Newform data - 24.29.h.a

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• mf_newforms •

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

  
  {'Nk2': 20184, 'analytic_conductor': 119.20433819558131, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 24, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 8, 'char_orbit_label': 'h', 'char_order': 2, 'char_parity': -1, 'char_values': [24, 2, [7, 13, 17], [2, 1, 1]], 'cm_discs': [-24], 'conrey_index': 5, '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, [11577394034, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 481522876440, '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, 24, 8, -1, 2, -24]], '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': True, 'label': '24.29.h.a', 'level': 24, '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], 'level_radical': 6, 'minimal_twist': '24.29.h.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 8, 'qexp_display': 'q-2^{14}q^{2}-3^{14}q^{3}+2^{28}q^{4}-11577394034q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '28.2.1.d2', 'self_twist_discs': [-24], 'self_twist_type': 1, 'space_label': '24.29.h', 'trace_display': [-16384, -4782969, -11577394034, -193132900798], 'trace_hash': 110285531781982783, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.029', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.994', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.121', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.941', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.426', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.732', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.500', 'prec': 17}, 'traces': [1, -16384, -4782969, 268435456, -11577394034, 78364164096, -193132900798, -4398046511104, 22876792454961, 189684023853056, 720252825193582, -1283918464548864, 0, 3164289446674432, 55374316765406946, 72057594037927936, 0, -374813367582081024, 0, -3107783046808469504, 923748677396909262, -11800622287971647488, 0, 21035720123168587776, 96783149633879652531, 0, -109418989131512359209, -51843718294313893888, -239163927290883595538, -907252805884427403264, 1487053511440341707042, -1180591620717411303424, -3444946935063321704958, 0, 2235975693467879039132, 6140942214464815497216, 0, 0, 0, 50917917438909964353536, 0, -15134698330470961348608, 0, 193341395566127472443392, -264853640485121695102674, 0, 0, -344649238497994142121984, -422686219174089851939997, -1585695123601484227067904, 0, 0, -2493538039018795134031538, 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20702635166376622189048500683322343163982, 0, -23147038162019900497704630865595382006678, 29351626485464468595299033122369422409728, 11689908897211669006652517047835402890882, 0, 11972515182562019788602740026717047105681, -8342465534013649722656976373016409079808, 0, 0, 0, 23745000503379414414863212228501414838272, -23405960592918278608045362820037279019162, 0, 0, 0, 0, 0, 0, -7890276101748431484983675164383106236416, 0, 31281241474834105805106287971236254318592, -61182900216771889220140698279044839284668, 0, 28073651022887405872977539040057564660462, 0, -8772114822998945646222586413089747608996, -54008983307533632062125307860878935261184, 14972088504128766625035382550443746626402, 0, 11616346051126142489587627321176712288962, 0, 48375290218762966988209330820102456917532, 5672687248582720420930252827198165614592, 0, 0, 0, 0, 0, 44016106398852063989612114967420689743872, 0, 0, 0, 0, 0, -24834594913169465967604879497273513345024, 23148163559445531375349640942971190528642, -26385904603699913873588347011944461500416, 0, -41999268175710874530314122860841494642688, 39103293137951278398077997521173967715982, 0, 143921722511316759170367469853690355823302, 54964884374735451155297550964463975268352, 0, 56650464968255848397208524768641640333312, 0, 0, 0, 0, 26169075160891004256166712729398925609442, -30457751986673197739529268949847682056192, 