Newform data - 20.11.d.b

Formats: - HTML - YAML - JSON - 2026-08-11T14:07:55.708914

• 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': 2420, 'analytic_conductor': 12.707145053474482, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 20, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 2, 'char_parity': -1, 'char_values': [20, 2, [11, 17], [1, 1]], 'cm_discs': [-20], 'conrey_index': 19, 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 0, 'hecke_cutters': [[3, [-236, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503805970350100, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 20, 4, -1, 2, -20]], 'is_cm': True, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': True, 'is_twist_minimal': True, 'label': '20.11.d.b', 'level': 20, '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, 5], 'level_radical': 10, 'minimal_twist': '20.11.d.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 4, 'qexp_display': 'q+2^{5}q^{2}+236q^{3}+2^{10}q^{4}-5^{5}q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '10.2.1.d2', 'self_twist_discs': [-20], 'self_twist_type': 1, 'space_label': '20.11.d', 'trace_display': [32, 236, -3125, 33364], 'trace_hash': 2140692022432347294, 'trace_moments': [0, {'__RealLiteral__': 0, 'data': '0.985', 'prec': 10}, 0, {'__RealLiteral__': 0, 'data': '2.932', 'prec': 14}, 0, {'__RealLiteral__': 0, 'data': '9.692', 'prec': 14}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.506', 'prec': 10}, 'traces': [1, 32, 236, 1024, -3125, 7552, 33364, 32768, -3353, -100000, 0, 241664, 0, 1067648, -737500, 1048576, 0, -107296, 0, -3200000, 7873904, 0, -1169564, 7733248, 9765625, 0, -14726872, 34164736, -38179702, -23600000, 0, 33554432, 0, 0, -104262500, -3433472, 0, 0, 0, -102400000, -211028098, 251964928, -223663364, 0, 10478125, -37426048, 96887764, 247463936, 830681247, 312500000, 0, 0, 0, -471259904, 0, 1093271552, 0, -1221750464, 0, -755200000, -1041591898, 0, -111869492, 1073741824, 0, 0, 2343243964, 0, -276017104, -3336400000, 0, -109871104, 0, 0, 2304687500, 0, 0, 0, 0, -3276800000, -3277550495, -6752899136, 5449159036, 8062877696, 0, -7157227648, -9010409672, 0, 11118190898, 335300000, 0, -1197633536, 0, 3100408448, 0, 7918845952, 0, 26581799904, 0, 10000000000, -2113400998, 0, -20407524764, 0, -24605950000, 0, 1440912364, -15080316928, 23639614598, 0, 0, 34984689664, 0, 0, 3654887500, -39096014848, 0, 0, 0, -24166400000, 25937424601, -33330940736, -49802631128, 0, -30517578125, -3579823744, 20965366564, 34359738368, -52784553904, 0, 0, 0, 0, 74983806848, 46021475000, 0, 0, -8832547328, 0, -106764800000, 22865512304, 0, 0, -3515875328, 119311568750, 0, 196040774292, 0, -39384749002, 73750000000, 0, 0, 0, 0, 0, 0, 0, 0, 0, -104857600000, -39021333296, -104881615840, -111512538164, -216092772352, 0, 174373089152, -211909271036, 258012086272, 137858491849, 0, 0, -229031284736, 0, -288333109504, 325820312500, 0, 0, 355782108736, 0, 10729600000, -285871048198, 0, -245815687928, -38324273152, 0, 0, 0, 99213070336, -491347357408, 0, 0, 253403070464, 0, 0, 0, 850617596928, 0, 0, 0, 320000000000, 553005575504, -67628831936, -1273827577528, 0, 659462806250, -653040792448, 3921548092, 0, 0, -787390400000, 0, 0, 0, 46109195648, 698948012500, -482570141696, 0, 756467667136, 0, 0, 0, 0, 538432314436, 1119510069248, -32744140625, 0, 1180030999564, 0, -121434673702, 116956400000, 0, -1251072475136, 0, 0, -302774262500, 0, 0, 0, 0, -773324800000, -392876390098, 829997587232, 96105147908, -1066590103552, -2595878896875, -1593684196096, 0, 0, 1286001532496, -976562500000, 0, -114554359808, 0, 670891730048, 0, 1099511627776, 0, -1689105724928, 0, 0, 128016540806, 0, -719277945164, 0, 0, 0, 2623893051928, 2399481819136, 975087992198, 1472687200000, 0, 0, 0, 0, 0, -282641514496, 0, 0, 0, -3416473600000, 3042720246302, 731696393728, 649577317036, 0, 0, 