Newform data - 18.9.b.a

Formats: - HTML - YAML - JSON - 2026-05-21T11:01:43.021848

• 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': 1458, 'analytic_conductor': 7.33281498110029, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 3, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [18, 2, [11], [1]], 'cm_discs': [], 'conrey_index': 17, 'dim': 2, 'field_disc': -8, 'field_disc_factorization': [[-1, 1], [2, 3]], 'field_poly': [2, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [[5, [54450, 0, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 68870471698, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 3, 2, -1, 2, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '18.9.b.a', 'level': 18, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'minimal_twist': '18.9.b.a', 'nf_label': '2.0.8.1', 'prim_orbit_index': 2, 'qexp_display': 'q+8\\beta q^{2}-2^{7}q^{4}+165\\beta q^{5}-3532q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '8.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '18.9.b', 'trace_display': [0, 0, 0, -7064], 'trace_hash': 1950006413317881615, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.949', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '15.282', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '149.907', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.509', 'prec': 17}, 'traces': [2, 0, 0, -256, 0, 0, -7064, 0, 0, -5280, 0, 0, -83648, 0, 0, 32768, 0, 0, -72608, 0, 0, 456576, 0, 0, 672350, 0, 0, 904192, 0, 0, -942392, 0, 0, -2144736, 0, 0, -6014804, 0, 0, 675840, 0, 0, 7247440, 0, 0, -9359232, 0, 0, 13420446, 0, 0, 10706944, 0, 0, 9416880, 0, 0, -6091104, 0, 0, -10881260, 0, 0, -4194304, 0, 0, -12243152, 0, 0, 18648960, 0, 0, -98062304, 0, 0, 9293824, 0, 0, 16715512, 0, 0, 38813664, 0, 0, -44235180, 0, 0, -58441728, 0, 0, 295444736, 0, 0, 136095360, 0, 0, 40862656, 0, 0, -86060800, 0, 0, -59650472, 0, 0, -232534368, 0, 0, -97768832, 0, 0, -115736576, 0, 0, -193034160, 0, 0, -60824832, 0, 0, -385585534, 0, 0, 120626176, 0, 0, 679816552, 0, 0, 220830720, 0, 0, 256451456, 0, 0, 274526208, 0, 0, 18178576, 0, 0, 479567232, 0, 0, -125629020, 0, 0, 769894912, 0, 0, -671202296, 0, 0, -1612626432, 0, 0, -403261652, 0, 0, -86507520, 0, 0, -1055321456, 0, 0, 1162863744, 0, 0, 1867032510, 0, 0, -927672320, 0, 0, -2374740200, 0, 0, -2428764192, 0, 0, 1096335616, 0, 0, 1197981696, 0, 0, 3825136656, 0, 0, 191685120, 0, 0, 1311150364, 0, 0, -1717817088, 0, 0, 1469860600, 0, 0, 3837226848, 0, 0, 800531820, 0, 0, -1370488832, 0, 0, -6536002448, 0, 0, 2779176960, 0, 0, 3328528544, 0, 0, -1205360640, 0, 0, -7616810744, 0, 0, -4282130976, 0, 0, -5727938816, 0, 0, 779661312, 0, 0, 2806966800, 0, 0, 7575207552, 0, 0, -9683644256, 0, 0, 1392801280, 0, 0, 3036756992, 0, 0, -3837504000, 0, 0, 16692190272, 0, 0, 536870912, 0, 0, 21244287728, 0, 0, -1740583680, 0, 0, -4796021340, 0, 0, 1567123456, 0, 0, -13184472920, 0, 0, -2893119456, 0, 0, -243179648, 0, 0, -2387066880, 0, 0, 3251190688, 0, 0, -19095834624, 0, 0, -4016815234, 0, 0, 12551974912, 0, 0, -1254512160, 0, 0, -4190678880, 0, 0, -25597958080, 0, 0, -1189609472, 0, 0, 11769497680, 0, 0, 2487914880, 0, 0, 7523242084, 0, 0, -2139585536, 0, 0, 10863483984, 0, 0, 33056807424, 0, 0, -28120366400, 0, 0, -4968148992, 0, 0, 6379965712, 0, 0, 4109488896, 0, 0, 33275506912, 0, 0, 5662103040, 0, 0, -6678461008, 0, 0, 1598536032, 0, 0, -4646044844, 0, 0, 7480541184, 0, 0, 9891074160, 0, 0, 1788406272, 0, 0, -31331165250, 0, 0, -37816926208, 0, 0, -40575953816, 0, 0, 15879082560, 0, 0, 44422191700, 0, 0, -17420206080, 0, 0, 24757911040, 0, 0, -50820563712, 0, 0, -33260420160, 0, 0, -5230419968, 0, 0, -78410475792, 0, 0, 10142314848, 0, 0, 51631688596, 0, 0, 11015782400, 0, 0, 39414603008, 0, 0, 21513779328, 0, 0, 88362657664, 0, 0, 7635260416, 0, 0, 23984064720, 0, 0, -16575535104, 