Newform data - 240.12.a.c

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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': 34560, 'analytic_conductor': 184.40236333430133, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, -1], [5, 1]], 'atkin_lehner_string': '--+', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [240, 1, [31, 181, 161, 97], [1, 1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, '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, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[7, [29348, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007199456067824, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '240.12.a.c', 'level': 240, '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, 5], 'level_radical': 30, 'minimal_twist': '30.12.a.d', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+3^{5}q^{3}-5^{5}q^{5}-29348q^{7}+3^{10}q^{9}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '11.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '240.12.a', 'trace_display': [0, 243, -3125, -29348], 'trace_hash': 1742872544144291080, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.013', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.011', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.001', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.918', 'prec': 17}], 'trace_zratio': 0, 'traces': [1, 0, 243, 0, -3125, 0, -29348, 0, 59049, 0, 538680, 0, -25606, 0, -759375, 0, -9807162, 0, 6599596, 0, -7131564, 0, 35008200, 0, 9765625, 0, 14348907, 0, 1288146, 0, 50347432, 0, 130899240, 0, 91712500, 0, -650167894, 0, -6222258, 0, -678700566, 0, -354979292, 0, -184528125, 0, -1215951480, 0, -1116021639, 0, -2383140366, 0, 4566555138, 0, -1683375000, 0, 1603701828, 0, 2196450120, 0, 9925999550, 0, -1732970052, 0, 80018750, 0, 674495812, 0, 8506992600, 0, -17538228960, 0, 19619940914, 0, 2373046875, 0, -15809180640, 0, 1369906648, 0, 3486784401, 0, 62181646116, 0, 30647381250, 0, 313019478, 0, -64990633758, 0, 751484888, 0, 12234425976, 0, -20623737500, 0, 101104524386, 0, 31808515320, 0, -149895906342, 0, 64594952428, 0, 22286137500, 0, 178945757916, 0, 45157480670, 0, -157990798242, 0, 94591780494, 0, -109400625000, 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• mf_hecke_nf •

  Column	Type
  an	jsonb
  ap	jsonb
  char_orbit_index	smallint
  field_poly	numeric[]
  hecke_orbit_code	bigint
  hecke_ring_character_values	jsonb
  hecke_ring_cyclotomic_generator	integer
  hecke_ring_denominators	numeric[]
  hecke_ring_inverse_denominators	numeric[]
  hecke_ring_inverse_numerators	numeric[]
  hecke_ring_numerators	numeric[]
  hecke_ring_power_basis	boolean
  hecke_ring_rank	integer
  label	text
  level	integer
  maxp	integer
  weight	smallint

  
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[3980043094456717480], [1298727967594797546], [2862743063875602144], [2165549203674268958], [-4549354368492646508], [1513999624458215352], [-1662681552090289614], [3251445942799737700], [-3359651573558155510], [400679393317697922], [332975807785629076], [-2419618245973980634], [4654576559560290798], [-5497141807392707568], [581888401943927688], [-670318098246395778], [-5271311403574903464], [-5879725952794571710], [-1051548632809269798], [-4829368686876875160], [-993934659001454520], [3716857674249653764], [-2905882676077927654], [-8044118008169459910], [3002394282525088444], [7178054505456595466], [5547882996271697184], [-2778657027363440276], [-883746730074747384], [-4462980265340373702], [-7163951718011430200], [-9389540767844682526], [2135158236111252864], [-1057091940632143488], [8582089783216047698], [7671608280217364298], [6411793679091032138], [7854870203865232458], [-7798470138097997898], [12706501672085014684], [-9615667463342098986], [-7418667646016342492], [3344952573537879576], [5311067047285223272], [3301676212561770218], [492090559381741636], [9652281333905748672], [879310485697213058], [-187386132803289342], [-775499668656914088], [-12312961644769933964], [1810139002993153416], [-6725972237494781734], [-1178818578224274368], [-12682056668697307782], [9961328339465975380], [5637414283765331826], [7208366572980795446], [10187624114348618430], [-3860630818395862076], [6623363125956849222], [4679342846438609610], [8581867715070813616], [6494346160688392802], [3016608073293155514], [-7004194315852801292], [-17453495681378436888], [1620818994127770914], [-2218178596909193742], [19177814990498147100], [17039118840858315436], [10604553821693681906], [5664617070444599154], [-10151829216187646496], [-5729601840876716516], [3662969839235338254], [13723990788055689288], [-14503695568503128502], [-828290247890173342], [-4328409750221222856], [1983933980040016368], [-4580773575806745646], [-1642233771824067414], [-5688595739421279132], [21282692366163743466], [6860295632141983060], [8928571899656389896]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 9007199456067824, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '240.12.a.c', 'level': 240, 'maxp': 2999, 'weight': 12}
• mf_newspaces •

  Column	Type
  ALdims	integer[]
  Nk2	integer
  a4_dim	integer
  a5_dim	integer
  analytic_conductor	double precision
  char_conductor	integer
  char_degree	integer
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  conrey_index	integer
  cusp_dim	integer
  dihedral_dim	integer
  dim	integer
  eis_dim	integer
  eis_new_dim	integer
  hecke_cutter_primes	integer[]
  hecke_orbit_code	bigint
  hecke_orbit_dims	integer[]
  label	text
  level	integer
  level_is_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': [5, 5, 6, 6, 5, 6, 6, 5], 'Nk2': 34560, 'analytic_conductor': 184.40236333430133, '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': [240, 1, [31, 181, 161, 97], [1, 1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 516, 'dim': 44, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [7], 'hecke_orbit_code': 201326832, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3], 'label': '240.12.a', 'level': 240, '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, 5], 'level_radical': 30, 'mf_dim': 540, 'mf_new_dim': 44, 'num_forms': 22, 'plus_dim': 23, 'prim_orbit_index': 1, 'relative_dim': 44, 'sturm_bound': 576, 'trace_bound': 7, 'trace_display': [0, 486, 0, -169920], 'traces': [44, 0, 486, 0, 0, 0, -169920, 0, 2598156, 0, -1081688, 0, 0, 0, -1518750, 0, 0, 0, 18693312, 0, 0, 0, 13479496, 0, 429687500, 0, 28697814, 0, -155346416, 0, 58859328, 0, 0, 0, 0, 0, 1045524112, 0, -65305764, 0, 144100888, 0, -678976936, 0, 0, 0, -5716727832, 0, 12017580140, 0, 56110644, 0, -4572817920, 0, -4026275000, 0, -1131254424, 0, 30929182040, 0, 6445845496, 0, -10033606080, 0, -5624825000, 0, 8101989656, 0, -8096707512, 0, -77537467008, 0, 16957280744, 0, 4746093750, 0, -102161410560, 0, -78118469456, 0, 153418513644, 0, 29851077192, 0, 42238925000, 0, -59810510484, 0, 29701819848, 0, 56948460832, 0, 0, 0, 0, 0, 66428319064, 0, -63872594712, 0, 136554840944, 0, -144101192368, 0, 0, 0, -70621486728, 0, 167663603352, 0, 76099797756, 