0, 30425048573485630070649486197786948370432, 0, 42875580753620404667462878437512914665472, 0, -73114757766663526559974397140772429692928, 0, -72466939565159466610428011295245397393408, 0, 0, -138077965239218426871329559316748168262948, -32040712774845977309333385695049797337088, 64113937340335342844596324142479011066862, 0, 0, -114261375484397711394932020132216930566144, 0, 0, -31677335011662396408583694202404877135076, 0, 0, 0, -91587412052471367013713561347891045441598, 13858645397963680790963103495572204552192, 0, 99270684906602254209888145693338267058176, 0, 12399147272630339816424592130930842271744, 7684161451720551545474541477760433432622, 0, 0, 0, 0, -90936859398291149267798067217203139739648, 0, 0, 116498838375505613471050258940484657923662, 0, 80034023965595065956509462453753741057282, 103465251201976106957680194360905461399552, -333412814697008555191555935563447539948698, 14644971611730845683509959962302224072704, -51251534636922894436147390324272866436818, 0, 0, 232774026374180473196457057099750061309952, 0, 0, 0, 0, 0, 0, -162711892006268038958616830088211748849778, 104279379512486584373845926237678126006272, 0, 47035358889998100926950724307880280850432, -31341517715946156434505984420092679127917, 0, 0, 0, -179483561739046525258805695432612385861714, 0, -72338738397472596224114702935552000161114, -179678351733747249294690513040231595245568, 0, 0, 0, 0, 0, 0, 0, -199759693107108940517989645044095446417408, 0, 0, 0, 0, 0, 0, 0, 129179141716032988820749999952493979631616, 145285075405277587526683561394487048167812, 262463198590588103635516456767644935094272, -135602396432991430447285583898551177148729, -77094383335683358655354585364819970359296, -277625441379181146669962804474863118975716, 216982144100993324148632264871768997036032, 0, 0, -285904264308499416783869802336260099321118, 0, 133108184533894155648100071786929725905592, 56467831720399568147768907976191353290752, 0, -64903913026905071560516003079640129241088, 263195696012313351079664665494436103313762, -600863111386701152910420729179114798317568, 0, 158428445239178203853704412825140840316928, 0, 0, 256283538758018640436938351121165814048412, -76487087267283721528899103466581031354368, 0, 0, -108480175967035286725548647170525049509436, 0, 376942611246330410718251808685162812258222, -107122927937348744880157406995573802795008, 0, 414130055379983130515175756360293073518592, 755982753329635939502453313128270163463492, 61206259405100946289612423221982907072512, 0, 0, -355649557887771021043223286861717614378596, 594339729235556510642472142684302077853696, 0, 0, 0, 0, 0, -327438901169109580570734757595697048158208, 0, 469794427499663974149568626495174624673792, -72086858034734977516612292374712245412178, 0, 0, 0, 883870695707975648825672073841270868960644, -409743491794523147757441694034459610349568, 0, 0, -74984247655839776846884430132706470447716, 0, -264401483957875672612760467276939839384958, 0, 0, 422911546327622624791947083708680503590912, 0, 178598858440282909311139044677816055496704, 0, -527652904505917504771201589322080602062848, -538182820957447697752025807514461593821918, 282354928537485380097387757027576210522112, 0, -1349133470754540479510137085221993082585088, 0, 0, 0, 401762932115912827422268941468066405711872, 0, 0, -767881280464692661139647018318898005646878, 0, 1718654308985762860155269134298101631982, 0, -850531218887846553598015823875404845274578, 0, 0, 333497120563400991583859644385384508424192, -244658200101887667018055460645689351566588, 0, -314261480524987212620893377117846662594738, 494893484547535706148350313900887645356032, 0, 0, -85131664191806933155292819036411427084798, 0, 0, 934611389598653155604589268831740887334912, 0, 0, 823907038298436563530922671309779441277404, 0, 0, 1071095060499515098796467368159529911975936, 1638364024819505388063632446547368914846723, 0, 