0, 0, 43838539840, 0, 0, 29764399104, 0, 0, 38432610320, 0, 0, -19133241600, 0, 0, -92961036932, 0, 0, 12514410496, 0, 0, -74454733592, 0, 0, 89701438464, 0, 0, -50093261460, 0, 0, 14814281728, 0, 0, -69224169744, 0, 0, -98350280832, 0, 0, -58395083840, 0, 0, 24708372480, 0, 0, -73369479656, 0, 0, -12605789664, 0, 0, 43242812864, 0, 0, 7785578496, 0, 0, -24408994400, 0, 0, -29603678208, 0, 0, 251563162496, 0, 0, 49354948352, 0, 0, -202614406664, 0, 0, -35429977440, 0, 0, -51030507924, 0, 0, -15440150528, 0, 0, 229333233472, 0, 0, 175975913088, 0, 0, 79142803740, 0, 0, -87016518656, 0, 0, 346356057728, 0, 0, -128568562656, 0, 0, -242726074560, 0, 0, -28266332160, 0, 0, 60660265216, 0, 0, 23652789504, 0, 0, -185546871742, 0, 0, -32825786368, 0, 0, 57320524800, 0, 0, -111481711776, 0, 0, 150852495424, 0, 0, -35139354624, 0, 0, -40844160944, 0, 0, 153489436800, 0, 0, -59039188384, 0, 0, -2326857728, 0, 0, -303116930560, 0, 0, 126857976288, 0, 0, -88318951380, 0, 0, -61384605696, 0, 0, -206092997984, 0, 0, -137089861248, 0, 0, -165773841692, 0, 0, 16080514560, 0, 0, 414725045328, 0, 0, 95317823136, 0, 0, 34212599168, 0, 0, -98546548736, 0, 0, 156238655760, 0, 0, 391440519168, 0, 0, -238029633764, 0, 0, 85913893888, 0, 0, -226159878008, 0, 0, 28726526400, 0, 0, 386036550292, 0, 0, 206416183296, 0, 0, 242948798848, 0, 0, -221750045952, 0, 0, 183488198750, 0, 0, 51617491456, 0, 0, 606218210680, 0, 0, -383192056992, 0, 0, -561296733504, 0, 0, 11072962560, 0, 0, -677766435248, 0, 0, 77862495744, 0, 0, 108481087872, 0, 0, 135081146368, 0, 0, -35899538400, 0, 0, -480688811520, 0, 0, 117771338284, 0, 0, -148846559232, 0, 0, -222687716688, 0, 0, 32321921280, 0, 0, 331267780, 0, 0, -238980161280, 0, 0, -144326900992, 0, 0, -215136784896, 0, 0, -59670588780, 0, 0, 118742056960, 0, 0, 239467404880, 0, 0, -24269587584, 0, 0, 325176025284, 0, 0, 303966745600, 0, 0, 218361444416, 0, 0, 449168665056, 0, 0, 828482238784, 0, 0, 310881816576, 0, 0, -393851589120, 0, 0, -234599859072, 0, 0, 210685467104, 0, 0, -140330958848, 0, 0, -31879179368, 0, 0, 258884482560, 0, 0, 33566144704, 0, 0, -153341657088, 0, 0, -735104148512, 0, 0, 821311387776, 0, 0, -86432751900, 0, 0, -489617491968, 0, 0, -358744896344, 0, 0, 254754333696, 0, 0, -391365674240, 0, 0, -24535695360, 0, 0, 345319514624, 0, 0, -657027382272, 0, 0, -173440150940, 0, 0, -167827246592, 0, 0, -316808630600, 0, 0, 664652925600, 0, 0, -855308158272, 0, 0, 219880587264, 0, 0, -808180292000, 0, 0, -44128951680, 0, 0, 455097818240, 0, 0, -188142156800, 0, 0, 1140189914160, 0, 0, 148196824608, 0, 0, 681796653120, 0, 0, -491165036544, 0, 0, -324541909760, 0, 0, -1373107575552, 0, 0, -263111061760, 0, 0, -102468072960, 0, 0, 729158868808, 0, 0, 214833306624, 0, 0, 983011720576, 0, 0, 175422570496, 0, 0, 84758208480, 0, 0, 1023948319872, 0, 0, 855564904286, 0, 0, 836608313344, 0, 0, 1361888106088, 0, 0, -721006624800, 0, 0, -1462174247636, 0, 0, -355734650880, 0, 0, -528732683696, 0, 0, -217680822144, 0, 0, 32969805660, 0, 0, -426051653632, 0, 0, 512057589248, 0, 0, 339777558528, 0, 0, 1326360655060, 0, 0, 154286161920, 0, 0, -455386510544, 0, 0, -1207855500672, 0, 0, -2401112061664, 0, 0, 974951775232, 0, 0, 36885879360, 0, 0, 94194917856, 0, 0, -1948143868308, 0, 0, 548112764928, 0, 0, 1301905626832, 0, 0, -779974103040, 0, 0, -2073967487424, 0, 0, 733176168448, 0, 0, -1650713313560, 0, 0, 375088795296, 0, 0, -2022026734700, 0, 0, -99796647936, 0, 0, -487215871584, 0, 0, 408125144448, 0, 0, 2884285520572, 0, 0, -359291750400, 0, 0, 1419008149008, 0, 0, 1654503582720, 0, 0, 4101357802496, 0, 0, -969626566656, 0, 0, -1048174126560, 0, 0, -64515006336, 0, 0, -1261730734050, 0, 0, 1239506464768, 0, 0, 1117549861720, 0, 0, -107877411840, 0, 0, -64206730432, 0, 0, -178278563840, 0, 0, 4331700936432, 0, 0, 265801810944, 0, 0, 209185243740, 0, 