0, -7040741461672, -112508010496, 2015993900449, 3817970200000, 0, 0, 0, 6273304777344, 0, 0, 0, -1260311968064, 0, 2360000000000, -7462304476496, 0, -498762635528, 0, 3254974681250, 0, -1906611593636, 0, -4816175844304, 0, 0, 0, 0, 0, 349592162500, 0, 0, 0, 0, -3355443200000, 340055317904, -1248682665472, 0, -3356211706880, 0, -3568401221248, 5578949045128, -6914968715264, 3232563358096, 0, 0, 5579938852864, 0, -6781096673152, -7322637387500, 8256386760704, 0, 4411471739168, 0, 0, 0, 0, 18290344917272, -7329001111552, 862553450000, 0, -7490303607236, -9226659504128, -1625423664502, 10426250000000, 0, 0, 0, 0, 0, 11385027479552, 0, 0, 0, 343347200000, 6131066257801, -9147873542336, 6121232205836, 0, 0, -7866102013696, 9022782132964, -1226376740864, 707577212594, 0, 0, 0, 0, 0, -7202148437500, 3174818250752, 0, -15723115437056, 0, 0, 4947826509104, 0, -4671572935964, 8108898254848, 0, 0, 749943259492, 0, -17227101602602, 0, 0, 27219763101696, 0, 0, 0, 0, 0, 0, 0, 10240000000000, 1057590372002, 17696178416128, 0, -2164122621952, 10242345296875, -40762482480896, 0, 0, -12548901058402, 21102809800000, 0, -20897305358336, 0, 125489538944, -17028621987500, 0, 0, 0, 0, -25196492800000, 10086868151702, 0, -324864672692, 0, 0, 0, -34751672084872, 1475494260736, 0, 22366336400000, 0, -15442244534272, 0, 0, 28157530225000, 24206965348352, 0, 0, 0, 0, -2785274221191, 0, -22045177381364, 0, -34744346556250, 17229834061952, -9294800764472, 35824322215936, 27316578441998, -1047812500000, 0, 0, 0, 37760991986048, 0, 0, 0, -3885909558464, 0, 3742604800000, -20959788725398, 0, 42142452314836, -40034319204352, 0, 0, 27439191033964, 0, 78179991614896, -9688776400000, 0, 0, 0, 0, 0, 0, 0, 0, 0, -24746393600000, 0, -12572044483136, -9209034657856, 26559922791424, 0, 3075364733056, 28231836170164, -34130883313664, -26316959006704, -83068124700000, 0, -50997894275072, 0, 0, 0, 0, 0, 41152049039872, 0, -31250000000000, -50010587964496, 0, -34222544076764, -3665739513856, 6604378118750, 0, 32534604076364, 21468535361536, -16051250126902, 0, 0, 35184372088832, 0, 0, 63773514887500, -54051383197696, 0, 0, 0, 0, -48627537634798, 4096529305792, -55436884592564, 0, 76893593750000, -23016894245248, 0, 0, -40058631263553, 0, 0, 0, 0, 83964577661696, -4502851137500, 76783418212352, 0, 31202815750336, 0, 47125990400000, 91844078459402, 0, -67465567374728, 0, -73873795618750, 0, 76367884574764, 0, 3492457633994, 0, 0, -9044528463872, 0, 0, 0, 0, 0, 0, 0, -109327155200000, 0, 97367047881664, -108140619378164, 23414284599296, 0, 20786474145152, -109352194715180, 0, 76522130063198, 0, 0, 0, 0, -225303726773504, -11421523437500, -3600256335872, 0, 64511804814368, 0, 122175046400000, 181805742077104, 0, 0, 0, 0, 0, 65188758167164, 200745752875008, 0, 0, 0, 0, 0, 0, 0, -40329982978048, 0, 0, 0, 75520000000000, -153534271894498, -238793743247872, -7856897011292, 0, -81054451878125, -15960404336896, -163519970966636, 0, -300623308296608, 104159189800000, 0, 0, 0, -61011570996352, 155633222275000, 0, 0, -154117627017728, 0, 0, 17224019323808, 0, 370947321120872, 0, 95367431640625, 0, 0, 0, 0, 11186949200000, 0, 0, 0, 0, -65516770512500, 0, 0, 0, 0, -107374182400000, 158511935877902, 10881770172928, -219748681819364, -39957845295104, 164951730950000, 0, 192598330319764, -107398774620160, 0, 0, 0, -114188839079936, 0, 178526369444096, 0, -221278998888448, 0, 103442027459072, 0, 0, -228978518181898, 0, 0, 178558043291648, 0, 0, 44653604989928, -216995093540864, 127070026206896, -234324396400000, 0, 264204376342528, 0, 0, -143817109375000, 141167095653376, 0, 0, 0, 0, 278487315897104, 0, 257195750227036, 0, 0, 585291037352704, -28658582993672, -234528035569664, 0, 27601710400000, 0, 0, 0, -239689715431552, 0, -295253104132096, 0, -52013557264064, 0, 333640000000000, -116992027705498, 0, 0, 0, -71454725950000, 0, -70511510897272, 