1039066100947373954403204164653445617374222, -1161897831929904719235469116994892666503168, 1811392891443674052119930379670297102242332, 0, -743697270468722428295495052516036712340158, -1647306775345466800888062501045342276943872, 0, -2370588944999732198318989105637357284425728, -18064187763219744313699013509593847829138, -671935689421771086167315765985780531462144, 0, -410797258811467236082726590114717294952448, 0, 0, 0, 0, 0, 1313617066068805482303084598140224812351488, 0, -1182318722481774001704283704792415794331648, 0, 0, -1849187511284835997588002989958708211950908, 0, 0, 0, 0, 3125437772959156941600857154116253094182912, 338557341246712348190931256487736402988322, -1755602915164870547173931827704950379511808, 0, 0, 1381888825165515404082744240995088469323932, -1575582721509097640434174624584782932082688, 0, 0, 0, 3031156184004993291391356988676995721199616], 'weight': 29, '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], [-16384], [-4782969], [268435456], [-11577394034], [78364164096], [-193132900798], [-4398046511104], [22876792454961], [189684023853056], [720252825193582], [-1283918464548864], [0], [3164289446674432], [55374316765406946], [72057594037927936], [0], [-374813367582081024], [0], [-3107783046808469504], [923748677396909262], [-11800622287971647488], [0], [21035720123168587776], [96783149633879652531], [0], [-109418989131512359209], [-51843718294313893888], [-239163927290883595538], [-907252805884427403264], [1487053511440341707042], [-1180591620717411303424], [-3444946935063321704958], [0], [2235975693467879039132], [6140942214464815497216], [0], [0], [0], [50917917438909964353536], [0], [-15134698330470961348608], [0], [193341395566127472443392], [-264853640485121695102674], [0], [0], [-344649238497994142121984], [-422686219174089851939997], [-1585695123601484227067904], [0], [0], [-2493538039018795134031538], [1792720717930698493280256], [-8338650761367821141889788], [849407480534038837460992], [0], [3918461784733836829294592], [4628202273695994234168622], [14864429971610458575077376], [0], [-24363884731438558528176128], [-4418261287780417695958878], [19342813113834066795298816], [0], [56442010584077462814031872], [0], [0], [0], [-36634225761777730177138688], [0], [-100613197241791537106386944], [-43980854921531886461068318], [0], [-462910804421207727786544539], [0], [-139104517437591307552278436], [0], [-385455539594119457156247838], [-834239159319100855968333824], [523347633027360537213511521], [0], [1227167273478473553631896142], [247966897446436230735593472], [0], [0], [1143913650150550220066792322], [-3167705424955432508512534528], [0], [4339362045708233852562210816], [0], [0], [-7112530846560299734188967698], [0], [0], [5646733123551136024526585856], [-12497567780595875582388896638], [6925291014948288134184910848], [16477074397052880751841260302], [25980028905086717576280539136]], 'ap': [[-16384], [-4782969], [-11577394034], [-193132900798], [720252825193582], [0], [0], [0], [0], [-239163927290883595538], [1487053511440341707042], [0], [0], [0], [0], [-2493538039018795134031538], [4628202273695994234168622], [0], [0], [0], [-43980854921531886461068318], [-385455539594119457156247838], [1227167273478473553631896142], [0], [-12497567780595875582388896638], [-3151091140799435559293466098], [-23525274446450591075899909438], [45420095627175428607640616302], [0], [0], [561686670260785831194175378082], [388252065525939022078501852942], [0], [0], [5284686695217640652355868349902], [-4178426516079220024948261238398], [0], [0], [0], [-12549030894051851144473499172818], [-65298179461586764500586515420338], [0], [0], [-156459466277475932725944082665598], [159723985022382455570484990021262], [-119360956455938433518012559767998], [0], [-399064004187840017974963065220318], [1750120623035967253705742308851982], [0], [0], [0], [-4328406721092405614388991583119678], [-2428689387517699255334422472982098], [0], [0], [19148652657475172