0, -388704894976, 0, 0, -2580955046744, 0, 0, -1693831463424, 0, 0, -443878397036, 0, 0, 491200512000], 'weight': 9, '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, 8], [0, 0], [-128, 0], [0, 165], [0, 0], [-3532, 0], [0, -1024], [0, 0], [-2640, 0], [0, -14268], [0, 0], [-41824, 0], [0, -28256], [0, 0], [16384, 0], [0, 67023], [0, 0], [-36304, 0], [0, -21120], [0, 0], [228288, 0], [0, 292476], [0, 0], [336175, 0], [0, -334592], [0, 0], [452096, 0], [0, 190347], [0, 0], [-471196, 0], [0, 131072], [0, 0], [-1072368, 0], [0, -582780], [0, 0], [-3007402, 0], [0, -290432], [0, 0], [337920, 0], [0, -1212927], [0, 0], [3623720, 0], [0, 1826304], [0, 0], [-4679616, 0], [0, -4252980], [0, 0], [6710223, 0], [0, 2689400], [0, 0], [5353472, 0], [0, 7266699], [0, 0], [4708440, 0], [0, 3616768], [0, 0], [-3045552, 0], [0, 1900776], [0, 0], [-5440630, 0], [0, -3769568], [0, 0], [-2097152, 0], [0, -6900960], [0, 0], [-6121576, 0], [0, -8578944], [0, 0], [9324480, 0], [0, -14986476], [0, 0], [-49031152, 0], [0, -24059216], [0, 0], [4646912, 0], [0, 50394576], [0, 0], [8357756, 0], [0, 2703360], [0, 0], [19406832, 0], [0, -36339492], [0, 0], [-22117590, 0], [0, 28989760], [0, 0], [-29220864, 0], [0, 75898881], [0, 0], [147722368, 0], [0, -37436928], [0, 0], [68047680, 0], [0, -5990160], [0, 0], [20431328, 0], [0, 53681784], [0, 0], [-43030400, 0]], 'ap': [[0, 8], [0, 0], [0, 165], [-3532, 0], [0, -14268], [-41824, 0], [0, 67023], [-36304, 0], [0, 292476], [0, 190347], [-471196, 0], [-3007402, 0], [0, -1212927], [3623720, 0], [0, -4252980], [0, 7266699], [0, 1900776], [-5440630, 0], [-6121576, 0], [0, -14986476], [-49031152, 0], [8357756, 0], [0, -36339492], [0, 75898881], [20431328, 0], [0, -119913339], [-29825236, 0], [0, -86849280], [-48884416, 0], [0, 133816593], [339908276, 0], [0, 54393240], [0, 90409983], [9089288, 0], [0, 130958715], [-335601148, 0], [-201630826, 0], [-527660728, 0], [0, -128421528], [0, -49954251], [0, -55887696], [548167808, 0], [0, 1588142616], [655575182, 0], [0, -316947339], [734930300, 0], [-3268001224, 0], [-3808405372, 0], [0, 3073446276], [-2863969408, 0], [0, 393930927], [0, 925114944], [-4841822128, 0], [0, -5499247284], [0, 4017767583], [0, -739149672], [0, 3483803493], [-6592236460, 0], [-121589824, 0], [0, -3964311759], [1625595344, 0], [0, -2978681973], [5884748840, 0], [0, 6929688936], [3761621042, 0], [0, 11974751781], [3189982856, 0], [16637753456, 0], [0, 758424612], [-2323022422, 0], [0, -14036520783], [0, 7331245596], [-20287976908, 0], [22211095850, 0], [12378955520, 0], [0, 20532105696], [0, -20770403925], [25815844298, 0], [0, -4631150769], [44181328832, 0], [0, -31998384996], [21919269920, 0], [0, 6802525692], [-46480518466, 0], [-37227366796, 0], [0, 37745484396], [0, -2943591183], [-29197541920, 0], [0, -11721524853], [-36684739828, 0], [0, -12753910764], [0, 2016093948], [-101307203332, 0], [0, -8306306592], [114666616736, 0], [0, -11568561876], [0, 27768810891], [0, -26304072849], [30330132608, 0], [75426247712, 0], [-20422080472, 0], [0, 17942860539], [0, -73145637996], [0, -67232587521], [-103046498992, 0], [-82886920846, 0], [0, -7955181768], [0, 137858511951], [0, -21490400004], [-119014816882, 0], [-113079939004, 0], [193018275146, 0], [0, 161333719473], [121474399424, 0], [303109105340, 0], [0, 20084481663], [-338883217624, 0], [0, -135065220012], [0, -33694624779], [0, 57711330024], [58885669142, 0], [165633890, 0], [0, -182984533275], [0, -87774558372], [119733702440, 0], [0, 101578663035], [414241119392, 0], [0, 217615720212], [-15939589684, 0], [16783072352, 0], [-367552074256, 0], [0, -236413192920], [-179372448172, 0], [-195682837120, 0], [0, -232844414991], [-86720075470, 0], [0, -497939877], [-404090146000, 0], [0, -280836539835], [0, -423527321727], [-162270954880, 0], [0, -166519605531], [364579434404, 0], [0, 