Newform data - 8.18.a.b

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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': 2592, 'analytic_conductor': 14.657766987564774, 'analytic_rank': 1, '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': [8, 1, [7, 5], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 456, 'field_disc_factorization': [[2, 3], [3, 1], [19, 1]], 'field_poly': [-114, 0, 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': [[3, [-117696240, -11592, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599929360392, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 1152, 'hecke_ring_index_factorization': [[2, 7], [3, 2]], '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': '8.18.a.b', 'level': 8, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'minimal_twist': '8.18.a.b', 'nf_label': '2.2.456.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(5796+\\beta )q^{3}+(-395962-68\\beta )q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '17.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '8.18.a', 'trace_display': [0, 11592, -791924, -18932592], 'trace_hash': 194498166698325950, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.945', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.386', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '64.416', 'prec': 20}], 'trace_zratio': 0, 'traces': [2, 0, 11592, 0, -791924, 0, -18932592, 0, 111486618, 0, -470771240, 0, -2503523428, 0, -25165411920, 0, -48444688348, 0, -82483300760, 0, -588414407616, 0, -307097031248, 0, 186821492926, 0, 2656687689936, 0, 1989575387580, 0, 10752133575232, 0, -5835781169568, 0, 40046902091616, 0, -51174452749620, 0, 602829666288, 0, -114227291044524, 0, -56757554203624, 0, -282654737698788, 0, 201553163158368, 0, 471233999080306, 0, 132739385855760, 0, 217275463587052, 0, 397696513984784, 0, 1412184913398432, 0, -466311448890056, 0, 2063817263626748, 0, -6604236688046256, 0, -36400955340632, 0, -6637225962358328, 0, -4073481953319744, 0, 1543684997984528, 0, -3734106800358508, 0, 17376986610519480, 0, 9372036167046336, 0, 17755378507330976, 0, -878143806358542, 0, 25453597558158056, 0, -8937430679761448, 0, 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-11982226811211920267775564, 0, -2256704569420480774668528, 0, -3984053290087021206107836, 0, 37181334773982249201948968, 0, -10624597760605593085895232, 0, -1332724873368495127928032, 0, -6211172294156281500098988, 0, 29603811754016042986210896, 0, 48550352224282181193781980, 0, 10795194970794558100715232, 0, 50809620253997147256241920, 0, -17103674750901580786657368, 0, 311093800755112095745304, 0, 5137035913702162735768944, 0, -27989655266633498210709900, 0, 47869982951937103076544768, 0, -9940555488505818840705216, 0, -29888284267413331399561824, 0, 33714157067137925039965122, 0, 47003486460176205564175800, 0, 10126672951928305337426456, 0, -26907490136390441350766576, 0, -36287790774183494460653760, 0, -35437290008104745335454376, 0, 25194969341830648521120960, 0, -15622967131068013179813360, 0, 53283049984386642826459044, 0, 21549211674488697321476592, 0, -33796521238209703414508628, 0, -74871023767301075714424528, 0, -48562129104547432962996408, 0, -116527778099203487315088384, 0, 18417858466521810588927040, 0, 22630433298021483229742528, 0, -14412233431895594385684384, 0, -5725428331351633908297632, 0, 33089998757294489248975436, 0, -67146797630324968047295776, 0], 'weight': 