0, 93096946768, 0, 63723575000, 0, 0, 0, 831008775328, 0, 329362525212, 0, -465550483716, 0, 0, 0, -448835588160, 0, -86182776576, 0, -937870184680, 0, 584735659744, 0, -89680668750, 0, -449779596848, 0, -3285901404784, 0, 188244808056, 0, 1815548538512, 0, 1278775000, 0, -960945890634, 0, 1914583887360, 0, 3337416569776, 0, 0, 0, 1613402450000, 0, 1718884512736, 0, 1493437682412, 0, 3770426528672, 0, -3707388705944, 0, 0, 0, -8360207850184, 0, 4169074365140, 0, 1103821380288, 0, 1550768917984, 0, -1659375000000, 0, 2289072601008, 0, -451664597768, 0, -4725542371784, 0, -1130353396524, 0, -1008458575000, 0, 26898612377392, 0, 0, 0, -9110767912704, 0, 8492550604360, 0, 3383407462500, 0, 6583508282880, 0, -1734785633472, 0, -6601425250608, 0, 8439661405440, 0, 0, 0, 795950759304, 0, 10127352810240, 0, -615146685440, 0, -4615161640848, 0, -5889656775000, 0, -14084989949536, 0, 191213427276, 0, 1115451718672, 0, -19602994475376, 0, 25372617187500, 0, 17490996807336, 0, -25380140803768, 0, 17208605665152, 0, -44942297394784, 0, 8461240175000, 0, 6751557493488, 0, 83272090020368, 0, 39800746701432, 0, 1694577218886, 0, -27034305100000, 0, 12462940331072, 0, -25153377182208, 0, -9458690471848, 0, 68665820574720, 0, -12938446912500, 0, 39966697516208, 0, -40808590627040, 0, -9173050518384, 0, 164083261926856, 0, -46555110175000, 0, -28749998890548, 0, 13856558153488, 0, 111151599588944, 0, 72233917723296, 0, -10563359375000, 0, -87338558334352, 0, 3475584459072, 0, -107192994163096, 0, 53208144330440, 0, 28268183925000, 0, 49390354554688, 0, 156900775161348, 0, -17929915728948, 0, -55396952742176, 0, 20378617475000, 0, 0, 0, 95812677507216, 0, 168769814140416, 0, -99761948590788, 0, 44014299950000, 0, 31688745929928, 0, -48908166002064, 0, -127477594778112, 0, -60565488925752, 0, 0, 0, 205615354649056, 0, -291312998546960, 0, 70801846460928, 0, -64724515799040, 0, 0, 0, -205180686812844, 0, -126699673968800, 0, 327686000697488, 0, 61737153289488, 0, 120560093025000, 0, 147740435407752, 0, 233426651622660, 0, -38231802600224, 0, -584328348243840, 0, 40402133775000, 0, -340191807427000, 0, 241706611343640, 0, -3856240058436, 0, 162777307310944, 0, -23018310000000, 0, 68804129005344, 0, 135037810010816, 0, 214763724849756, 0, 459592359887214, 0, 104596935350000, 0, 187992027543136, 0, 8509013335512, 0, -432003713658944, 0, -293639127674880, 0, -14831542968750, 0, -166575269797072, 0, 216923948247824, 0, 16410271229424, 0, 836609177095544, 0, -37125660000000, 0, -40092909093864, 0, -246397705809408, 0, -267098419223312, 0, 152963808964704, 0, -315247919900000, 0, -174632062438672, 0, -657934225951392, 0, -341959885808344, 0, -302857450127456, 0, 0, 0, 1874647373051856, 0, -12751961480200, 0, -203638879588716, 0, 325224356359680, 0, -23167188225000, 0, -408566694722904, 0, -829965946120248, 0, 309193828619368, 0, -337567061751768, 0, 0, 0, -189333229387712, 0, 184816750065696, 0, 1126530370618800, 0, -194974672245976, 0, 186907845262500, 0, -490741869666016, 0, -110406172389088, 0, 709626089686860, 0, -1903957273305256, 0, -344260582550000, 0, -1142971014914388, 0, -637718317856344, 0, 523674850621136, 0, 262606033999584, 0, 24365005100000, 0, 874640419491768, 0, 3313277417556, 0, -2438024973984736, 0, -732731106961504, 0, -276555250350000, 0, -959585346881192, 0, 560043005211648, 0, -2168849263508964, 0, -898947768490688, 0, 182551875000000, 0, -270020325358080, 0, 3649090905495760, 0, -1881966893930736, 0, 2153438391926304, 0, 0, 0, -4970263783673392, 