Newform data - 4.22.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
  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': 1936, 'analytic_conductor': 11.179093771482483, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -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': [4, 1, [3], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 2161, 'field_disc_factorization': [[2161, 1]], 'field_poly': [-540, -1, 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': [], 'hecke_orbit': 1, 'hecke_orbit_code': 369098756, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 5376, 'hecke_ring_index_factorization': [[2, 8], [3, 1], [7, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '4.22.a.a', 'level': 4, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'minimal_twist': '4.22.a.a', 'nf_label': '2.2.2161.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(32820-\\beta )q^{3}+(6844662-204\\beta )q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '21.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '4.22.a', 'trace_display': [0, 65640, 13689324, -260508080], 'trace_hash': 1868892736447326356, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.055', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.990', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.211', 'prec': 17}, {'__RealLiteral__': 0, 'data': '10.160', 'prec': 20}, {'__RealLiteral__': 0, 'data': '1.136', 'prec': 17}, {'__RealLiteral__': 0, 'data': '73.288', 'prec': 20}], 'trace_zratio': 0, 'traces': [2, 0, 65640, 0, 13689324, 0, -260508080, 0, 12461535162, 0, 145435963320, 0, 1428900417340, 0, 6819782714352, 0, 1840620576420, 0, -16780743928568, 0, -192357511002048, 0, -319691925426960, 0, 439606295919326, 0, 1772171769223440, 0, 3742111775766492, 0, 112042353462592, 0, -5046260260851360, 0, -39279847462424352, 0, -33362705637547220, 0, 36755051864070192, 0, 175129744323133332, 0, 15346613416528120, 0, 503454557153115324, 0, -684848819288455200, 0, -1267753878311886, 0, -2589533339352286896, 0, 675305394244421580, 0, -1007711578141009200, 0, 7738689471355209120, 0, 1042445250435434904, 0, 9065997829736468764, 0, -13688298514444201200, 0, 7711482582413403048, 0, -30464301046802775320, 0, -30093532090729291584, 0, -8199093502830518064, 0, 25415086659374793940, 0, 101635704862879905048, 0, 38853770260581178560, 0, 121204353225060164896, 0, 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0, -40985142061747197561886261620030, 0, 42489813006892462734282305986200, 0, -6120898946615608297682429601576, 0, 61559327692672640622073576649680, 0, 6269579072882757886926282272064, 0, 7606209203399783898692097254712, 0, 10318326688661232602002896954560, 0, 69455021840159088417624005209296, 0, -43160627508086151556070871868380, 0, -23731386459059635633205846871120, 0, 61022663050342797831061034639244, 0, -46778711713659000595272976840080, 0, 38450288002923752959077869669832, 0, 71460697727088874664756461992960, 0, 22598218505078945214786026832960, 0, 29522760044043312352340088240832, 0, -78281161897354994953417295529120, 0, -23196362155230337999736479730208, 0, -67562238373388698009930257610580, 0, -13644908521639729598279169818784, 0], 'weight': 22, '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, 0], [0, 0], [32820, -1], [0, 0], [6844662, -204], [0, 0], [-130254040, 5886], [0, 0], [6230767581, -65640], [0, 0], [72717981660, 314445], [0, 0], [714450208670, 324756], [0, 0], [3409891357176, -13539942], [0, 0], [920310288210, 84858072], [0, 0], [-8390371964284, -265449285], [0, 0], [-96178755501024, 323432560], [0, 0], [-159845962713480, 627682938], [0, 0], [219803147959663, -2792622096], [0, 0], [886085884611720, 2075280822], [0, 0], [1871055887883246, 4723712580], [0, 0], [56021176731296, 4595859000], [0, 0], [-2523130130425680, -62397896760], [0, 0], [-19639923731212176, 66859504692], [0, 0], [-16681352818773610, 245612021796], [0, 0], [18377525932035096, -703791716750], [0, 0], [87564872161566666, 265794737520], [0, 0], [7673306708264060, 1278047140965], [0, 0], [251727278576557662, -1720360200204], [0, 0], [-342424409644227600, 553734430452], [0, 