18, '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], [5796, 1], [0, 0], [-395962, -68], [0, 0], [-9466296, -1582], [0, 0], [55743309, 11592], [0, 0], [-235385620, -10269], [0, 0], [-1251761714, 49948], [0, 0], [-12582705960, -790090], [0, 0], [-24222344174, 1366664], [0, 0], [-41241650380, 6247141], [0, 0], [-294207203808, -18635568], [0, 0], [-153548515624, -7579978], [0, 0], [93410746463, 53850832], [0, 0], [1328343844968, -6209622], [0, 0], [994787693790, 46341932], [0, 0], [5376066787616, -263508856], [0, 0], [-2917890584784, -294904744], [0, 0], [20023451045808, 1270120012], [0, 0], [-25587226374810, -441997556], [0, 0], [301414833144, -962263106], [0, 0], [-57113645522262, 2940525904], [0, 0], [-28378777101812, -4230485749], [0, 0], [-141327368849394, -8380536516], [0, 0], [100776581579184, 10149312940], [0, 0], [235616999540153, 29951360544], [0, 0], [66369692927880, -16301159630], [0, 0], [108637731793526, -56505234100], [0, 0], [198848256992392, 20072355938], [0, 0], [706092456699216, -5033221144], [0, 0], [-233155724445028, 65093222991], [0, 0], [1031908631813374, 101795756156], [0, 0], [-3302118344023128, -197919218070], [0, 0], [-18200477670316, 65342286576], [0, 0], [-3318612981179164, -53283505807], [0, 0], [-2036740976659872, -197482068112], [0, 0], [771842498992264, 360055439394], [0, 0], [-1867053400179254, -288694867608], [0, 0], [8688493305259740, 405530168735], [0, 0], [4686018083523168, 469589444464], [0, 0], [8877689253665488, -575220781772], [0, 0], [-439071903179271, -204639893640], [0, 0], [12726798779079028, -1526245359211], [0, 0], [-4468715339880724, 1105972393064], [0, 0], [12776853692248632, 1263385531662], [0, 0], [-33608419329601830, -1843251450264], [0, 0], [-105034994694672, 1507464478940], [0, 0], [-8706533777942400, 3848769458240], [0, 0], [-47938649868749768, 330801781198], [0, 0], [-65489512430721694, -6403182311000], [0, 0], [-31130452748228868, -3301018147161], [0, 0]], 'ap': [[0, 0], [5796, 1], [-395962, -68], [-9466296, -1582], [-235385620, -10269], [-1251761714, 49948], [-24222344174, 1366664], [-41241650380, 6247141], [-153548515624, -7579978], [994787693790, 46341932], [5376066787616, -263508856], [-25587226374810, -441997556], [-57113645522262, 2940525904], [-28378777101812, -4230485749], [100776581579184, 10149312940], [108637731793526, -56505234100], [-233155724445028, 65093222991], [1031908631813374, 101795756156], [-3318612981179164, -53283505807], [771842498992264, 360055439394], [-1867053400179254, -288694867608], [8877689253665488, -575220781772], [12726798779079028, -1526245359211], [-33608419329601830, -1843251450264], [-65489512430721694, -6403182311000], [5428096652238246, -8157019935060], [-87318027442574936, 2132025210730], [150512778418509900, 8616761561275], [79284874294983214, -12155573727220], [209009332558894962, -2513963964736], [-531378126078518144, 69516668246368], [1129927457112872740, -9287883789887], [564448812801876234, 40113981968144], [877548155484622188, -87342554671709], [689648720688222934, -260027985047236], [-6077769430263399592, -30821498063146], [-1432338303732463778, 313699565695644], [-6122367630907710396, -119917081412247], [-1910089977932676120, 632529777747258], [-1255689765937301394, -1084929368939908], [23885579433399448788, 156511274097773], [-8951558175871887114, -170087067253924], [-827614575352078656, -2294707673154064], [-25113614070528171070, 474420476466664], [-945597072375691770, 2396595992864668], [-23960480212284283640, 