0, 320378078462976, 0, -1139336023408008, 0, -1325102944996592, 0, -237747512475000, 0, -2472226629557760, 0, 2331521075454528, 0, 583167382162488, 0, 1748692952948568, 0, -80709535025000, 0, 4206950089289082, 0, -832381943168976, 0, -1897793085507904, 0, -66799442482776, 0, 917256352850000, 0, 3909179626090048, 0, -3226905146760228, 0, 2812352667277480, 0, 2925941537785448, 0, 0, 0, 3252147655922592, 0, -1959033660764276, 0, 1826337270279960, 0, -1157251728912256, 0, -1154623562675000, 0, -38547187200, 0, -8916684031542040, 0, -2301744947361064, 0, -3576493810772316, 0, 566919337550000, 0, 4793912038908904, 0, 380620730693304, 0, 10938515130812160, 0, 791188290823264, 0, 631896808162500, 0, -7559763669877216, 0, -4285589710147408, 0, -1313847819990432, 0, -6908625160382600, 0, -722959417325000, 0, -592474405417920, 0, 1749087266623592, 0, 3437505468542096, 0, 54383237722656, 0, 131635703125000, 0, -583705079354440, 0, 4311939320943804, 0, 5023825949329920, 0, 1072805615729008, 0, -332140291425000, 0, -18597466420372264, 0, -4802363306256384, 0, -6179416563486132, 0, 2628678966240880, 0, 596543759900000, 0, -846161172788112, 0, 15522423540303296, 0, 4090007370883480, 0, 478414387197144, 0, 1667692969900000, 0, -7938499589622608, 0, -1327865100986880, 0, -22097715370729648, 0, -2619369649577904, 0, -1759566052687500, 0, 6891395625423360, 0, 2889451758603152, 0, -478102481876088, 0, 9412446085147328, 0, 4196166992187500, 0, 10670616170364384, 0, 2149523902947440, 0, -6701676698333088, 0, 135336324329928, 0, -1820060290700000, 0, 2854047259336768, 0, -4578509889355392, 0, 6332403391529208, 0, 11701454657754024, 0, -1739121147450000, 0, 20265801415567112, 0, 2339428228225952, 0, 14758426653979680, 0, 1184657453595552, 0, 378578546175000, 0, 1001310470652456, 0, -16757402472943192, 0, -5823111086983144, 0, -16308003651399864, 0, -1172293260700000, 0, 8551870147537296, 0, 1372913225157600, 0, 22224443103471408, 0, 13804800803346760, 0, 280252089843750, 0, 14751472956572896, 0, -22500633163562880, 0, -1863145405692000, 0, -8329475142645176, 0, 1934987566075000, 0, -12755895286655340, 0, 5839913334115408, 0, 19809625829528336, 0, -6032529132157440, 0, 4427671334950000, 0, -9099273923243520, 0, 20815985687603940, 0, 3886917451651600, 0, -30596594335897792, 0, 1602452000025000, 0, -31888681340694656, 0, -623292304767192, 0, -4612817502907344, 0, -24502608410780160, 0, 8321356702850000, 0, -1005405670413072, 0, 22911673718176128, 0, -9863422116669344, 0, 23523583473219852, 0, -1517054843750000, 0, 10124992718590480, 0, 9059209812164556, 0, -39441882862339952, 0, 47219994848954960, 0, -3861083559768750, 0, 15326995601574208, 0, 29655933088780320, 0, 8213154934791600, 0, 20412131932819192, 0, -8874159108675000, 0, 1762676257110408, 0, -1898535054789184, 0, -10313984882724736, 0, 7021636787796048, 0, -8113435740000000, 0, -41277244542301072, 0, -21567117426890112, 0, 5956757794743944, 0, 41512795912272000, 0, 2494166282325000, 0, 31300583735654960, 0, 21147816602599064, 0, 14472523252500804, 0, -30276986994590944, 0, 574798125000000, 0, -8130119424453216, 0, -8186927538470656, 0, -13376272588118016, 0, -3531750833569716, 0, 6678991463575000, 0, 4227394175778040, 0, -17843332394634264, 0, 63356558924806944, 0, -23377840228539296, 0, 3810806429962500, 0, 16702052521029120, 0, 6010734327472560, 0, 1753862760204552, 0, -26169064711279408, 0, -12590084410100000, 0, -5247174895314228, 0, -13764694046535592, 0, -7076977626759968, 0, -14169435737919696, 