0], [-633876939155943, -1533350558880], [0, 0], [-1294766669676143448, 1864731634830], [0, 0], [337652697122210790, 7229502808932], [0, 0], [-503855789070504600, -12682198516050], [0, 0], [3869344735677604560, -321673569416], [0, 0], [521222625217717452, -7341605116095], [0, 0], [4532998914868234382, 32044341559860], [0, 0], [-6844149257222100600, 45224173167366], [0, 0], [3855741291206701524, -143524997516208], [0, 0], [-15232150523401387660, -19726418252529], [0, 0], [-15046766045364645792, 180446516738640], [0, 0], [-4099546751415259032, 115464309246510], [0, 0], [12707543329687396970, -226051490503944], [0, 0], [50817852431439952524, -311457005150383], [0, 0], [19426885130290589280, 387060308442960], [0, 0], [60602176612530082448, 99610802523180], [0, 0], [-68498060032734793191, -131357583788760], [0, 0], [54371468378516904900, 218924689501323], [0, 0], [-263994922822459877172, 393081522016824], [0, 0], [-12347844638894937000, -1716023641007646], [0, 0], [-92103999637482684486, -1052618322986760], [0, 0], [-63213709769507333456, 4162953147217380], [0, 0], [-69920982103000721280, 94814915648704], [0, 0], [788092955533462657752, -105274753252734], [0, 0], [369748892594238233570, -5190622720371144], [0, 0], [130813883985288961260, -2813974604154855], [0, 0]], 'ap': [[0, 0], [32820, -1], [6844662, -204], [-130254040, 5886], [72717981660, 314445], [714450208670, 324756], [920310288210, 84858072], [-8390371964284, -265449285], [-159845962713480, 627682938], [1871055887883246, 4723712580], [56021176731296, 4595859000], [-16681352818773610, 245612021796], [87564872161566666, 265794737520], [7673306708264060, 1278047140965], [-342424409644227600, 553734430452], [337652697122210790, 7229502808932], [521222625217717452, -7341605116095], [4532998914868234382, 32044341559860], [-15232150523401387660, -19726418252529], [-4099546751415259032, 115464309246510], [12707543329687396970, -226051490503944], [60602176612530082448, 99610802523180], [54371468378516904900, 218924689501323], [-92103999637482684486, -1052618322986760], [369748892594238233570, -5190622720371144], [809642748793775923926, 6827670331694340], [-1284664742823851359480, -1814160452030298], [185173432736290815420, -19603001793940683], [-117945604173606763138, -30487068201076380], [5406227775077409667890, 4770621079060032], [-11494768356732407735680, -14009304202779744], [9834148295109877732020, 112162290729860415], [23824062179806956993450, -208014138773138256], [18914021116472704326236, 82943137520235405], [16944283285957670559174, -335845665467080140], [-45602968271543417683720, -202926997511320230], [-72223332925937010485650, 916749635512223124], [78702587547744575112020, -792337643846017065], [-153227197838487476938680, 1226132296269518934], [-6489810450984260200770, 201649749141733812], [-428432838768733369223772, 1710303908815063155], [175118449305317804400230, -5818498590609511020], [-344063629133270719244352, -8865056747083828080], [368913831158629112814530, 1753564317786181368], [-420187570165408937433930, -6938604196181116716], [448161328339841711766248, 4604252715466321230], [2135747583304657721458244, -9121672761864408405], [-3245286469898479962251680, -9469339777024350840], [7517439275389945237271700, -26264875608200337273], [2496435818924888949435734, 32629117504328480340], [5143786237437345425087370, -49477719279571604808], [-9479704180320260200797264, 29132156026783538820], [-4826960001269720337653326, 69433802892651084120], [27809942420366204487209100, 6864450375709383825], [17607366150463869122123010, 152995352321258883072], [10387560333116078220554280, -226759940483249141634], [-6619650547177343685032802, -1914655417769666940], [-3605715351913729469253040, 108562602363611992380], [-25620000200217494630205370, 114400582920892544868], [26646618478743808355870586, -214646774974275742440], [-31704300842540291821664980, 251438249230164780777], [-47138491612552736382742890, 554411918320525557780], [-49834395252163743480272860, -405317433517997153229], [-15591750497062260764600808, -908613523768327883790], [-95686299381511344909620710, -510629395735642983696], [-27461374705751662276225650, 