223301794627540142], [-1606567270605465255048598784094238], [0], [0], [0], [-55027681762585822964703443717581298], [0], [0], [-359327921419888537884161309491678], [17798916152667293715533765541112942], [0], [318255940146280581500914427687526722], [-399701221272871124136598455665001938], [0], [0], [0], [-1449279815880091211844678480743494558], [0], [0], [0], [-3457669980972646996899934373086037618], [0], [0], [5550345422258981278552128126049996322], [-6364708222197667503286494521342659058], [0], [0], [-16019482335851324684784939988259578558], [3961420472833561496613525578591316482], [4668401322466047456597845670567689902], [0], [25008758044099313217617290895657935202], [-25812472310035560595211613995891144018], [32205377472285003953320409504521521122], [-24521663337152882533097469572025537458], [0], [25073074878629592046064855353681475522], [72163007963975463971208722216333971822], [0], [0], [28902819710919711331309296414979239022], [0], [0], [0], [0], [341882114941400798518510166807131865902], [-363133164668921507430357013410011459378], [0], [0], [829888222169336636352178260434391223682], [795120065867911126241724412848578045422], [0], [0], [666337771275110336368781950879061546402], [1703294506731466701601663850620649248802], [0], [0], [0], [-2913745263692431420054301604364768450558], [0], [0], [0], [4959086281170484881913824789443089362862], [-2074855310026519172997442500644463587378], [0], [3132081892867891586923046444187588151682], [-409164737333635908700381240345987186418], [9561098783393798419123576615831373992942], [0], [12148264243531549831288844152754789077102], [0], [0], [11689908897211669006652517047835402890882], [0], [0], [0], [14972088504128766625035382550443746626402], [0], [0], [23148163559445531375349640942971190528642], [39103293137951278398077997521173967715982], [0], [64113937340335342844596324142479011066862], [0], [0], [116498838375505613471050258940484657923662], [80034023965595065956509462453753741057282], [-51251534636922894436147390324272866436818], [0], [0], [0], [0], [0], [0], [0], [0], [0], [0], [0], [0], [-264401483957875672612760467276939839384958], [0], [-767881280464692661139647018318898005646878], [-850531218887846553598015823875404845274578], [-314261480524987212620893377117846662594738], [0], [-743697270468722428295495052516036712340158], [-18064187763219744313699013509593847829138], [0], [0], [338557341246712348190931256487736402988322], [0]], 'char_orbit_index': 8, 'field_poly': [0, 1], 'hecke_orbit_code': 481522876440, 'hecke_ring_character_values': [[7, [1]], [13, [-1]], [17, [-1]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '24.29.h.a', 'level': 24, 'maxp': 997, 'weight': 29}
• 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': 20184, 'analytic_conductor': 119.20433819558131, 'char_conductor': 24, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 8, 'char_orbit_label': 'h', 'char_order': 2, 'char_parity': -1, 'char_values': [24, 2, [7, 13, 17], [2, 1, 1]], 'conrey_index': 5, 'cusp_dim': 110, 'dim': 110, 'eis_dim': 4, 'eis_new_dim': 4, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 481522876440, 'hecke_orbit_dims': [1, 1, 108], 'label': '24.29.h', 'level': 24, '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], 'level_radical': 6, 'mf_dim': 114, 'mf_new_dim': 114, 'num_forms': 3, 'prim_orbit_index': 8, 'relative_dim': 110, 'sturm_bound': 116, 'trace_bound': 2, 'trace_display': [0, 0, 0, -4], 'traces': [110, 0, 0, 197300556, 0, -49598733584, -4, 0, -2, -83747862525128, 0, 2391051550518700, 0, 0, -45753584909924, 121619919646349416, 0, 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• 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: 19342
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 8, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '24.29.h.a', 'source_level': 24, 'target_char_orbit': 8, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '24.29.h.a', 'target_level': 24, 'twist_class_label': '24.29.h.a', 'twist_class_level': 24, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 29}
