hecke_orbit_dims': [16, 20], 'label': '41.12.a', 'level': 41, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [41], 'level_radical': 41, 'mf_dim': 40, 'mf_new_dim': 36, 'num_forms': 2, 'plus_dim': 20, 'prim_orbit_index': 1, 'relative_dim': 36, 'sturm_bound': 42, 'trace_bound': 1, 'trace_display': [46, 20, 7020, 33486], 'traces': [36, 46, 20, 41854, 7020, -37908, 33486, -18078, 2105724, 374044, -1009306, 636114, 3046244, -1597428, -3208418, 42323126, -12096076, -9611858, 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116054940815910680680, -74782715573973617516, -157999660042128418332, -105521459535103251844, 141898409283228439228], 'weight': 12, 'weight_parity': 1}
• mf_twists_nf •

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

  
  {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 16, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '41.12.a.a', 'source_level': 41, 'target_char_orbit': 1, 'target_dim': 16, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '41.12.a.a', 'target_level': 41, 'twist_class_label': '41.12.a.a', 'twist_class_level': 41, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 12}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 142550
    {'charpoly_factorization': [[[3805101821770612944666624, 1862824352462280868233216, -439631294333590325166080, -1066391172386867642368, 2108418118936815493120, -6030018345505327104, -3437669352367717760, 7704756343230016, 2616137075693280, -4090170526448, -1042011886808, 1161453532, 221745194, -165789, -23735, 9, 1], 1]], 'hecke_orbit_code': 201326633, 'p': 2}
  • id: 142551
    {'charpoly_factorization': [[[2383205885724709698159622661599300914240, 17579237383889137119216468403568173536, -2863630540437109779951762337862042112, 22918867868140471038100779420297696, 187639028944322195241632848024368, -975352662839347091092473106464, -4555026881885085792441754896, 15310477043387704178313408, 52987328563105464612048, -114597848696788050984, -323344145562645168, 426584027112840, 1044914981472, -740180414, -1653172, 476, 1], 1]], 'hecke_orbit_code': 201326633, 'p': 3}
  • id: 142552
    {'charpoly_factorization': [[[-2641555465536327705736126550079298518460957767500000000000, 640267726710002856842124034121365086226774250000000000, 21784957155180234096520443014034200832037200000000000, -33906704783684235359390214639142127531220000000000, 11716403895379732944840829789200523154500000000, 3879888569990745101181382307867981000000000, -2242042966864342507219216194752520000000, -107311661884209465146711280090000000, 142588642083232445262060317200000, -1586059496422929153445200000, -4194330325307705909500000, 92100927178748328800, 61240214687484040, -945112840332, -411312176, 2740, 1], 1]], 'hecke_orbit_code': 201326633, 'p': 5}
  • id: 142553
    {'charpoly_factorization': [[[21670317785498696345688905900491704307008641223578341089449926203470656, 3034565659275262161106707455032091145368863871556570857865136953248, -2246912005817787153045869120679454946316507268375488397925384000, 119082464150427562809968291038826898825707123141771163059648, 20421330447328187568429590158024224491442952150824887408, -1316422662805724718046924218461079051833878511645312, -68132871427582063311770519421425832737419058640, 4448788086516774472474985002888947749232192, 100561998903039911620841031099958568752, -6034218891589033616563999347626584, -81379765546506596471384006704, 3655891575951832460764352, 37866782562605727824, -997371605592130, -9592986472, 100906, 1], 1]], 'hecke_orbit_code': 201326633, 'p': 7}
  • id: 142554
    {'charpoly_factorization': [[[-4204463249114886249332543899654179530551873225294652393676044523444397894751548536000, -170360873455364090903107098718189800999001654043953726821765754652714357508365600, 7245755432177580248067219018900584582629438866158343733357831301877608641920, 351547366875219096737456916633991671558851507009845754283458546998558208, -101740518787335259738954778347622142982705097517952326268845543376, -108983024742896680639868595538834450810875771230919777443465792, -405193205591068792775727208902885063172389612448091222160, 6442879148527292351304860493000573304393076469726976, 3944612603854450968587239572884193966984576976, -88524454084059618025651926110137939019368, -20283971660305730760864395752746944, 506578956535996397955345353456, 161451507324536642580160, -1334429254108054854, -713146667948, 1326970, 1], 1]], 'hecke_orbit_code': 201326633, 'p': 11}
  • id: 142555
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  • id: 142569