918678773004865226052], [187812458765882406540920348, 2901542050757476291005], [-29997189700455398449287790, 681670213630678237536], [-116602912732281867075506580, -2383911398013908279175], [-280187324997561902515344850, -1200876131500471449180], [-563822858127247860733520670, 1271483900507003803104], [509872606801296575810000904, 6125953003325755646310], [901707406773496402088371760, -3446203709071136846556], [-1074198005795831712511047130, 975440525819239396548], [-1279994303780098370954026228, 5128428313044405925425], [-1441840712618086236971487360, -5102948876388438283872], [1706694790047966462417514614, -5980084076515094412060], [246732354467675891629049630, 6609676711509745842276], [3372267293966892533954588370, -1300512546268399444200], [794593137889189745525530106, -16064831549582584445520], [-361401078744187069423208364, 17912680017540019449975], [-2347668983552127782883950314, 5829039183358134354420], [-3065567617710270323020016784, -35632690603343079229740], [-2527977926298161322771660430, 19787903644628250066456], [1515497330228073636260683928, 10273405031808278945490], [1535836405998410673540721740, -66325980052371955440447], [-5052230989464416372952894, 27677625438584552974200], [1156969649529829030471613930, -55897167318106080650832], [4071863996710436833131831390, -106740576799550302734780], [-1300683768128535656598396400, -104276054926112619777588], [-16485985927799725820922145980, 32523323921830605499275], [-15676515593387170579166588064, 1299507315910662440520], [7107432042322989905768456840, -57761547493912467888762], [-9920170218265727268534639300, -37262460108911048150475], [-4508415220166891994326148124, 127033784194143836353635], [18752324673167726944357557720, 152554759504294202767746], [1497796343102709273543575886, -86560247858743053114540], [7954798333343027045305412394, -63827958966577204054800], [19426472333352735108570907100, -33023805070381561480563], [-50130332445931875743766266386, -223380932718772533127500], [-68813943503043016185618457900, 204232860289354967210583], [21817328191169510087967374910, -18996531035352960208620], [-34466485182558577280627233500, -625354738929590346035469], [-15379232081261712869237924070, 621733102998385731586800], [-17998485862765880669537706292, -755459725453606231646175], [14387999940707430079105597250, 856661008628370208441824], [-27720970039165859308406879460, 769272813524172772272957], [-39899354389425707895488400750, -122458536139483858472256], [-7078274207309652825704053320, -768088373834167154946390], [46380484914686255900371069370, 1079454649393886288000760], [188089249561281521612303840, -296960785459831058316696], [4312639058618377783540827350, 1109579347536526177638516], [-144502039797273628323684762870, -1577806689862530160312488], [138971356865327961971860154300, -98090387606309570946315], [82392278925179459762523910232, 24492087480488619561570], [121151880861188176319269978242, 1668798896546787138820920], [335064349850277174968394398900, -869034367161447247526913], [69320492955922659353027473320, -1682530498589760788335074], [-442349958047811256305052492770, -1264750273324022100486204], [7605698802240610651737212676, -4241622287628715225776645], [247928148692107184831774693318, 1585638779292503854466580], [-619596082674693511797563512030, -838192440034492433240328], [590765443510191496824966798870, -2966694182849590801695516], [563645144462252962225346593020, 1832454819683452141988229], [-103099143055265021523773603932, 7273868938570174222052595], [-127498537496330674826888125170, -5386096615662981447264780], [-600288425233596769202014480714, -4801285013699013027765660], [183098974600758960908793747216, -4008668164500722000869620], [969007969170506707149046616120, 3634346445981514812835722], [-942634194254948378347792977490, -1886343164369014990754556], [1261565426110874874334038195860, 3794993732119298867810055], [-498460321738312097816250747000, 7747879718206541065564998], [361993009769912365164795106736, -8877900259488596999281020], [561275004582724965113490352550, 12361167490271446782673524], [-1254027129996588424348604197158, 2748154419173212599049200], [817103872172230917229789981442, 