0, -164644353925000, 0, -9281862248915296, 0, 3362749663668768, 0, 15413049266960, 0, -18875364023034912, 0, 0, 0, -27912301395225624, 0, 14768401261928344, 0, 7382062095360444, 0, 55250213206202048, 0, 18946785495525000, 0, 0, 0, 12640999862058304, 0, 67747341910317972, 0, 26145293647549932, 0, 14889973680000000, 0, 31776529784904000, 0, -27505642284663984, 0, -32841014912916720, 0, -83829037006328432, 0, 0, 0, 18399609862087680, 0, -66169067851758224, 0, -16464606627258432, 0, -10463282602058744, 0, 25808591564125000, 0, -1069880346942894, 0, -50922515643596576, 0, 45869832072354160, 0, 3922525812410136, 0, 0, 0, -68635993906427968, 0, 9349959080167596, 0, -3358864115029656, 0, 26690110610396520, 0, -8968223597850000, 0, -55046475813386376, 0, -15506725850418720, 0, -3771612845148888, 0, 90343937190176224, 0, -27923427217425000, 0, -24256573284608496, 0, -32788055924004704, 0, 86880534535385584, 0, -36728315791084800, 0, -6800797649850000, 0, 3832314753409096, 0, 8063426802902256, 0, -17088945128745168, 0, 15270351220968960, 0, 35178457256437500, 0, 24206806479983552, 0, 21676913659952784, 0, 42537239008318368, 0, 58453356850032832, 0, 10210196406250000, 0, -8509031308138032, 0, 2104845314808488, 0, -109159229581000512, 0, 12972534433440336, 0, -47769294744650000, 0, 40643295747465080, 0, -62236597755277044, 0, -159732094788260256, 0, -152125737991379120, 0, 0, 0, 30737831676288712, 0, 22820198702985952, 0, 36965196112666428, 0, -12688187570449296, 0, 46097991175100000, 0, 9301541852021760, 0, -15750813795051552, 0, -39208999044060628, 0, -4170128169801672, 0, 14656303665350000, 0, -74990683387053120, 0, 65185825262227920, 0, 77130102749309752, 0, -143596690368846304, 0, -637751601562500, 0, -46337791764501856, 0, -11645299286158384, 0, 9900368114332248, 0, -180200645382838216, 0, -8113167338575000, 0, -63215450883618336, 0, -10871542219235360, 0, 211417850696572240, 0, 32553515110203720, 0, 78299424270050000, 0, 84147627641749216, 0, 4493616957694044, 0], 'weight': 12, 'weight_parity': 1}
• mf_twists_nf •

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

  
  
  • id: 192759
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '240.12.a.c', 'source_level': 240, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': True, 'target_label': '30.12.a.d', 'target_level': 30, 'twist_class_label': '30.12.a.d', 'twist_class_level': 30, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 12}
  • id: 192760
    {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '240.12.a.c', 'source_level': 240, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '90.12.a.e', 'target_level': 90, 'twist_class_label': '30.12.a.d', 'twist_class_level': 30, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 12}
  • id: 192761
    {'conductor': 20, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '240.12.a.c', 'source_level': 240, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '150.12.a.c', 'target_level': 150, 'twist_class_label': '30.12.a.d', 'twist_class_level': 30, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 12}
  • id: 192762
    {'conductor': 20, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '240.12.a.c', 'source_level': 240, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '150.12.c.a', 'target_level': 150, 'twist_class_label': '30.12.a.d', 'twist_class_level': 30, 'twisting_char_label': '20.e', 'twisting_char_orbit': 5, 'weight': 12}
  • id: 192763