    {'charpoly_factorization': [[[-1469612551416442337148082425556375040316916393442523289153713428995670272998476285572811221660970929491102654188889115833242982605525586494421719808817825382592, 2939380849543616096933941662398357110841865010056472455361569275953414420609394280029603583560141386832471939501967823912019660295726033149871069884064, 3069677612804864250556865151355743199780389439877762999615775434557762675733385941804865036714432298717989904541401660781347374630736733241600, -708196974778133435191287054166620015983001470320963514764463451450408998317158459708269970789358099430572034394615583181739679885024, -217942116119770445588134817851652933100659060988403097282383202906138890040830383938940920368695966996560373937066527839312, 53530668393109439112660211980746814698051080415976488014497480555972446083394643730722650997005559533676117093280, 2254654086734725510544464527367067643901524680754965254340286230981169919375791675926380324707475279472, -1114771813179930482799258380421651393928442450101158545280538781157060021797916071264294424128, 31389573485077166076922813342553492640265479336769993967401929751285502430976289968, 7191195828526300716167579997508429024804215155031842413950321559640758792, -355576481800981689836613323089271909988800113740205221502183440, -19912963519855949592213408914781356885267168948547080, 1246672203119646581353173930862612527265456, 24488059827814218099478324112566, -1851802109024868829516, -10660672756, 1], 1]], 'hecke_orbit_code': 201326633, 'p': 71}
  • id: 142570
    {'charpoly_factorization': [[[5141723115901221897895650886970129021324313634423001647512671664687443374585597592792724904032334578511879780868351763389630231686047458527465408557816658827536384, 1696248918957222173432674111162497826703162884126700466808208204800003296093051425476428869265336396601475296417973507621416089988863299993262224152226816, -172196697373413808507768618028622729220895998334867555938694803003994987761077550794499576522378329619796537067322326089599570053556004455854080, -81024466810284441027071527670717587932133675142162130344044623252558375774261480701642209795715268226970470147769734746929998960294912, 2176621982097330709614836167179264257470205655732564931421158125555329485616048129306021619996189450748295058891069444534528, 1364193910769525868366517011566360627061308895624125480146194777114465871452178646020613055227612443651847725176320, -26635610080079492561108314349918920567771972181210042417345982183977898878298939296647591388766632263680, -10151969550292449911405046018516948514788584868018440632145725390056188500799886813709602461056, 211839601556316590685006599698853874383943400712606599476511523975038006064267492480, 38848901151149803036660302854887576596696913430125321912851129760892901504, -902398900736116135928869071917957908451291529358147263531986272, -79875423879669016612171159282192078554061835445092512, 2029615097410727622749748035606395725126408, 83697291860362211848278188687324, -2277737371525336013152, -34926107776, 1], 1]], 'hecke_orbit_code': 201326633, 'p': 73}
  • id: 142571
    {'charpoly_factorization': [[[-19636281751449296529794293778809167008238004101213064233981914434222218225602906636127207699909477008063157155021053629498101069870645339181239855821917044372402425280, -393903332498987305305252636223523821293135384823722005095087194624869550055841946326380616627937902255091999133752221511148670136625047172234055094450816864, 868874356903426849140153022006450950714843819593226643217813754756549906079864566948399801412684394175864458450684434554660868145623983325808510912, -9276255079470074279772372612862051358262169363000305982294111826319593245188824089659080224748270167965517267327775347087896746667593248, -8006560420147123719017414675962525502225782340223108088995708535908641255498294797283582816103941924383550707011714717011362832, -31539574134448898254731509702710404820810089514122783312596969467608797761276791593993076127492775794031897355454496, 30518550162804768509186469256028937160345654873673255751698104684454776179728111599339542454484092851449008, 538708957615453044799644764877512071544148462402917668682082247357229938015473803173093748918400, -50963155270070805248590989978148125948628334910080317121721146764159884811199355979536, -1438639638496405956759599265585357134051809298794235906964240685864741140888, 34973434017909305397486076996779481763442870019788546549511631168, 1471400776835382187819134119665941317141963008473360968, -5536446908409055038704105945078932209038416, -647307358075238159204098982137546, -3278574398252338437464, 103021822920, 1], 1]], 'hecke_orbit_code': 201326633, 'p': 79}
  • id: 142572
    {'charpoly_factorization': [[[13525643682474410397369433205315523507073276458838902899507091997826659840277645451360657069131990392941924999650197062754545713985454018653283177571778656720650240, 10794293122825129690891790218270636552153205491995366286035515874671439077828798649099897529951440804677438007631003951725038715107551349644481613405356032, -4927206843776744130443420957202431839958005488191597821239109790600200622830162068094759295881557725938196801272376762269645338906139127703404544, -2018825945727680191847136047483770334637174157507996890810298437875161450413610864287530448940968600338567246567695607436309951892422656, -47099513614271419083516084389149404365048735900265121371771710518773428396429986289969947374439135548797939237879856335159296, 27872273396087643308042477056714276664388189644314128597776702262374896234498970661221025708413367803581885673635840, 826951420834935311075260309431421420636266039140902837199059347124914565142378008439887807834140511830016, -163618615711360915835930515091161093731973851770158195670524332621114022885715604682114687041536, -2813480774466298934380092843667527700664134736445887376786174758219643718354214060032, 471148280708323771237112027154862789914176325994598115882302100224016056320, 1576881026794933003455475818807242178311624619696090045720608768, -628634228766581987539287654190104164373703024364191744, 3442833071946923187819674546514861691753984, 366225551007198791211707047663232, -3898964317602047901440, -73563843044, 1], 1]], 'hecke_orbit_code': 201326633, 'p': 83}