14222926409777860057618680], [-359480321289377507424810936330, -7742290487575438881006300], [-91764589507496692225714361980, -3369526023178553677979877], [-297272596701829354116261334290, -7836831981657087220316844], [877768393771845876761320750794, 4026147380628074651324400], [-227526647031333268957204839556, 5047425600837129194434245], [-3813912731143524965345865710874, 28040751513295391510411460], [2843384165725510920532981661720, -13932672479304840931499406], [-1659295248876598393932513287220, 5412663798063834863181345], [-1277496660429512929272822790258, -34654380690853813550795820], [6595650422122262728899429453672, -21371558558776288948320210], [3243567127128735511899861578630, 46204962945530649541545060], [3180208551424480115414252604090, 37740394780171860986304624], [-1384420369570939816327893993364, 42403426769616636878634105], [6348751964547288761787761967840, 55465399027931159443988328], [-7268713305958490385490158508930, -48646329327138876107285052], [-4949296964094780474743745770958, -78225040427058514571506080], [6057319731797899872879392101220, -45107920365593829735612573], [-6748589670230604746701800233640, 82537470272651248360230114], [-3844359798648967132594292266660, -38342686245160254653272563], [-1156562198715758413846672032048, -167479805883660625186882020], [8005662526834222587836360998904, -43505238245481423672782310], [-2379983616187153976788204650462, -129420252246470807313212040], [1759038852848076961566510402890, -61272462951746219322359496], [-22626036986730227018783616901698, 34713868002814906117989540], [2335925485297112173776704582820, -64597382301568897894159341], [6315189344522171327423771127450, 51534781352921640418485552], [30779663846336320311036788324840, -47222452826515867657717746], [3803104601699891949346048627356, 204346225187348361070879485], [-21580313754043075778035435934190, 59292967691744722843439064], [-23389355856829500297636488420040, -57642426585627241135249974], [14761380022021656176170044120416, 221813621697460104705308040], [-33781119186694349004965128805290, 145931291153549105642736228]], 'char_orbit_index': 1, 'field_poly': [-540, -1, 1], 'hecke_orbit_code': 369098756, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1], 'hecke_ring_inverse_denominators': [1, 5376], 'hecke_ring_inverse_numerators': [[1, 0], [2688, 1]], 'hecke_ring_numerators': [[1, 0], [-2688, 5376]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 2, 'label': '4.22.a.a', 'level': 4, 'maxp': 997, 'weight': 22}
• mf_newspaces •

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

  
  {'ALdims': [0, 2], 'ALdims_eis_new': [0, 0], 'ALdims_eis_old': [2, 1], 'ALdims_old': [4, 3], 'Nk2': 1936, 'analytic_conductor': 11.179093771482483, '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': [4, 1, [3], [1]], 'conrey_index': 1, 'cusp_dim': 9, 'dim': 2, 'eis_dim': 3, 'eis_new_dim': 0, 'hecke_cutter_primes': [], 'hecke_orbit_code': 369098756, 'hecke_orbit_dims': [2], 'label': '4.22.a', 'level': 4, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'mf_dim': 12, 'mf_new_dim': 2, 'num_forms': 1, 'plus_dim': 0, 'prim_orbit_index': 1, 'relative_dim': 2, 'sturm_bound': 11, 'trace_bound': 0, 'trace_display': [0, 65640, 13689324, -260508080], 'traces': [2, 0, 65640, 0, 13689324, 0, -260508080, 0, 12461535162, 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: 1582
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '4.22.a.a', 'source_level': 4, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '4.22.a.a', 'target_level': 4, 'twist_class_label': '4.22.a.a', 'twist_class_level': 4, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 22}
  • id: 1583
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '4.22.a.a', 'source_level': 4, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '16.22.a.d', 'target_level': 16, 'twist_class_label': '4.22.a.a', 'twist_class_level': 4, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 22}
  • id: 1584
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '4.22.a.a', 'source_level': 4, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '36.22.a.c', 'target_level': 36, 'twist_class_label': '4.22.a.a', 'twist_class_level': 4, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 22}