1200476450229762], [-12146290440178047500, 6398764690061429], [2280392231600467936, -6725608613631560], [-30488514413868126588, 91054552307001], [69396366176185511974, 766535799776540], [66063354284437610, 7442174132044456], [143677722431637749872, 9583028992946332], [-14336341436166620430, 1462686083494408], [-19407631630922399396, 7032220925441151], [-334585355892442492670, -9959466537036800], [234767097112309198664, -23213833656042414], [-41255700927885586226, 15135672359533420], [347778665520584771984, -26809247986169180], [374249149043200909654, -40371941335616436], [-70916001477774762086, 15512607455304904], [143404768561550136956, 63221194862603623], [-14509276318040564634, 126770828509862492], [356646232917674870100, -35040624816180307], [876984629283253688568, -68711161914441474], [1173932561650000966842, 52864038350889936], [-1095654280693947928578, 58952598697385260], [1149766180255620194348, -91679388581805325], [-537976126124245652910, 316639942381304864], [1232021566760430177468, 23626910901678679], [-2325945669158620813794, -44601331659996084], [-335039696312750877854, 219626634688668064], [-684242732938316557656, -182937960819110742], [-3901870562616531829520, 650776712144393980], [5517397739252304255926, 472705985670007404], [-3027361574490370261540, 570206998412433375], [6443384033949788016000, -132236979833944224], [-6183492617775477037882, 13781460402756172], [-18727081346977337412274, 122709175933733388], [-7599215116986539934318, -300249746830956216], [-7940483104421834226918, -24667123580980208], [2325076808576027720004, 1051405095711706313], [20087668878619592098022, -947009871843226884], [29892833511763178387248, -894631619130228532], [5175327162533474197426, -564514599283565496], [15482212241916269002104, 2012135838645994782], [-25534551334578113915876, 96275057234069455], [-14833145897408688601918, 2083052587725633384], [-21881931160151921772982, -3779771050216990192], [-8416810377415881931378, -1215806528601421140], [-2767393596707336804272, -1633427821799944044], [-46047629845428250238220, 3305412950127458197], [-43426578255613165741856, -4595583015983761672], [47134788901642487775016, 2868488752882901386], [52166910096500187079116, -5251433792643274565], [66353699760522974869524, -4914314011409639683], [-65594619633757983246408, -163508853155949586], [-59293725135366088651074, 4921235414330544348], [121507012776804499128970, -6839655723311557680], [67865362639554863306476, 11847798668130422179], [-33461759486617148119842, -9674523505405581060], [-86136460794363247764028, -9338174102580261911], [160396431410722320866798, 19655034210819894684], [6504201242603520716372, -15421232309568042259], [68345979508894610081210, -26731917737306511408], [242212517765199306909852, 13434905402996699503], [-458470043286476557172158, 2498472669080229280], [-61283910349125893570260, 29262096334872843123], [-377099858680436375419054, -2411164020215044032], [72968156189506025743128, -12798341013478411258], [10606952093281145286874, 13492724576343142504], [-343113583582281345563296, -24651719128684842024], [238383663113092061064614, -2016486865269229444], [791359516130383427714538, 15752843757515166344], [-9482488298579308801460, 22122991961791126779], [-156290190864617635898312, -38282143852941051378], [13605312492447843256706, 21038465629093732008], [-228798105939519333732060, 53036052514076801793], [-359289185411610779173688, -71995095684808819790], [-790454464411667843845554, -49555346754731857620], [-296470657444403786121804, 