529059044376], [491505860288, 0], [0, -48471880116], [-731087123818, 0], [0, 588211975041], [-264366341848, 0], [0, -516864097656], [663180327530, 0], [0, 316512437823], [-227693255272, 0], [0, 135826391928], [650952813416, 0], [0, -208452738648], [-825356656780, 0], [0, 762112252239], [1442142760286, 0], [0, 330558224331], [0, -756810293304], [0, -401662265841], [558774930860, 0], [0, 502995475404], [0, 193344971601], [0, 209120052552], [-1290477523372, 0], [-221939198518, 0]], 'char_orbit_index': 2, 'field_poly': [2, 0, 1], 'hecke_orbit_code': 68870471698, 'hecke_ring_character_values': [[11, [-1, 0]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 2, 'label': '18.9.b.a', 'level': 18, 'maxp': 997, 'weight': 9}
• mf_newspaces •

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

  
  {'Nk2': 1458, 'analytic_conductor': 7.33281498110029, 'char_conductor': 3, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [18, 2, [11], [1]], 'conrey_index': 17, 'cusp_dim': 20, 'dim': 4, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 68870471698, 'hecke_orbit_dims': [2, 2], 'label': '18.9.b', 'level': 18, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 28, 'mf_new_dim': 4, 'num_forms': 2, 'prim_orbit_index': 2, 'relative_dim': 4, 'sturm_bound': 27, 'trace_bound': 7, 'trace_display': [0, 0, 0, -3760], 'traces': [4, 0, 0, -512, 0, 0, -3760, 0, 0, 15360, 0, 0, 8960, 0, 0, 65536, 0, 0, -559936, 0, 0, 768000, 0, 0, -210500, 0, 0, 481280, 0, 0, -174064, 0, 0, 350208, 0, 0, -5020840, 0, 0, -1966080, 0, 0, 17916320, 0, 0, -12601344, 0, 0, 7349052, 0, 0, -1146880, 0, 0, -15691680, 0, 0, 814080, 0, 0, -6210520, 0, 0, -8388608, 0, 0, 49105760, 0, 0, 52746240, 0, 0, -121101760, 0, 0, 71671808, 0, 0, 11399024, 0, 0, 16005120, 0, 0, -245390040, 0, 0, -98304000, 0, 0, 448433152, 0, 0, -9922560, 0, 0, -62327680, 0, 0, 26944000, 0, 0, -1696720, 0, 0, -293815296, 0, 0, 238207616, 0, 0, -61603840, 0, 0, 68361120, 0, 0, -342405120, 0, 0, -335715068, 0, 0, 22280192, 0, 0, 704551760, 0, 0, 1176545280, 0, 0, -548614400, 0, 0, -44826624, 0, 0, -1118741728, 0, 0, 203950080, 0, 0, -682359480, 0, 0, 642667520, 0, 0, 646229648, 0, 0, -1098153984, 0, 0, -279123880, 0, 0, 251658240, 0, 0, -849956320, 0, 0, 2335991808, 0, 0, 4523691900, 0, 0, -2293288960, 0, 0, -3833208400, 0, 0, -3303567360, 0, 0, 4373009792, 0, 0, 1612972032, 0, 0, 790037280, 0, 0, -4837539840, 0, 0, -1226881480, 0, 0, -940678656, 0, 0, -1639668880, 0, 0, 7654241280, 0, 0, 2639470680, 0, 0, 146800640, 0, 0, -2542160416, 0, 0, -566231040, 0, 0, 4597806400, 0, 0, 2008535040, 0, 0, -8076995440, 0, 0, -1399222272, 0, 0, -12878730112, 0, 0, -104202240, 0, 0, 14579661600, 0, 0, 11696855040, 0, 0, -7441911232, 0, 0, 794946560, 0, 0, -19528478720, 0, 0, -4886016000, 0, 0, 20636219520, 0, 0, 1073741824, 0, 0, 22886316256, 0, 0, -11434045440, 0, 0, 144753480, 0, 0, -6285537280, 0, 0, -7907011120, 0, 0, -3373320192, 0, 0, -11816644480, 0, 0, -6751518720, 0, 0, 18366566720, 0, 0, -4675657728, 0, 0, -14380712708, 0, 0, 15501025280, 0, 0, 21447898560, 0, 0, -3282816000, 0, 0, -7972968320, 0, 0, -9173991424, 0, 0, 15643867040, 0, 0, 10417059840, 0, 0, -4455060280, 0, 0, -1459075072, 0, 0, 2463327648, 0, 0, 27700838400, 0, 0, -68999852800, 0, 0, -2048655360, 0, 0, 4206227744, 0, 0, 10385682432, 0, 0, -10384191040, 0, 0, 31409925120, 0, 0, -35755306400, 0, 0, -20205966336, 0, 0, 28960646312, 0, 0, 12582912000, 0, 0, 32112707040, 0, 0, -5037834240, 0, 0, 53445998460, 0, 0, -57399443456, 0, 0, -61323636400, 0, 0, 26136791040, 0, 0, 83998587560, 0, 0, 1270087680, 0, 0, 21694952960, 0, 0, -52557066240, 0, 0, -74739761280, 0, 0, 7977943040, 0, 0, -46813257504, 0, 0, -45797243904, 0, 0, 18505350440, 0, 0, -3448832000, 0, 0, 74991262720, 0, 0, 32921143296, 0, 0, 133202835968, 0, 0, 217180160, 0, 0, -70599385440, 0, 0, -92458352640, 0, 0, -27990039040, 