0, 192834859347098, 0, 0, 364320879345664, 0, 0, 0, 0, 0, 0, 0, 10987110400000, -680876656226096, 196194120249632, -92718828063128, -292731953354752, -372848652343750, 195879430586752, -286577850847436, 0, 216216894085543, 0, 0, -251715264438272, 0, 288729028254848, -612627419662500, -39244055707648, 0, 22642470803008, 0, 0, 0, 0, -193557525832364, 0, 123077340631250, 0, -18271030247708, 0, 48074600112496, -230468750000000, 0, 101594184024064, 0, 0, 0, -503139693985792, 0, 0, 0, 0, 365603240967602, 158330448291328, 788712101447672, 0, 0, -149490333950848, 0, 259484744155136, 447005262357698, 0, 0, 0, 0, 23998184303744, 0, 0, 0, -551267251283264, 0, 0, 0, 0, 562267584352144, 871032419254272, 0, 0, -217685566176836, 0, -169749595058704, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 327680000000000, -37279294080994, 33842891904064, 0, 566277709316096, 121941666550000, 0, 230120766158728, -69251923902464, -691924364681902, 327755049500000, 0, -1304399439388672, 0, 0, 348476681762500, 0, 0, -401564833868864, 0, 675289913600000, 653223225131702, 0, -709435039805564, -668713771466752, 0, 0, -745155063430436, 4015665246208, -551092307034202, -544915903600000, 0, 0, 0, 0, 662216471987500, 0, 0, 0, 0, -806287769600000, 1036982411508603, 322779780854464, 718081978127272, 0, -430807787028125, -10395669526144, 865376234387764, 0, 153300246820496, 0, 0, 0, 0, -1112053506715904, 0, 47215816343552, 0, 0, 0, 715722764800000, -1661614984954592, 0, -48787307001164, -494151825096704, 0, 0, 475774560505964, 0, 0, 901040967200000, 0, 774622891147264, 0, 0, -1018188476562500, 0, 0, 0, 0, 0, 475687128912302, -89128775078112, -838105912882964, 0, 0, -705445676203648, 292007099846164, 0, 699488490041296, -1111819089800000, 0, 551354689982464, 0, -297433624463104, 0, 1146378310909952, 0, 874130510143936, 0, -33530000000000, 0, 0, -1761103856453056, 0, 893347025618750, 0, -935009420447636, 1208351743553536, 7086233546294, 0, 0, 0, 0, 0, 768174024775000, -124349105870848, 0, 0, 0, 119763353600000, -449960336098096, -670713239212736, 0, 0, 0, 1348558474074752, 68426430533692, -1281098214539264, -1383095860449202, 0, 0, 0, 0, 878054113086848, 0, 0, 0, 2501759731676672, 0, -310040844800000, -455353704288598, 0, 246810866409272, 0, 1535460491900000, 0, 35372147816764, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -791884595200000, 819628286980801, 0, -4831379156492, -402305423460352, 0, -294689109051392, 999703241256964, 849917529325568, 0, 0, 0, 98411671457792, 0, 903418757445248, 0, -1092188266037248, 0, -842142688214528, 0, -2658179990400000, -79263627747094, 0, -1217051475685964, -1631932616802304, 0, 0, 762884952510656, 0, 261588618653296, 0, 0, 0, 0, 0, 0, 1316865569275904, 0, 0, 0, -1000000000000000], 'weight': 11, '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], [32], [236], [1024], [-3125], [7552], [33364], [32768], [-3353], [-100000], [0], [241664], [0], [1067648], [-737500], [1048576], [0], [-107296], [0], [-3200000], [7873904], [0], [-1169564], [7733248], [9765625], [0], [-14726872], [34164736], [-38179702], [-23600000], [0], [33554432], [0], [0], [-104262500], [-3433472], [0], [0], [0], [-102400000], [-211028098], [251964928], [-223663364], [0], [10478125], [-37426048], [96887764], [247463936], [830681247], [312500000], [0], [0], [0], [-471259904], [0], [1093271552], [0], [-1221750464], [0], [-755200000], [-1041591898], [0], [-111869492], [1073741824], [0], [0], [2343243964], [0], [-276017104], [-3336400000], [0], [-109871104], [0], [0], [2304687500], [0], [0], [0], [0], [-3276800000], [-3277550495], [-6752899136], [5449159036], [8062877696], [0], [-7157227648], [-9010409672], [0], [11118190898], [335300000], [0], [-1197633536], [0], [3100408448], [0], [7918845952], [0], [26581799904], [0], [10000000000]], 