20991635020615001253], [188614926334769745375446, 8084028391606267868], [-68768449120392292326494, 131392942942964180968], [-648300531246938289557530, -100256180694550700212], [24929138350614314477708, -173119341967207740181], [-305204505287020426025260, -43189244143983027219], [-1808681226347963391451266, 64795958665104933308], [2187479890587852569352710, 24606560420517357772], [12614293552763047878992, 143424168606004553044], [-1346927119372731469035624, -8899782181789308378], [-770808908879586417849442, 34753874929783258988], [1111482780793050475815044, -100431114215738895687], [-1680304995137273937754072, 63699348611856974282], [-571410851392384711531920, 310903099529273458844], [3389343490577288883882806, -69976364911466993924], [-3981265512501824169700742, -95562317392594123056], [825554252445215545035266, 79990374753442645992], [-391372052938765610768826, -139458928804468324084], [1069034456241333487888948, -198424567158375292795], [2521924414892812396693982, 189098691271665053660], [-238406364785038250678870, 313694190678845506768], [-5714309796627237030450932, 53530770699236152491], [-1754222817109640237790858, 308097132215243881580], [-400320395598505270113544, -284800727573301778818], [-3980511631211711780480612, -138507726261730736785], [-3699744916818295968758786, -261326804022901118884], [-896810520149454437864568, -734728496662365865438], [-689208811328076903868522, 387030716362315107660], [10369629865666193916713178, -205911095027346308016], [-8063450417557484134011204, 25480497343467125335], [8645236153371382706968160, 102030994523455693528], [10698721550375529639098670, -71651491630979883476], [-1950249191257921159729550, -760313034080500684000], [-10001028935326007868751468, -46915430830973204227], [-12781011946760344587526856, 90639804060221047694], [-1616284629234533765992340, 747341825318778280227], [-2248009603939461236682736, 1043193745377181196484], [19920031599523951066351192, -445994304823093516266], [-1992026645043510603053918, 2033417594045336173416], [-3105586147078140750049494, -483360893966216674776], [24275176112141090596890990, -489958102772720418356], [-8551837375450790393328684, -349496531164921829171], [-13994827633316749105354950, -539038527140214332784], [-13453745068195220675383288, 1889856511992662255938], [-17718645004052372667727188, -555418424117794555213], [26641524992193321413229522, -1783659078728011028600], [-37435511883650537857212264, -44605034159013835290], [11315216649010741614871264, -1146046182085924964936], [16544999378647244624487718, 2803747382915453066700]], 'char_orbit_index': 1, 'field_poly': [-114, 0, 1], 'hecke_orbit_code': 4503599929360392, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1], 'hecke_ring_inverse_denominators': [1, 1152], 'hecke_ring_inverse_numerators': [[1, 0], [0, 1]], 'hecke_ring_numerators': [[1, 0], [0, 1152]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 2, 'label': '8.18.a.b', 'level': 8, 'maxp': 997, 'weight': 18}
• 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': [2, 2], 'ALdims_eis_new': [0, 0], 'ALdims_eis_old': [2, 2], 'ALdims_old': [5, 6], 'Nk2': 2592, 'analytic_conductor': 14.657766987564774, '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': [8, 1, [7, 5], [1, 1]], 'conrey_index': 1, 'cusp_dim': 15, 'dim': 4, 'eis_dim': 4, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 301989896, 'hecke_orbit_dims': [2, 2], 'label': '8.18.a', 'level': 8, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'mf_dim': 19, 'mf_new_dim': 4, 'num_forms': 2, 'plus_dim': 2, 'prim_orbit_index': 1, 'relative_dim': 4, 'sturm_bound': 18, 'trace_bound': 3, 'trace_display': [0, 10640, -845544, -19265760], 'traces': [4, 0, 10640, 0, -845544, 0, -19265760, 0, 134939956, 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: 4722