  • id: 19343
    {'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': -24, 'source_char_orbit': 8, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '24.29.h.a', 'source_level': 24, 'target_char_orbit': 8, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '24.29.h.a', 'target_level': 24, 'twist_class_label': '24.29.h.a', 'twist_class_level': 24, 'twisting_char_label': '24.h', 'twisting_char_orbit': 8, 'weight': 29}
  • id: 19344
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 8, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '24.29.h.a', 'source_level': 24, 'target_char_orbit': 8, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '24.29.h.b', 'target_level': 24, 'twist_class_label': '24.29.h.a', 'twist_class_level': 24, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 29}
  • id: 19345
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 8, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '24.29.h.a', 'source_level': 24, 'target_char_orbit': 8, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '24.29.h.b', 'target_level': 24, 'twist_class_label': '24.29.h.a', 'twist_class_level': 24, 'twisting_char_label': '8.b', 'twisting_char_orbit': 2, 'weight': 29}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 93175
    {'charpoly_factorization': [[[16384, 1], 1]], 'hecke_orbit_code': 481522876440, 'p': 2}
  • id: 93176
    {'charpoly_factorization': [[[4782969, 1], 1]], 'hecke_orbit_code': 481522876440, 'p': 3}
  • id: 93177
    {'charpoly_factorization': [[[11577394034, 1], 1]], 'hecke_orbit_code': 481522876440, 'p': 5}
  • id: 93178
    {'charpoly_factorization': [[[193132900798, 1], 1]], 'hecke_orbit_code': 481522876440, 'p': 7}
  • id: 93179
    {'charpoly_factorization': [[[-720252825193582, 1], 1]], 'hecke_orbit_code': 481522876440, 'p': 11}
  • id: 93180
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 481522876440, 'p': 13}
  • id: 93181
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 481522876440, 'p': 17}
  • id: 93182
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 481522876440, 'p': 19}
  • id: 93183
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 481522876440, 'p': 23}
  • id: 93184
    {'charpoly_factorization': [[[239163927290883595538, 1], 1]], 'hecke_orbit_code': 481522876440, 'p': 29}
  • id: 93185
    {'charpoly_factorization': [[[-1487053511440341707042, 1], 1]], 'hecke_orbit_code': 481522876440, 'p': 31}
  • id: 93186
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 481522876440, 'p': 37}
  • id: 93187
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 481522876440, 'p': 41}
  • id: 93188
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 481522876440, 'p': 43}
  • id: 93189
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 481522876440, 'p': 47}
  • id: 93190
    {'charpoly_factorization': [[[2493538039018795134031538, 1], 1]], 'hecke_orbit_code': 481522876440, 'p': 53}
  • id: 93191
    {'charpoly_factorization': [[[-4628202273695994234168622, 1], 1]], 'hecke_orbit_code': 481522876440, 'p': 59}
  • id: 93192
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 481522876440, 'p': 61}
  • id: 93193
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 481522876440, 'p': 67}
  • id: 93194
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 481522876440, 'p': 71}
  • id: 93195
    {'charpoly_factorization': [[[43980854921531886461068318, 1], 1]], 'hecke_orbit_code': 481522876440, 'p': 73}
  • id: 93196
    {'charpoly_factorization': [[[385455539594119457156247838, 1], 1]], 'hecke_orbit_code': 481522876440, 'p': 79}
  • id: 93197
    {'charpoly_factorization': [[[-1227167273478473553631896142, 1], 1]], 'hecke_orbit_code': 481522876440, 'p': 83}
  • id: 93198