  • id: 142573
    {'charpoly_factorization': [[[189023983135957315315708497592293829603578277941349967807072441697664601788472320937254422120155715045052200751898654756119988808658443525201374978783731811468048793600, 138192619367559464356330181417768465334722531557634268611130909872143581017030208095801013819721004805613502654572549956120168967313841974330436915480128716800, 25314128503826473822911965241446085672015020670238160629788838015157649536106919736896548199017421044827464015880023482899206526293170397742532296704, 544918291272494345747360678505005931051605523042633705093475461905252049317415442792045979957429702318167107023597090110365491974196609024, -239347139060815078440458503003590576893246370869411148123210861854729054639213037941734409961864537433554831032301409751745748992, -18239150716342891342559258036984460308069728903499605014678435801427477468715777504745381552693891388270738864048926720, 168455238150140691736613502536247119331931964338277098123690993627524023946600787105986240926446608443336704, 49515689111677461709448969582976231877023431223683986083309072833840336093889628749010579303713792, 810367658507316133539279675687886808228397625973886528141082920331588495871289508337664, -30681160181905424838915486011670569060717960755159401699403334967569100762368, -668960555755776019561546460542551753575869746054221781280583008384, 7736700436550862908528452634791729622100367077949138496, 191339730246541764326115976072991210148792288, -864717919236576639386626747079504, -23136279754129754114376, 36154947556, 1], 1]], 'hecke_orbit_code': 201326633, 'p': 89}
  • id: 142574
    {'charpoly_factorization': [[[1436071377401595352098564185731150410981747817951534502267221392116371232014195997212447460250644123393080007800591753315978003152855129361214667129935500776589271085926645760, 15974073680700943468346044705213167906887796740938147582746821098866271671991388424753167289044718207360612468800633837304998850880139669600957769520890722806923264, -3943561481816043257364306235740108774043712924640408484632145356381664793666296592138283196528665962558804059972217207564940305183140585190482194408800256, -57198559190855645990306549767272227750547125737459533158490185723571941769457045316972912410090553048662284910673992503593872718903206321324032, 3052364582201643124287959251518904832488745500683273624018294323771612440918562882794818233773028465811068696765251889165185326956544, 46775869731401151073428653429317990647032095978287342606072028992849821669911515366642960580099621456962858795836534325248, -1048371393069649264191754108716281932275659730285204193513568885327028542231608713787970103730340050380020310016, -15816093758683824235910287143619933478267064031858960330252731220379131841741222580478871419919368192, 192820121757995519149448758744323413464404568928525809192402134243747354697698643498374656, 2645459529399542847242541596058103429481213696200929690962245340404744542193664, -21216042538972553457604595751389247786443313665223501586582378837504, -233467915057619358696427250019641825179227644018417200128, 1447527707063647300085517834823637063281545408, 10482001149545638818761751287768448, -57288423911945956760864, -189461140736, 1], 1]], 'hecke_orbit_code': 201326633, 'p': 97}
• mf_newform_portraits •

  Column	Type
  char_orbit_index	smallint
  hecke_orbit	integer
  label	text
  level	integer
  portrait	text
  weight	smallint

  
  {'char_orbit_index': 1, 'hecke_orbit': 1, 'label': '41.12.a.a', 'level': 41, 'portrait': 'data:image/png;base64,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', 'weight': 12}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 14647000
    {'hecke_orbit_code': 201326633, 'n': 1, 'trace_an': 16}
  • id: 14647001
    {'hecke_orbit_code': 201326633, 'n': 2, 'trace_an': -9}
  • id: 14647002
    {'hecke_orbit_code': 201326633, 'n': 3, 'trace_an': -476}
  • id: 14647003
    {'hecke_orbit_code': 201326633, 'n': 4, 'trace_an': 14783}
  • id: 14647004
    {'hecke_orbit_code': 201326633, 'n': 5, 'trace_an': -2740}
  • id: 14647005
    {'hecke_orbit_code': 201326633, 'n': 6, 'trace_an': -42282}
  • id: 14647006
    {'hecke_orbit_code': 201326633, 'n': 7, 'trace_an': -100906}
  • id: 14647007
    {'hecke_orbit_code': 201326633, 'n': 8, 'trace_an': -107343}
  • id: 14647008
    {'hecke_orbit_code': 201326633, 'n': 9, 'trace_an': 698568}
  • id: 14647009
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