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '8.18.a.b', 'source_level': 8, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '8.18.a.b', 'target_level': 8, 'twist_class_label': '8.18.a.b', 'twist_class_level': 8, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 18}
  • id: 4723
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '8.18.a.b', 'source_level': 8, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '16.18.a.c', 'target_level': 16, 'twist_class_label': '8.18.a.b', 'twist_class_level': 8, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 18}
  • id: 4724
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '8.18.a.b', 'source_level': 8, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '64.18.a.f', 'target_level': 64, 'twist_class_label': '8.18.a.b', 'twist_class_level': 8, 'twisting_char_label': '8.b', 'twisting_char_orbit': 2, 'weight': 18}
  • id: 4725
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '8.18.a.b', 'source_level': 8, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 13, 'target_is_minimal': False, 'target_label': '64.18.a.m', 'target_level': 64, 'twist_class_label': '8.18.a.b', 'twist_class_level': 8, 'twisting_char_label': '8.d', 'twisting_char_orbit': 4, 'weight': 18}
  • id: 4726
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '8.18.a.b', 'source_level': 8, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '72.18.a.d', 'target_level': 72, 'twist_class_label': '8.18.a.b', 'twist_class_level': 8, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 18}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 33450
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 4503599929360392, 'p': 2}
  • id: 33451
    {'charpoly_factorization': [[[-117696240, -11592, 1], 1]], 'hecke_orbit_code': 4503599929360392, 'p': 3}
  • id: 33452
    {'charpoly_factorization': [[[-542778388700, 791924, 1], 1]], 'hecke_orbit_code': 4503599929360392, 'p': 5}
  • id: 33453
    {'charpoly_factorization': [[[-289025993608128, 18932592, 1], 1]], 'hecke_orbit_code': 4503599929360392, 'p': 7}
  • id: 33454
    {'charpoly_factorization': [[[39452517592234384, 470771240, 1], 1]], 'hecke_orbit_code': 4503599929360392, 'p': 11}
  • id: 33455
    {'charpoly_factorization': [[[1189469046799647172, 2503523428, 1], 1]], 'hecke_orbit_code': 4503599929360392, 'p': 13}
  • id: 33456
    {'charpoly_factorization': [[[304147228977586303300, 48444688348, 1], 1]], 'hecke_orbit_code': 4503599929360392, 'p': 17}
  • id: 33457
    {'charpoly_factorization': [[[-4203480789330325306736, 82483300760, 1], 1]], 'hecke_orbit_code': 4503599929360392, 'p': 19}
  • id: 33458
    {'charpoly_factorization': [[[14884626626174920939072, 307097031248, 1], 1]], 'hecke_orbit_code': 4503599929360392, 'p': 23}
  • id: 33459
    {'charpoly_factorization': [[[664696294429558974541956, -1989575387580, 1], 1]], 'hecke_orbit_code': 4503599929360392, 'p': 29}
  • id: 33460
    {'charpoly_factorization': [[[18396992902083929603261440, -10752133575232, 1], 1]], 'hecke_orbit_code': 4503599929360392, 'p': 31}
  • id: 33461