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '240.12.a.c', 'source_level': 240, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '240.12.a.c', 'target_level': 240, 'twist_class_label': '30.12.a.d', 'twist_class_level': 30, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 12}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 567675
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 9007199456067824, 'p': 2}
  • id: 567676
    {'charpoly_factorization': [[[-243, 1], 1]], 'hecke_orbit_code': 9007199456067824, 'p': 3}
  • id: 567677
    {'charpoly_factorization': [[[3125, 1], 1]], 'hecke_orbit_code': 9007199456067824, 'p': 5}
  • id: 567678
    {'charpoly_factorization': [[[29348, 1], 1]], 'hecke_orbit_code': 9007199456067824, 'p': 7}
  • id: 567679
    {'charpoly_factorization': [[[-538680, 1], 1]], 'hecke_orbit_code': 9007199456067824, 'p': 11}
  • id: 567680
    {'charpoly_factorization': [[[25606, 1], 1]], 'hecke_orbit_code': 9007199456067824, 'p': 13}
  • id: 567681
    {'charpoly_factorization': [[[9807162, 1], 1]], 'hecke_orbit_code': 9007199456067824, 'p': 17}
  • id: 567682
    {'charpoly_factorization': [[[-6599596, 1], 1]], 'hecke_orbit_code': 9007199456067824, 'p': 19}
  • id: 567683
    {'charpoly_factorization': [[[-35008200, 1], 1]], 'hecke_orbit_code': 9007199456067824, 'p': 23}
  • id: 567684
    {'charpoly_factorization': [[[-1288146, 1], 1]], 'hecke_orbit_code': 9007199456067824, 'p': 29}
  • id: 567685
    {'charpoly_factorization': [[[-50347432, 1], 1]], 'hecke_orbit_code': 9007199456067824, 'p': 31}
  • id: 567686
    {'charpoly_factorization': [[[650167894, 1], 1]], 'hecke_orbit_code': 9007199456067824, 'p': 37}
  • id: 567687
    {'charpoly_factorization': [[[678700566, 1], 1]], 'hecke_orbit_code': 9007199456067824, 'p': 41}
  • id: 567688
    {'charpoly_factorization': [[[354979292, 1], 1]], 'hecke_orbit_code': 9007199456067824, 'p': 43}
  • id: 567689
    {'charpoly_factorization': [[[1215951480, 1], 1]], 'hecke_orbit_code': 9007199456067824, 'p': 47}
  • id: 567690
    {'charpoly_factorization': [[[-4566555138, 1], 1]], 'hecke_orbit_code': 9007199456067824, 'p': 53}
  • id: 567691
    {'charpoly_factorization': [[[-2196450120, 1], 1]], 'hecke_orbit_code': 9007199456067824, 'p': 59}
  • id: 567692
    {'charpoly_factorization': [[[-9925999550, 1], 1]], 'hecke_orbit_code': 9007199456067824, 'p': 61}
  • id: 567693
    {'charpoly_factorization': [[[-674495812, 1], 1]], 'hecke_orbit_code': 9007199456067824, 'p': 67}
  • id: 567694
    {'charpoly_factorization': [[[17538228960, 1], 1]], 'hecke_orbit_code': 9007199456067824, 'p': 71}
  • id: 567695
    {'charpoly_factorization': [[[-19619940914, 1], 1]], 'hecke_orbit_code': 9007199456067824, 'p': 73}
  • id: 567696
    {'charpoly_factorization': [[[-1369906648, 1], 1]], 'hecke_orbit_code': 9007199456067824, 'p': 79}
  • id: 567697
    {'charpoly_factorization': [[[-62181646116, 1], 1]], 'hecke_orbit_code': 9007199456067824, 'p': 83}
  • id: 567698
    {'charpoly_factorization': [[[64990633758, 1], 1]], 'hecke_orbit_code': 9007199456067824, 'p': 89}
  • id: 567699
    {'charpoly_factorization': [[[-101104524386, 1], 1]], 'hecke_orbit_code': 9007199456067824, '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': 3, 'label': '240.12.a.c', 'level': 240, 'portrait': 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', 'weight': 12}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 29299231
    {'hecke_orbit_code': 9007199456067824, 'n': 1, 'trace_an': 1}
  • id: 29299232
    {'hecke_orbit_code': 9007199456067824, 'n': 2, 'trace_an': 0}