0, 0, 37608357888, 0, 0, 46148672800, 0, 0, 90969600000, 0, 0, -47384360200, 0, 0, -30490574848, 0, 0, -176607112624, 0, 0, 205227325440, 0, 0, 20437743960, 0, 0, 7885291520, 0, 0, -41477575968, 0, 0, -104172693504, 0, 0, -58280122240, 0, 0, -8750223360, 0, 0, -190458752080, 0, 0, 29295562752, 0, 0, 144591215488, 0, 0, 43827855360, 0, 0, 190709768000, 0, 0, -29748633600, 0, 0, 297587671552, 0, 0, 42971528704, 0, 0, -317006557840, 0, 0, -98086763520, 0, 0, -118327568040, 0, 0, -2851864576, 0, 0, 209467439744, 0, 0, 136678533120, 0, 0, -228603984840, 0, 0, -90182625280, 0, 0, 308294876416, 0, 0, -202859323392, 0, 0, -65095274880, 0, 0, -150597795840, 0, 0, 70319052800, 0, 0, -101111304192, 0, 0, -69984628604, 0, 0, 70222643200, 0, 0, 327044044800, 0, 0, -52457241600, 0, 0, -72970112512, 0, 0, 5737807872, 0, 0, 52742606240, 0, 0, 16019097600, 0, 0, -67822026560, 0, 0, 143198941184, 0, 0, 190894888960, 0, 0, 400413204480, 0, 0, -320753465640, 0, 0, -26105610240, 0, 0, -593910701248, 0, 0, -174769575936, 0, 0, 82587644360, 0, 0, 87342013440, 0, 0, 489273294240, 0, 0, 23508851712, 0, 0, -153001274624, 0, 0, -82261442560, 0, 0, -176069172960, 0, 0, 241317765120, 0, 0, -541060406728, 0, 0, -82717394944, 0, 0, -565987074160, 0, 0, 76928563200, 0, 0, 867052399400, 0, 0, 140563709952, 0, 0, 461386401536, 0, 0, 187738460160, 0, 0, -76838802500, 0, 0, 35727856640, 0, 0, 491520299120, 0, 0, -110145260544, 0, 0, -842426561280, 0, 0, -32212254720, 0, 0, -429069935200, 0, 0, -530065539072, 0, 0, 451023508224, 0, 0, 108794408960, 0, 0, 745635816000, 0, 0, -721910415360, 0, 0, 383679209048, 0, 0, -299006951424, 0, 0, -135237013920, 0, 0, 665442693120, 0, 0, -19123755640, 0, 0, -579032563200, 0, 0, -314797336064, 0, 0, -95498895360, 0, 0, -20954404440, 0, 0, 293540986880, 0, 0, 30437213600, 0, 0, -544680634368, 0, 0, 547465244040, 0, 0, 490650675200, 0, 0, -23831799680, 0, 0, 776183549952, 0, 0, 747710628608, 0, 0, 422856622080, 0, 0, -1556478351360, 0, 0, -239897733120, 0, 0, 306425065408, 0, 0, -559745253376, 0, 0, 120199064240, 0, 0, 21117296640, 0, 0, 87434585600, 0, 0, -206460420096, 0, 0, -1117273075264, 0, 0, 720075294720, 0, 0, -159629196600, 0, 0, -101124771840, 0, 0, -1120827543088, 0, 0, 574491973632, 0, 0, -40923498880, 0, 0, 619205099520, 0, 0, 900352606720, 0, 0, -154478567424, 0, 0, 552154276040, 0, 0, 157040829440, 0, 0, -655967818000, 0, 0, 184707240960, 0, 0, -520019892864, 0, 0, 120406867968, 0, 0, -684459860800, 0, 0, -98995107840, 0, 0, 671371763200, 0, 0, 209877616640, 0, 0, 2563262310240, 0, 0, -801452144640, 0, 0, 1113621655680, 0, 0, -979742883840, 0, 0, -103400842240, 0, 0, -1218335453184, 0, 0, -2862733038080, 0, 0, -337852247040, 0, 0, 1189390614800, 0, 0, -250337329152, 0, 0, 78152838272, 0, 0, -18790481920, 0, 0, -421259895360, 0, 0, 1348845250560, 0, 0, 1669801612732, 0, 0, 325396533248, 0, 0, 1444274115920, 0, 0, -1822337280000, 0, 0, -2907307609000, 0, 0, 72477573120, 0, 0, -2133317787232, 0, 0, 866360309760, 0, 0, 1790957809080, 0, 0, -588519219200, 0, 0, 3352757610496, 0, 0, 1129763536896, 0, 0, 2352184301480, 0, 0, -257092485120, 0, 0, -1500337252000, 0, 0, -1460207007744, 0, 0, -2360249498048, 0, 0, 1033855416320, 0, 0, 587251520640, 0, 0, 164879861760, 0, 0, -1350907604136, 0, 0, 179100450816, 0, 0, 158557872800, 0, 0, 798866350080, 0, 0, -3501077777280, 0, 0, 1648477454336, 0, 0, -1287198927280, 0, 0, 827848565760, 0, 0, -2460787293400, 0, 0, 13337886720, 0, 0, 992164276032, 0, 0, 1217952331776, 0, 0, 1227214019960, 0, 0, -1866196684800, 0, 0, 1130149343520, 0, 0, 3315776225280, 0, 0, 3034538831872, 0, 0, -1497197445120, 0, 0, -908168610240, 0, 0, -1868846622720, 0, 0, -2672348851140, 0, 0, 952564637696, 0, 0, 1104624998960, 0, 0, -1172801679360, 0, 0, -1942399072640, 0, 0, -101753159680, 0, 0, 5395898990304, 0, 0, -2280048844800, 0, 0, 4719312168120, 0, 0, 2499645276160, 0, 0, -3303891658288, 0, 0, -2149150998528, 0, 0, -2039187434200, 0, 0, 625410048000], 'weight': 9, '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: 13322