    {'charpoly_factorization': [[[625149888988413548293227684, 51174452749620, 1], 1]], 'hecke_orbit_code': 4503599929360392, 'p': 37}
  • id: 33462
    {'charpoly_factorization': [[[1953811627708276309811435748, 114227291044524, 1], 1]], 'hecke_orbit_code': 4503599929360392, 'p': 41}
  • id: 33463
    {'charpoly_factorization': [[[-1902281026387606510466502512, 56757554203624, 1], 1]], 'hecke_orbit_code': 4503599929360392, 'p': 43}
  • id: 33464
    {'charpoly_factorization': [[[-5428229778658860803574015744, -201553163158368, 1], 1]], 'hecke_orbit_code': 4503599929360392, 'p': 47}
  • id: 33465
    {'charpoly_factorization': [[[-471242371076052697040599847324, -217275463587052, 1], 1]], 'hecke_orbit_code': 4503599929360392, 'p': 53}
  • id: 33466
    {'charpoly_factorization': [[[-586672844621905299134258573552, 466311448890056, 1], 1]], 'hecke_orbit_code': 4503599929360392, 'p': 59}
  • id: 33467
    {'charpoly_factorization': [[[-502886944115752080932195103740, -2063817263626748, 1], 1]], 'hecke_orbit_code': 4503599929360392, 'p': 61}
  • id: 33468
    {'charpoly_factorization': [[[10583660248754675483772898388752, 6637225962358328, 1], 1]], 'hecke_orbit_code': 4503599929360392, 'p': 67}
  • id: 33469
    {'charpoly_factorization': [[[-19017463900255935316649782032320, -1543684997984528, 1], 1]], 'hecke_orbit_code': 4503599929360392, 'p': 71}
  • id: 33470
    {'charpoly_factorization': [[[-9123323284010884420454754163868, 3734106800358508, 1], 1]], 'hecke_orbit_code': 4503599929360392, 'p': 73}
  • id: 33471
    {'charpoly_factorization': [[[28754738121218258692704857155840, -17755378507330976, 1], 1]], 'hecke_orbit_code': 4503599929360392, 'p': 79}
  • id: 33472
    {'charpoly_factorization': [[[-190446949993116545349161286542192, -25453597558158056, 1], 1]], 'hecke_orbit_code': 4503599929360392, 'p': 83}
  • id: 33473
    {'charpoly_factorization': [[[615507079827752474396592287945124, 67216838659203660, 1], 1]], 'hecke_orbit_code': 4503599929360392, 'p': 89}
  • id: 33474
    {'charpoly_factorization': [[[-1914120373047945146736952493770364, 130979024861443388, 1], 1]], 'hecke_orbit_code': 4503599929360392, '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': 2, 'label': '8.18.a.b', 'level': 8, 'portrait': 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', 'weight': 18}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 19947594
    {'hecke_orbit_code': 4503599929360392, 'n': 1, 'trace_an': 2}
  • id: 19947595
    {'hecke_orbit_code': 4503599929360392, 'n': 2, 'trace_an': 0}
  • id: 19947596
    {'hecke_orbit_code': 4503599929360392, 'n': 3, 'trace_an': 11592}
  • id: 19947597
    {'hecke_orbit_code': 4503599929360392, 'n': 4, 'trace_an': 0}
  • id: 19947598
    {'hecke_orbit_code': 4503599929360392, 'n': 5, 'trace_an': -791924}
  • id: 19947599
    {'hecke_orbit_code': 4503599929360392, 'n': 6, 'trace_an': 0}
  • id: 19947600
    {'hecke_orbit_code': 4503599929360392, 'n': 7, 'trace_an': -18932592}
  • id: 19947601
    {'hecke_orbit_code': 4503599929360392, 'n': 8, 'trace_an': 0}
  • id: 19947602
    {'hecke_orbit_code': 4503599929360392, 'n': 9, 'trace_an': 111486618}
  • id: 19947603
    {'hecke_orbit_code': 4503599929360392, 'n': 10, 'trace_an': 0}
  • id: 19947604
    {'hecke_orbit_code': 4503599929360392, 'n': 11, 'trace_an': -470771240}
  • id: 19947605
    {'hecke_orbit_code': 4503599929360392, 'n': 12, 'trace_an': 0}
  • id: 19947606
    {'hecke_orbit_code': 4503599929360392, 'n': 13, 'trace_an': -2503523428}