  • id: 29299233
    {'hecke_orbit_code': 9007199456067824, 'n': 3, 'trace_an': 243}
  • id: 29299234
    {'hecke_orbit_code': 9007199456067824, 'n': 4, 'trace_an': 0}
  • id: 29299235
    {'hecke_orbit_code': 9007199456067824, 'n': 5, 'trace_an': -3125}
  • id: 29299236
    {'hecke_orbit_code': 9007199456067824, 'n': 6, 'trace_an': 0}
  • id: 29299237
    {'hecke_orbit_code': 9007199456067824, 'n': 7, 'trace_an': -29348}
  • id: 29299238
    {'hecke_orbit_code': 9007199456067824, 'n': 8, 'trace_an': 0}
  • id: 29299239
    {'hecke_orbit_code': 9007199456067824, 'n': 9, 'trace_an': 59049}
  • id: 29299240
    {'hecke_orbit_code': 9007199456067824, 'n': 10, 'trace_an': 0}
  • id: 29299241
    {'hecke_orbit_code': 9007199456067824, 'n': 11, 'trace_an': 538680}
  • id: 29299242
    {'hecke_orbit_code': 9007199456067824, 'n': 12, 'trace_an': 0}
  • id: 29299243
    {'hecke_orbit_code': 9007199456067824, 'n': 13, 'trace_an': -25606}
  • id: 29299244
    {'hecke_orbit_code': 9007199456067824, 'n': 14, 'trace_an': 0}
  • id: 29299245
    {'hecke_orbit_code': 9007199456067824, 'n': 15, 'trace_an': -759375}
  • id: 29299246
    {'hecke_orbit_code': 9007199456067824, 'n': 16, 'trace_an': 0}
  • id: 29299247
    {'hecke_orbit_code': 9007199456067824, 'n': 17, 'trace_an': -9807162}
  • id: 29299248
    {'hecke_orbit_code': 9007199456067824, 'n': 18, 'trace_an': 0}
  • id: 29299249
    {'hecke_orbit_code': 9007199456067824, 'n': 19, 'trace_an': 6599596}
  • id: 29299250
    {'hecke_orbit_code': 9007199456067824, 'n': 20, 'trace_an': 0}
  • id: 29299251
    {'hecke_orbit_code': 9007199456067824, 'n': 21, 'trace_an': -7131564}
  • id: 29299252
    {'hecke_orbit_code': 9007199456067824, 'n': 22, 'trace_an': 0}
  • id: 29299253
    {'hecke_orbit_code': 9007199456067824, 'n': 23, 'trace_an': 35008200}
  • id: 29299254
    {'hecke_orbit_code': 9007199456067824, 'n': 24, 'trace_an': 0}
  • id: 29299255
    {'hecke_orbit_code': 9007199456067824, 'n': 25, 'trace_an': 9765625}
  • id: 29299256
    {'hecke_orbit_code': 9007199456067824, 'n': 26, 'trace_an': 0}
  • id: 29299257
    {'hecke_orbit_code': 9007199456067824, 'n': 27, 'trace_an': 14348907}
  • id: 29299258
    {'hecke_orbit_code': 9007199456067824, 'n': 28, 'trace_an': 0}
  • id: 29299259
    {'hecke_orbit_code': 9007199456067824, 'n': 29, 'trace_an': 1288146}
  • id: 29299260
    {'hecke_orbit_code': 9007199456067824, 'n': 30, 'trace_an': 0}
  • id: 29299261
    {'hecke_orbit_code': 9007199456067824, 'n': 31, 'trace_an': 50347432}
  • id: 29299262
    {'hecke_orbit_code': 9007199456067824, 'n': 32, 'trace_an': 0}
  • id: 29299263
    {'hecke_orbit_code': 9007199456067824, 'n': 33, 'trace_an': 130899240}
  • id: 29299264
    {'hecke_orbit_code': 9007199456067824, 'n': 34, 'trace_an': 0}
  • id: 29299265
    {'hecke_orbit_code': 9007199456067824, 'n': 35, 'trace_an': 91712500}
  • id: 29299266
    {'hecke_orbit_code': 9007199456067824, 'n': 36, 'trace_an': 0}
  • id: 29299267
    {'hecke_orbit_code': 9007199456067824, 'n': 37, 'trace_an': -650167894}
  • id: 29299268
    {'hecke_orbit_code': 9007199456067824, 'n': 38, 'trace_an': 0}
  • id: 29299269
    {'hecke_orbit_code': 9007199456067824, 'n': 39, 'trace_an': -6222258}
  • id: 29299270
    {'hecke_orbit_code': 9007199456067824, 'n': 40, 'trace_an': 0}
  • id: 29299271
    {'hecke_orbit_code': 9007199456067824, 'n': 41, 'trace_an': -678700566}
  • id: 29299272
    {'hecke_orbit_code': 9007199456067824, 'n': 42, 'trace_an': 0}
  • id: 29299273