  • id: 1585
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '4.22.a.a', 'source_level': 4, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '64.22.a.i', 'target_level': 64, 'twist_class_label': '4.22.a.a', 'twist_class_level': 4, 'twisting_char_label': '8.b', 'twisting_char_orbit': 2, 'weight': 22}
  • id: 1586
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '4.22.a.a', 'source_level': 4, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 10, 'target_is_minimal': False, 'target_label': '64.22.a.j', 'target_level': 64, 'twist_class_label': '4.22.a.a', 'twist_class_level': 4, 'twisting_char_label': '8.d', 'twisting_char_orbit': 4, 'weight': 22}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 15400
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 369098756, 'p': 2}
  • id: 15401
    {'charpoly_factorization': [[[-14536815984, -65640, 1], 1]], 'hecke_orbit_code': 369098756, 'p': 3}
  • id: 15402
    {'charpoly_factorization': [[[-602941510374300, -13689324, 1], 1]], 'hecke_orbit_code': 369098756, 'p': 5}
  • id: 15403
    {'charpoly_factorization': [[[-523979757271484864, 260508080, 1], 1]], 'hecke_orbit_code': 369098756, 'p': 7}
  • id: 15404
    {'charpoly_factorization': [[[3744063458354550474000, -145435963320, 1], 1]], 'hecke_orbit_code': 369098756, 'p': 11}
  • id: 15405
    {'charpoly_factorization': [[[508792350703839023859076, -1428900417340, 1], 1]], 'hecke_orbit_code': 369098756, 'p': 13}
  • id: 15406
    {'charpoly_factorization': [[[-111587534986863099167066556, -1840620576420, 1], 1]], 'hecke_orbit_code': 369098756, 'p': 17}
  • id: 15407
    {'charpoly_factorization': [[[-1029813754402613290511477744, 16780743928568, 1], 1]], 'hecke_orbit_code': 369098756, 'p': 19}
  • id: 15408
    {'charpoly_factorization': [[[19399048867628871982312970304, 319691925426960, 1], 1]], 'hecke_orbit_code': 369098756, 'p': 23}
  • id: 15409
    {'charpoly_factorization': [[[3152448468197568105932233838916, -3742111775766492, 1], 1]], 'hecke_orbit_code': 369098756, 'p': 29}
  • id: 15410
    {'charpoly_factorization': [[[-326658618033233761411318160384, -112042353462592, 1], 1]], 'hecke_orbit_code': 369098756, 'p': 31}
  • id: 15411
    {'charpoly_factorization': [[[-663649252516730585773944853052444, 33362705637547220, 1], 1]], 'hecke_orbit_code': 369098756, 'p': 37}
  • id: 15412
    {'charpoly_factorization': [[[6564529271551297737155742807001956, -175129744323133332, 1], 1]], 'hecke_orbit_code': 369098756, 'p': 41}
  • id: 15413
    {'charpoly_factorization': [[[-25445046500017259166904915417506800, -15346613416528120, 1], 1]], 'hecke_orbit_code': 369098756, 'p': 43}
  • id: 15414
    {'charpoly_factorization': [[[112466892925179871217951998752555264, 684848819288455200, 1], 1]], 'hecke_orbit_code': 369098756, 'p': 47}
  • id: 15415
    {'charpoly_factorization': [[[-702065813129431455661427948572167516, -675305394244421580, 1], 1]], 'hecke_orbit_code': 369098756, 'p': 53}
  • id: 15416
    {'charpoly_factorization': [[[-569906843823145646513898806246653296, -1042445250435434904, 1], 1]], 'hecke_orbit_code': 369098756, 'p': 59}
  • id: 15417
    {'charpoly_factorization': [[[4515034583522915039640423128837795524, -9065997829736468764, 1], 1]], 'hecke_orbit_code': 369098756, 'p': 61}
  • id: 15418
    {'charpoly_factorization': [[[225942521425912212010106807399173184656, 30464301046802775320, 1], 1]], 'hecke_orbit_code': 369098756, 'p': 67}
  • id: 15419
    {'charpoly_factorization': [[[-191359247694642928957929692279696381376, 8199093502830518064, 1], 1]], 'hecke_orbit_code': 369098756, 'p': 71}
  • id: 15420
    {'charpoly_factorization': [[[-636380828039675818656768818811923639324, -25415086659374793940, 1], 1]], 'hecke_orbit_code': 369098756, 'p': 73}
  • id: 15421
    {'charpoly_factorization': [[[3517697144635126645604555333030146511104, -121204353225060164896, 1], 1]], 'hecke_orbit_code': 369098756, 'p': 79}
  • id: 15422
    {'charpoly_factorization': [[[2207909989750197501974459605125848411664, -108742936757033809800, 1], 1]], 'hecke_orbit_code': 369098756, 'p': 83}