  • id: 19947607
    {'hecke_orbit_code': 4503599929360392, 'n': 14, 'trace_an': 0}
  • id: 19947608
    {'hecke_orbit_code': 4503599929360392, 'n': 15, 'trace_an': -25165411920}
  • id: 19947609
    {'hecke_orbit_code': 4503599929360392, 'n': 16, 'trace_an': 0}
  • id: 19947610
    {'hecke_orbit_code': 4503599929360392, 'n': 17, 'trace_an': -48444688348}
  • id: 19947611
    {'hecke_orbit_code': 4503599929360392, 'n': 18, 'trace_an': 0}
  • id: 19947612
    {'hecke_orbit_code': 4503599929360392, 'n': 19, 'trace_an': -82483300760}
  • id: 19947613
    {'hecke_orbit_code': 4503599929360392, 'n': 20, 'trace_an': 0}
  • id: 19947614
    {'hecke_orbit_code': 4503599929360392, 'n': 21, 'trace_an': -588414407616}
  • id: 19947615
    {'hecke_orbit_code': 4503599929360392, 'n': 22, 'trace_an': 0}
  • id: 19947616
    {'hecke_orbit_code': 4503599929360392, 'n': 23, 'trace_an': -307097031248}
  • id: 19947617
    {'hecke_orbit_code': 4503599929360392, 'n': 24, 'trace_an': 0}
  • id: 19947618
    {'hecke_orbit_code': 4503599929360392, 'n': 25, 'trace_an': 186821492926}
  • id: 19947619
    {'hecke_orbit_code': 4503599929360392, 'n': 26, 'trace_an': 0}
  • id: 19947620
    {'hecke_orbit_code': 4503599929360392, 'n': 27, 'trace_an': 2656687689936}
  • id: 19947621
    {'hecke_orbit_code': 4503599929360392, 'n': 28, 'trace_an': 0}
  • id: 19947622
    {'hecke_orbit_code': 4503599929360392, 'n': 29, 'trace_an': 1989575387580}
  • id: 19947623
    {'hecke_orbit_code': 4503599929360392, 'n': 30, 'trace_an': 0}
  • id: 19947624
    {'hecke_orbit_code': 4503599929360392, 'n': 31, 'trace_an': 10752133575232}
  • id: 19947625
    {'hecke_orbit_code': 4503599929360392, 'n': 32, 'trace_an': 0}
  • id: 19947626
    {'hecke_orbit_code': 4503599929360392, 'n': 33, 'trace_an': -5835781169568}
  • id: 19947627
    {'hecke_orbit_code': 4503599929360392, 'n': 34, 'trace_an': 0}
  • id: 19947628
    {'hecke_orbit_code': 4503599929360392, 'n': 35, 'trace_an': 40046902091616}
  • id: 19947629
    {'hecke_orbit_code': 4503599929360392, 'n': 36, 'trace_an': 0}
  • id: 19947630
    {'hecke_orbit_code': 4503599929360392, 'n': 37, 'trace_an': -51174452749620}
  • id: 19947631
    {'hecke_orbit_code': 4503599929360392, 'n': 38, 'trace_an': 0}
  • id: 19947632
    {'hecke_orbit_code': 4503599929360392, 'n': 39, 'trace_an': 602829666288}
  • id: 19947633
    {'hecke_orbit_code': 4503599929360392, 'n': 40, 'trace_an': 0}
  • id: 19947634
    {'hecke_orbit_code': 4503599929360392, 'n': 41, 'trace_an': -114227291044524}
  • id: 19947635
    {'hecke_orbit_code': 4503599929360392, 'n': 42, 'trace_an': 0}
  • id: 19947636
    {'hecke_orbit_code': 4503599929360392, 'n': 43, 'trace_an': -56757554203624}
  • id: 19947637
    {'hecke_orbit_code': 4503599929360392, 'n': 44, 'trace_an': 0}
  • id: 19947638
    {'hecke_orbit_code': 4503599929360392, 'n': 45, 'trace_an': -282654737698788}
  • id: 19947639
    {'hecke_orbit_code': 4503599929360392, 'n': 46, 'trace_an': 0}
  • id: 19947640
    {'hecke_orbit_code': 4503599929360392, 'n': 47, 'trace_an': 201553163158368}
  • id: 19947641
    {'hecke_orbit_code': 4503599929360392, 'n': 48, 'trace_an': 0}
  • id: 19947642
    {'hecke_orbit_code': 4503599929360392, 'n': 49, 'trace_an': 471233999080306}
  • id: 19947643
    {'hecke_orbit_code': 4503599929360392, 'n': 50, 'trace_an': 0}
  • id: 19947644
    {'hecke_orbit_code': 4503599929360392, 'n': 51, 'trace_an': 132739385855760}
  • id: 19947645