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '18.9.b.a', 'source_level': 18, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '18.9.b.a', 'target_level': 18, 'twist_class_label': '18.9.b.a', 'twist_class_level': 18, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 9}
  • id: 13323
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '18.9.b.a', 'source_level': 18, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '18.9.b.a', 'target_level': 18, 'twist_class_label': '18.9.b.a', 'twist_class_level': 18, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 9}
  • id: 13324
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '18.9.b.a', 'source_level': 18, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '144.9.e.d', 'target_level': 144, 'twist_class_label': '18.9.b.a', 'twist_class_level': 18, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 9}
  • id: 13325
    {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '18.9.b.a', 'source_level': 18, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '144.9.e.d', 'target_level': 144, 'twist_class_label': '18.9.b.a', 'twist_class_level': 18, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 9}
  • id: 13326
    {'conductor': 9, 'degree': 2, 'multiplicity': 2, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '18.9.b.a', 'source_level': 18, 'target_char_orbit': 4, 'target_dim': 4, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '162.9.d.d', 'target_level': 162, 'twist_class_label': '18.9.b.a', 'twist_class_level': 18, 'twisting_char_label': '9.c', 'twisting_char_orbit': 3, 'weight': 9}
  • id: 13327
    {'conductor': 9, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '18.9.b.a', 'source_level': 18, 'target_char_orbit': 4, 'target_dim': 4, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '162.9.d.d', 'target_level': 162, 'twist_class_label': '18.9.b.a', 'twist_class_level': 18, 'twisting_char_label': '9.d', 'twisting_char_orbit': 4, 'weight': 9}
  • id: 13328
    {'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '18.9.b.a', 'source_level': 18, 'target_char_orbit': 2, 'target_dim': 4, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '450.9.b.a', 'target_level': 450, 'twist_class_label': '18.9.b.a', 'twist_class_level': 18, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 9}
  • id: 13329
    {'conductor': 15, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '18.9.b.a', 'source_level': 18, 'target_char_orbit': 2, 'target_dim': 4, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '450.9.b.a', 'target_level': 450, 'twist_class_label': '18.9.b.a', 'twist_class_level': 18, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 9}
  • id: 13330
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '18.9.b.a', 'source_level': 18, 'target_char_orbit': 4, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '450.9.d.b', 'target_level': 450, 'twist_class_label': '18.9.b.a', 'twist_class_level': 18, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 9}
  • id: 13331
    {'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '18.9.b.a', 'source_level': 18, 'target_char_orbit': 4, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '450.9.d.b', 'target_level': 450, 'twist_class_label': '18.9.b.a', 'twist_class_level': 18, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 9}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 70600
    {'charpoly_factorization': [[[128, 0, 1], 1]], 'hecke_orbit_code': 68870471698, 'p': 2}
  • id: 70601
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 68870471698, 'p': 3}
  • id: 70602
    {'charpoly_factorization': [[[54450, 0, 1], 1]], 'hecke_orbit_code': 68870471698, 'p': 5}