  • id: 15423
    {'charpoly_factorization': [[[-8817213503400738099413107050859805994204, 184207999274965368972, 1], 1]], 'hecke_orbit_code': 369098756, 'p': 89}
  • id: 15424
    {'charpoly_factorization': [[[-283966102422014109258441421435503651097724, -739497785188476467140, 1], 1]], 'hecke_orbit_code': 369098756, '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': '4.22.a.a', 'level': 4, 'portrait': 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', 'weight': 22}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 3991002
    {'hecke_orbit_code': 369098756, 'n': 1, 'trace_an': 2}
  • id: 3991003
    {'hecke_orbit_code': 369098756, 'n': 2, 'trace_an': 0}
  • id: 3991004
    {'hecke_orbit_code': 369098756, 'n': 3, 'trace_an': 65640}
  • id: 3991005
    {'hecke_orbit_code': 369098756, 'n': 4, 'trace_an': 0}
  • id: 3991006
    {'hecke_orbit_code': 369098756, 'n': 5, 'trace_an': 13689324}
  • id: 3991007
    {'hecke_orbit_code': 369098756, 'n': 6, 'trace_an': 0}
  • id: 3991008
    {'hecke_orbit_code': 369098756, 'n': 7, 'trace_an': -260508080}
  • id: 3991009
    {'hecke_orbit_code': 369098756, 'n': 8, 'trace_an': 0}
  • id: 3991010
    {'hecke_orbit_code': 369098756, 'n': 9, 'trace_an': 12461535162}
  • id: 3991011
    {'hecke_orbit_code': 369098756, 'n': 10, 'trace_an': 0}
  • id: 3991012
    {'hecke_orbit_code': 369098756, 'n': 11, 'trace_an': 145435963320}
  • id: 3991013
    {'hecke_orbit_code': 369098756, 'n': 12, 'trace_an': 0}
  • id: 3991014
    {'hecke_orbit_code': 369098756, 'n': 13, 'trace_an': 1428900417340}
  • id: 3991015
    {'hecke_orbit_code': 369098756, 'n': 14, 'trace_an': 0}
  • id: 3991016
    {'hecke_orbit_code': 369098756, 'n': 15, 'trace_an': 6819782714352}
  • id: 3991017
    {'hecke_orbit_code': 369098756, 'n': 16, 'trace_an': 0}
  • id: 3991018
    {'hecke_orbit_code': 369098756, 'n': 17, 'trace_an': 1840620576420}
  • id: 3991019
    {'hecke_orbit_code': 369098756, 'n': 18, 'trace_an': 0}
  • id: 3991020
    {'hecke_orbit_code': 369098756, 'n': 19, 'trace_an': -16780743928568}
  • id: 3991021
    {'hecke_orbit_code': 369098756, 'n': 20, 'trace_an': 0}
  • id: 3991022
    {'hecke_orbit_code': 369098756, 'n': 21, 'trace_an': -192357511002048}
  • id: 3991023
    {'hecke_orbit_code': 369098756, 'n': 22, 'trace_an': 0}
  • id: 3991024
    {'hecke_orbit_code': 369098756, 'n': 23, 'trace_an': -319691925426960}
  • id: 3991025
    {'hecke_orbit_code': 369098756, 'n': 24, 'trace_an': 0}
  • id: 3991026
    {'hecke_orbit_code': 369098756, 'n': 25, 'trace_an': 439606295919326}
  • id: 3991027
    {'hecke_orbit_code': 369098756, 'n': 26, 'trace_an': 0}
  • id: 3991028
    {'hecke_orbit_code': 369098756, 'n': 27, 'trace_an': 1772171769223440}
  • id: 3991029
    {'hecke_orbit_code': 369098756, 'n': 28, 'trace_an': 0}
  • id: 3991030
    {'hecke_orbit_code': 369098756, 'n': 29, 'trace_an': 3742111775766492}
  • id: 3991031
    {'hecke_orbit_code': 369098756, 'n': 30, 'trace_an': 0}
  • id: 3991032
    {'hecke_orbit_code': 369098756, 'n': 31, 'trace_an': 112042353462592}
  • id: 3991033
    {'hecke_orbit_code': 369098756, 'n': 32, 'trace_an': 0}
  • id: 3991034
    {'hecke_orbit_code': 369098756, 'n': 33, 'trace_an': -5046260260851360}
  • id: 3991035
    {'hecke_orbit_code': 369098756, 'n': 34, 'trace_an': 0}
  • id: 3991036
    {'hecke_orbit_code': 369098756, 'n': 35, 'trace_an': -39279847462424352}
  • id: 3991037
    {'hecke_orbit_code': 369098756, 'n': 36, 'trace_an': 0}
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  • id: 3991227
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  • id: 3991232
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  • id: 3991233
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  • id: 3991234
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  • id: 3991240
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  • id: 3991242
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  • id: 3991256
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  • id: 3991259
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