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 481522876440, 'p': 89}
  • id: 93199
    {'charpoly_factorization': [[[12497567780595875582388896638, 1], 1]], 'hecke_orbit_code': 481522876440, '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': 8, 'hecke_orbit': 1, 'label': '24.29.h.a', 'level': 24, 'portrait': 'data:image/png;base64,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', 'weight': 29}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 9712992
    {'hecke_orbit_code': 481522876440, 'n': 1, 'trace_an': 1}
  • id: 9712993
    {'hecke_orbit_code': 481522876440, 'n': 2, 'trace_an': -16384}
  • id: 9712994
    {'hecke_orbit_code': 481522876440, 'n': 3, 'trace_an': -4782969}
  • id: 9712995
    {'hecke_orbit_code': 481522876440, 'n': 4, 'trace_an': 268435456}
  • id: 9712996
    {'hecke_orbit_code': 481522876440, 'n': 5, 'trace_an': -11577394034}
  • id: 9712997
    {'hecke_orbit_code': 481522876440, 'n': 6, 'trace_an': 78364164096}
  • id: 9712998
    {'hecke_orbit_code': 481522876440, 'n': 7, 'trace_an': -193132900798}
  • id: 9712999
    {'hecke_orbit_code': 481522876440, 'n': 8, 'trace_an': -4398046511104}
  • id: 9713000
    {'hecke_orbit_code': 481522876440, 'n': 9, 'trace_an': 22876792454961}
  • id: 9713001
    {'hecke_orbit_code': 481522876440, 'n': 10, 'trace_an': 189684023853056}
  • id: 9713002
    {'hecke_orbit_code': 481522876440, 'n': 11, 'trace_an': 720252825193582}
  • id: 9713003
    {'hecke_orbit_code': 481522876440, 'n': 12, 'trace_an': -1283918464548864}
  • id: 9713004
    {'hecke_orbit_code': 481522876440, 'n': 13, 'trace_an': 0}
  • id: 9713005
    {'hecke_orbit_code': 481522876440, 'n': 14, 'trace_an': 3164289446674432}
  • id: 9713006
    {'hecke_orbit_code': 481522876440, 'n': 15, 'trace_an': 55374316765406946}
  • id: 9713007
    {'hecke_orbit_code': 481522876440, 'n': 16, 'trace_an': 72057594037927936}
  • id: 9713008
    {'hecke_orbit_code': 481522876440, 'n': 17, 'trace_an': 0}
  • id: 9713009
    {'hecke_orbit_code': 481522876440, 'n': 18, 'trace_an': -374813367582081024}
  • id: 9713010
    {'hecke_orbit_code': 481522876440, 'n': 19, 'trace_an': 0}
  • id: 9713011
    {'hecke_orbit_code': 481522876440, 'n': 20, 'trace_an': -3107783046808469504}
  • id: 9713012
    {'hecke_orbit_code': 481522876440, 'n': 21, 'trace_an': 923748677396909262}
  • id: 9713013
    {'hecke_orbit_code': 481522876440, 'n': 22, 'trace_an': -11800622287971647488}
  • id: 9713014
    {'hecke_orbit_code': 481522876440, 'n': 23, 'trace_an': 0}
  • id: 9713015
    {'hecke_orbit_code': 481522876440, 'n': 24, 'trace_an': 21035720123168587776}
  • id: 9713016
    {'hecke_orbit_code': 481522876440, 'n': 25, 'trace_an': 96783149633879652531}
  • id: 9713017
    {'hecke_orbit_code': 481522876440, 'n': 26, 'trace_an': 0}
  • id: 9713018
    {'hecke_orbit_code': 481522876440, 'n': 27, 'trace_an': -109418989131512359209}
  • id: 9713019
    {'hecke_orbit_code': 481522876440, 'n': 28, 'trace_an': -51843718294313893888}
  • id: 9713020
    {'hecke_orbit_code': 481522876440, 'n': 29, 'trace_an': -239163927290883595538}
  • id: 9713021
    {'hecke_orbit_code': 481522876440, 'n': 30, 'trace_an': -907252805884427403264}
  • id: 9713022
    {'hecke_orbit_code': 481522876440, 'n': 31, 'trace_an': 1487053511440341707042}
  • id: 9713023
    {'hecke_orbit_code': 481522876440, 'n': 32, 'trace_an': -1180591620717411303424}
  • id: 9713024
    {'hecke_orbit_code': 481522876440, 'n': 33, 'trace_an': -3444946935063321704958}
  • id: 9713025
    {'hecke_orbit_code': 481522876440, 'n': 34, 'trace_an': 0}
  • id: 9713026
    {'hecke_orbit_code': 481522876440, 'n': 35, 'trace_an': 2235975693467879039132}
  • id: 9713027
    {'hecke_orbit_code': 481522876440, 'n': 36, 'trace_an': 6140942214464815497216}
  • id: 9713028
    {'hecke_orbit_code': 481522876440, 'n': 37, 'trace_an': 0}
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