    {'hecke_orbit_code': 4503599929360392, 'n': 52, 'trace_an': 0}
  • id: 19947646
    {'hecke_orbit_code': 4503599929360392, 'n': 53, 'trace_an': 217275463587052}
  • id: 19947647
    {'hecke_orbit_code': 4503599929360392, 'n': 54, 'trace_an': 0}
  • id: 19947648
    {'hecke_orbit_code': 4503599929360392, 'n': 55, 'trace_an': 397696513984784}
  • id: 19947649
    {'hecke_orbit_code': 4503599929360392, 'n': 56, 'trace_an': 0}
  • id: 19947650
    {'hecke_orbit_code': 4503599929360392, 'n': 57, 'trace_an': 1412184913398432}
  • id: 19947651
    {'hecke_orbit_code': 4503599929360392, 'n': 58, 'trace_an': 0}
  • id: 19947652
    {'hecke_orbit_code': 4503599929360392, 'n': 59, 'trace_an': -466311448890056}
  • id: 19947653
    {'hecke_orbit_code': 4503599929360392, 'n': 60, 'trace_an': 0}
  • id: 19947654
    {'hecke_orbit_code': 4503599929360392, 'n': 61, 'trace_an': 2063817263626748}
  • id: 19947655
    {'hecke_orbit_code': 4503599929360392, 'n': 62, 'trace_an': 0}
  • id: 19947656
    {'hecke_orbit_code': 4503599929360392, 'n': 63, 'trace_an': -6604236688046256}
  • id: 19947657
    {'hecke_orbit_code': 4503599929360392, 'n': 64, 'trace_an': 0}
  • id: 19947658
    {'hecke_orbit_code': 4503599929360392, 'n': 65, 'trace_an': -36400955340632}
  • id: 19947659
    {'hecke_orbit_code': 4503599929360392, 'n': 66, 'trace_an': 0}
  • id: 19947660
    {'hecke_orbit_code': 4503599929360392, 'n': 67, 'trace_an': -6637225962358328}
  • id: 19947661
    {'hecke_orbit_code': 4503599929360392, 'n': 68, 'trace_an': 0}
  • id: 19947662
    {'hecke_orbit_code': 4503599929360392, 'n': 69, 'trace_an': -4073481953319744}
  • id: 19947663
    {'hecke_orbit_code': 4503599929360392, 'n': 70, 'trace_an': 0}
  • id: 19947664
    {'hecke_orbit_code': 4503599929360392, 'n': 71, 'trace_an': 1543684997984528}
  • id: 19947665
    {'hecke_orbit_code': 4503599929360392, 'n': 72, 'trace_an': 0}
  • id: 19947666
    {'hecke_orbit_code': 4503599929360392, 'n': 73, 'trace_an': -3734106800358508}
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  • id: 19947839
    {'hecke_orbit_code': 4503599929360392, 'n': 919, 'trace_an': 39840063199047902132702384}
  • id: 19947840
    {'hecke_orbit_code': 4503599929360392, 'n': 929, 'trace_an': -3984053290087021206107836}
  • id: 19947841
    {'hecke_orbit_code': 4503599929360392, 'n': 937, 'trace_an': -6211172294156281500098988}
  • id: 19947842
    {'hecke_orbit_code': 4503599929360392, 'n': 941, 'trace_an': 48550352224282181193781980}
  • id: 19947843
    {'hecke_orbit_code': 4503599929360392, 'n': 947, 'trace_an': -17103674750901580786657368}
  • id: 19947844
    {'hecke_orbit_code': 4503599929360392, 'n': 953, 'trace_an': -27989655266633498210709900}
  • id: 19947845
    {'hecke_orbit_code': 4503599929360392, 'n': 961, 'trace_an': 33714157067137925039965122}
  • id: 19947846
    {'hecke_orbit_code': 4503599929360392, 'n': 967, 'trace_an': -26907490136390441350766576}
  • id: 19947847
    {'hecke_orbit_code': 4503599929360392, 'n': 971, 'trace_an': -35437290008104745335454376}
  • id: 19947848
    {'hecke_orbit_code': 4503599929360392, 'n': 977, 'trace_an': 53283049984386642826459044}
  • id: 19947849
    {'hecke_orbit_code': 4503599929360392, 'n': 983, 'trace_an': -74871023767301075714424528}
  • id: 19947850
    {'hecke_orbit_code': 4503599929360392, 'n': 991, 'trace_an': 22630433298021483229742528}
  • id: 19947851
    {'hecke_orbit_code': 4503599929360392, 'n': 997, 'trace_an': 33089998757294489248975436}