  • id: 70603
    {'charpoly_factorization': [[[3532, 1], 2]], 'hecke_orbit_code': 68870471698, 'p': 7}
  • id: 70604
    {'charpoly_factorization': [[[407151648, 0, 1], 1]], 'hecke_orbit_code': 68870471698, 'p': 11}
  • id: 70605
    {'charpoly_factorization': [[[41824, 1], 2]], 'hecke_orbit_code': 68870471698, 'p': 13}
  • id: 70606
    {'charpoly_factorization': [[[8984165058, 0, 1], 1]], 'hecke_orbit_code': 68870471698, 'p': 17}
  • id: 70607
    {'charpoly_factorization': [[[36304, 1], 2]], 'hecke_orbit_code': 68870471698, 'p': 19}
  • id: 70608
    {'charpoly_factorization': [[[171084421152, 0, 1], 1]], 'hecke_orbit_code': 68870471698, 'p': 23}
  • id: 70609
    {'charpoly_factorization': [[[72463960818, 0, 1], 1]], 'hecke_orbit_code': 68870471698, 'p': 29}
  • id: 70610
    {'charpoly_factorization': [[[471196, 1], 2]], 'hecke_orbit_code': 68870471698, 'p': 31}
  • id: 70611
    {'charpoly_factorization': [[[3007402, 1], 2]], 'hecke_orbit_code': 68870471698, 'p': 37}
  • id: 70612
    {'charpoly_factorization': [[[2942383814658, 0, 1], 1]], 'hecke_orbit_code': 68870471698, 'p': 41}
  • id: 70613
    {'charpoly_factorization': [[[-3623720, 1], 2]], 'hecke_orbit_code': 68870471698, 'p': 43}
  • id: 70614
    {'charpoly_factorization': [[[36175677760800, 0, 1], 1]], 'hecke_orbit_code': 68870471698, 'p': 47}
  • id: 70615
    {'charpoly_factorization': [[[105609828713202, 0, 1], 1]], 'hecke_orbit_code': 68870471698, 'p': 53}
  • id: 70616
    {'charpoly_factorization': [[[7225898804352, 0, 1], 1]], 'hecke_orbit_code': 68870471698, 'p': 59}
  • id: 70617
    {'charpoly_factorization': [[[5440630, 1], 2]], 'hecke_orbit_code': 68870471698, 'p': 61}
  • id: 70618
    {'charpoly_factorization': [[[6121576, 1], 2]], 'hecke_orbit_code': 68870471698, 'p': 67}
  • id: 70619
    {'charpoly_factorization': [[[449188925797152, 0, 1], 1]], 'hecke_orbit_code': 68870471698, 'p': 71}
  • id: 70620
    {'charpoly_factorization': [[[49031152, 1], 2]], 'hecke_orbit_code': 68870471698, 'p': 73}
  • id: 70621
    {'charpoly_factorization': [[[-8357756, 1], 2]], 'hecke_orbit_code': 68870471698, 'p': 79}
  • id: 70622
    {'charpoly_factorization': [[[2641117357636128, 0, 1], 1]], 'hecke_orbit_code': 68870471698, 'p': 83}
  • id: 70623
    {'charpoly_factorization': [[[11521280274104322, 0, 1], 1]], 'hecke_orbit_code': 68870471698, 'p': 89}
  • id: 70624
    {'charpoly_factorization': [[[-20431328, 1], 2]], 'hecke_orbit_code': 68870471698, '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': 2, 'hecke_orbit': 1, 'label': '18.9.b.a', 'level': 18, 'portrait': 'data:image/png;base64,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', 'weight': 9}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 5052703
    {'hecke_orbit_code': 68870471698, 'n': 1, 'trace_an': 2}
  • id: 5052704
    {'hecke_orbit_code': 68870471698, 'n': 2, 'trace_an': 0}
  • id: 5052705
    {'hecke_orbit_code': 68870471698, 'n': 3, 'trace_an': 0}
  • id: 5052706
    {'hecke_orbit_code': 68870471698, 'n': 4, 'trace_an': -256}
  • id: 5052707
    {'hecke_orbit_code': 68870471698, 'n': 5, 'trace_an': 0}
  • id: 5052708
    {'hecke_orbit_code': 68870471698, 'n': 6, 'trace_an': 0}
  • id: 5052709
    {'hecke_orbit_code': 68870471698, 'n': 7, 'trace_an': -7064}
  • id: 5052710
    {'hecke_orbit_code': 68870471698, 'n': 8, 'trace_an': 0}
  • id: 5052711
    {'hecke_orbit_code': 68870471698, 'n': 9, 'trace_an': 0}
  • id: 5052712
    {'hecke_orbit_code': 68870471698, 'n': 10, 'trace_an': -5280}
  • id: 5052713
    {'hecke_orbit_code': 68870471698, 'n': 11, 'trace_an': 0}
  • id: 5052714
    {'hecke_orbit_code': 68870471698, 'n': 12, 'trace_an': 0}
  • id: 5052715
    {'hecke_orbit_code': 68870471698, 'n': 13, 'trace_an': -83648}
  • id: 5052716
    {'hecke_orbit_code': 68870471698, 'n': 14, 'trace_an': 0}