    {'hecke_orbit_code': 9007199456067824, 'n': 43, 'trace_an': -354979292}
  • id: 29299274
    {'hecke_orbit_code': 9007199456067824, 'n': 44, 'trace_an': 0}
  • id: 29299275
    {'hecke_orbit_code': 9007199456067824, 'n': 45, 'trace_an': -184528125}
  • id: 29299276
    {'hecke_orbit_code': 9007199456067824, 'n': 46, 'trace_an': 0}
  • id: 29299277
    {'hecke_orbit_code': 9007199456067824, 'n': 47, 'trace_an': -1215951480}
  • id: 29299278
    {'hecke_orbit_code': 9007199456067824, 'n': 48, 'trace_an': 0}
  • id: 29299279
    {'hecke_orbit_code': 9007199456067824, 'n': 49, 'trace_an': -1116021639}
  • id: 29299280
    {'hecke_orbit_code': 9007199456067824, 'n': 50, 'trace_an': 0}
  • id: 29299281
    {'hecke_orbit_code': 9007199456067824, 'n': 51, 'trace_an': -2383140366}
  • id: 29299282
    {'hecke_orbit_code': 9007199456067824, 'n': 52, 'trace_an': 0}
  • id: 29299283
    {'hecke_orbit_code': 9007199456067824, 'n': 53, 'trace_an': 4566555138}
  • id: 29299284
    {'hecke_orbit_code': 9007199456067824, 'n': 54, 'trace_an': 0}
  • id: 29299285
    {'hecke_orbit_code': 9007199456067824, 'n': 55, 'trace_an': -1683375000}
  • id: 29299286
    {'hecke_orbit_code': 9007199456067824, 'n': 56, 'trace_an': 0}
  • id: 29299287
    {'hecke_orbit_code': 9007199456067824, 'n': 57, 'trace_an': 1603701828}
  • id: 29299288
    {'hecke_orbit_code': 9007199456067824, 'n': 58, 'trace_an': 0}
  • id: 29299289
    {'hecke_orbit_code': 9007199456067824, 'n': 59, 'trace_an': 2196450120}
  • id: 29299290
    {'hecke_orbit_code': 9007199456067824, 'n': 60, 'trace_an': 0}
  • id: 29299291
    {'hecke_orbit_code': 9007199456067824, 'n': 61, 'trace_an': 9925999550}
  • id: 29299292
    {'hecke_orbit_code': 9007199456067824, 'n': 62, 'trace_an': 0}
  • id: 29299293
    {'hecke_orbit_code': 9007199456067824, 'n': 63, 'trace_an': -1732970052}
  • id: 29299294
    {'hecke_orbit_code': 9007199456067824, 'n': 64, 'trace_an': 0}
  • id: 29299295
    {'hecke_orbit_code': 9007199456067824, 'n': 65, 'trace_an': 80018750}
  • id: 29299296
    {'hecke_orbit_code': 9007199456067824, 'n': 66, 'trace_an': 0}
  • id: 29299297
    {'hecke_orbit_code': 9007199456067824, 'n': 67, 'trace_an': 674495812}
  • id: 29299298
    {'hecke_orbit_code': 9007199456067824, 'n': 68, 'trace_an': 0}
  • id: 29299299
    {'hecke_orbit_code': 9007199456067824, 'n': 69, 'trace_an': 8506992600}
  • id: 29299300
    {'hecke_orbit_code': 9007199456067824, 'n': 70, 'trace_an': 0}
  • id: 29299301
    {'hecke_orbit_code': 9007199456067824, 'n': 71, 'trace_an': -17538228960}
  • id: 29299302
    {'hecke_orbit_code': 9007199456067824, 'n': 72, 'trace_an': 0}
  • id: 29299303
    {'hecke_orbit_code': 9007199456067824, 'n': 73, 'trace_an': 19619940914}
  • id: 29299304
    {'hecke_orbit_code': 9007199456067824, 'n': 74, 'trace_an': 0}
  • id: 29299305
    {'hecke_orbit_code': 9007199456067824, 'n': 75, 'trace_an': 2373046875}
  • id: 29299306
    {'hecke_orbit_code': 9007199456067824, 'n': 76, 'trace_an': 0}
  • id: 29299307
    {'hecke_orbit_code': 9007199456067824, 'n': 77, 'trace_an': -15809180640}
  • id: 29299308
    {'hecke_orbit_code': 9007199456067824, 'n': 78, 'trace_an': 0}
  • id: 29299309
    {'hecke_orbit_code': 9007199456067824, 'n': 79, 'trace_an': 1369906648}
  • id: 29299310
    {'hecke_orbit_code': 9007199456067824, 'n': 80, 'trace_an': 0}
  • id: 29299311
    {'hecke_orbit_code': 9007199456067824, 'n': 81, 'trace_an': 3486784401}
  • id: 29299312
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