  • id: 5052717
    {'hecke_orbit_code': 68870471698, 'n': 15, 'trace_an': 0}
  • id: 5052718
    {'hecke_orbit_code': 68870471698, 'n': 16, 'trace_an': 32768}
  • id: 5052719
    {'hecke_orbit_code': 68870471698, 'n': 17, 'trace_an': 0}
  • id: 5052720
    {'hecke_orbit_code': 68870471698, 'n': 18, 'trace_an': 0}
  • id: 5052721
    {'hecke_orbit_code': 68870471698, 'n': 19, 'trace_an': -72608}
  • id: 5052722
    {'hecke_orbit_code': 68870471698, 'n': 20, 'trace_an': 0}
  • id: 5052723
    {'hecke_orbit_code': 68870471698, 'n': 21, 'trace_an': 0}
  • id: 5052724
    {'hecke_orbit_code': 68870471698, 'n': 22, 'trace_an': 456576}
  • id: 5052725
    {'hecke_orbit_code': 68870471698, 'n': 23, 'trace_an': 0}
  • id: 5052726
    {'hecke_orbit_code': 68870471698, 'n': 24, 'trace_an': 0}
  • id: 5052727
    {'hecke_orbit_code': 68870471698, 'n': 25, 'trace_an': 672350}
  • id: 5052728
    {'hecke_orbit_code': 68870471698, 'n': 26, 'trace_an': 0}
  • id: 5052729
    {'hecke_orbit_code': 68870471698, 'n': 27, 'trace_an': 0}
  • id: 5052730
    {'hecke_orbit_code': 68870471698, 'n': 28, 'trace_an': 904192}
  • id: 5052731
    {'hecke_orbit_code': 68870471698, 'n': 29, 'trace_an': 0}
  • id: 5052732
    {'hecke_orbit_code': 68870471698, 'n': 30, 'trace_an': 0}
  • id: 5052733
    {'hecke_orbit_code': 68870471698, 'n': 31, 'trace_an': -942392}
  • id: 5052734
    {'hecke_orbit_code': 68870471698, 'n': 32, 'trace_an': 0}
  • id: 5052735
    {'hecke_orbit_code': 68870471698, 'n': 33, 'trace_an': 0}
  • id: 5052736
    {'hecke_orbit_code': 68870471698, 'n': 34, 'trace_an': -2144736}
  • id: 5052737
    {'hecke_orbit_code': 68870471698, 'n': 35, 'trace_an': 0}
  • id: 5052738
    {'hecke_orbit_code': 68870471698, 'n': 36, 'trace_an': 0}
  • id: 5052739
    {'hecke_orbit_code': 68870471698, 'n': 37, 'trace_an': -6014804}
  • id: 5052740
    {'hecke_orbit_code': 68870471698, 'n': 38, 'trace_an': 0}
  • id: 5052741
    {'hecke_orbit_code': 68870471698, 'n': 39, 'trace_an': 0}
  • id: 5052742
    {'hecke_orbit_code': 68870471698, 'n': 40, 'trace_an': 675840}
  • id: 5052743
    {'hecke_orbit_code': 68870471698, 'n': 41, 'trace_an': 0}
  • id: 5052744
    {'hecke_orbit_code': 68870471698, 'n': 42, 'trace_an': 0}
  • id: 5052745
    {'hecke_orbit_code': 68870471698, 'n': 43, 'trace_an': 7247440}
  • id: 5052746
    {'hecke_orbit_code': 68870471698, 'n': 44, 'trace_an': 0}
  • id: 5052747
    {'hecke_orbit_code': 68870471698, 'n': 45, 'trace_an': 0}
  • id: 5052748
    {'hecke_orbit_code': 68870471698, 'n': 46, 'trace_an': -9359232}
  • id: 5052749
    {'hecke_orbit_code': 68870471698, 'n': 47, 'trace_an': 0}
  • id: 5052750
    {'hecke_orbit_code': 68870471698, 'n': 48, 'trace_an': 0}
  • id: 5052751
    {'hecke_orbit_code': 68870471698, 'n': 49, 'trace_an': 13420446}
  • id: 5052752
    {'hecke_orbit_code': 68870471698, 'n': 50, 'trace_an': 0}
  • id: 5052753
    {'hecke_orbit_code': 68870471698, 'n': 51, 'trace_an': 0}
  • id: 5052754
    {'hecke_orbit_code': 68870471698, 'n': 52, 'trace_an': 10706944}
  • id: 5052755
    {'hecke_orbit_code': 68870471698, 'n': 53, 'trace_an': 0}
  • id: 5052756
    {'hecke_orbit_code': 68870471698, 'n': 54, 'trace_an': 0}
  • id: 5052757
    {'hecke_orbit_code': 68870471698, 'n': 55, 'trace_an': 9416880}
  • id: 5052758
    {'hecke_orbit_code': 68870471698, 'n': 56, 'trace_an': 0}
  • id: 5052759
    {'hecke_orbit_code': 68870471698, 'n': 57, 'trace_an': 0}
  • id: 5052760
    {'hecke_orbit_code': 68870471698, 'n': 58, 'trace_an': -6091104}
  • id: 5052761
    {'hecke_orbit_code': 68870471698, 'n': 59, 'trace_an': 0}
  • id: 5052762
    {'hecke_orbit_code': 68870471698, 'n': 60, 'trace_an': 0}
  • id: 5052763
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  • id: 5052960
    {'hecke_orbit_code': 68870471698, 'n': 997, 'trace_an': -443878397036}