'ap': [[32], [236], [-3125], [33364], [0], [0], [0], [0], [-1169564], [-38179702], [0], [0], [-211028098], [-223663364], [96887764], [0], [0], [-1041591898], [2343243964], [0], [0], [0], [5449159036], [11118190898], [0], [-2113400998], [-20407524764], [1440912364], [23639614598], [0], [20965366564], [0], [0], [0], [-39384749002], [0], [0], [-111512538164], [-211909271036], [0], [0], [-285871048198], [0], [0], [0], [0], [0], [538432314436], [1180030999564], [-121434673702], [0], [0], [-392876390098], [0], [0], [-719277945164], [975087992198], [0], [0], [3042720246302], [649577317036], [0], [-1906611593636], [0], [0], [0], [0], [0], [-7490303607236], [-1625423664502], [0], [0], [9022782132964], [0], [0], [-4671572935964], [-17227101602602], [0], [1057590372002], [-12548901058402], [0], [10086868151702], [0], [0], [0], [-22045177381364], [27316578441998], [0], [-20959788725398], [42142452314836], [27439191033964], [0], [28231836170164], [0], [0], [-34222544076764], [-16051250126902], [-48627537634798], [-55436884592564], [91844078459402], [76367884574764], [0], [-108140619378164], [76522130063198], [0], [0], [65188758167164], [0], [0], [-153534271894498], [-163519970966636], [0], [0], [0], [0], [158511935877902], [-219748681819364], [192598330319764], [0], [0], [-228978518181898], [0], [0], [257195750227036], [0], [-116992027705498], [192834859347098], [0], [-286577850847436], [0], [0], [-193557525832364], [0], [0], [365603240967602], [447005262357698], [0], [-217685566176836], [0], [-691924364681902], [0], [653223225131702], [-709435039805564], [-745155063430436], [-551092307034202], [0], [0], [0], [0], [-48787307001164], [0], [475687128912302], [-838105912882964], [292007099846164], [-935009420447636], [0], [0], [-1383095860449202], [0], [-455353704288598], [35372147816764], [0], [999703241256964], [0], [0], [-1217051475685964], [0], [0]], 'char_orbit_index': 4, 'field_poly': [0, 1], 'hecke_orbit_code': 4503805970350100, 'hecke_ring_character_values': [[11, [-1]], [17, [-1]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '20.11.d.b', 'level': 20, 'maxp': 997, 'weight': 11}
• 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': 2420, 'analytic_conductor': 12.707145053474482, 'char_conductor': 20, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 2, 'char_parity': -1, 'char_values': [20, 2, [11, 17], [1, 1]], 'conrey_index': 19, 'cusp_dim': 28, 'dim': 28, 'eis_dim': 4, 'eis_new_dim': 4, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 206342979604, 'hecke_orbit_dims': [1, 1, 2, 24], 'label': '20.11.d', 'level': 20, '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, 5], 'level_radical': 10, 'mf_dim': 32, 'mf_new_dim': 32, 'num_forms': 4, 'prim_orbit_index': 4, 'relative_dim': 28, 'sturm_bound': 33, 'trace_bound': 2, 'trace_display': [0, 0, 1556, 0], 'traces': [28, 0, 0, 608, 1556, -4480, 0, 0, 472388, 24176, 0, 0, 0, 429280, 0, -539072, 0, 0, 0, -4283104, 2717440, 0, 0, 25657280, 9050876, 9191136, 0, 0, -19342184, 56416160, 0, 0, 0, -219292864, 0, -162566752, 0, 0, 0, -354837824, 56406856, 0, 0, 766329600, -199216564, 358329120, 0, 0, 358309988, 859922976, 0, 0, 0, -803131840, 0, -442489280, 0, 0, 0, 296160000, 805559656, 0, 0, -1875284992, -253539648, -1440259200, 0, 0, -1495456640, -3430157760, 0, 0, 0, 12198320736, 0, 828422400, 0, 0, 0, 4686174656, -5200597732, 0, 0, -11943818240, -6830251648, -6150898880, 0, 0, 9743437816, -4978675824, 0, 0, 0, 6264221280, 0, 10220645120, 0, 0, 0, -10783723424, 24933792856, 0, 0, 18293694336, 19138822720, 7284159136, 0, 0, 5469607016, 37545081600, 0, 0, 0, -61087804800, 0, -18283578944, 0, 0, 0, -83892487360, -137134216772, 0, 0, 82731878400, -73745830924, -38507649440, 0, 0, 43353309760, 51373477152, 0, 0, 0, 7365618880, 0, 138564180736, 0, 0, 0, -43152134400, 317664893440, 0, 0, -143295272512, 245954776392, -231279665664, 0, 0, -200710976984, 56918710400, 0, 0, 0, 310440355200, 0, 479929305600, 0, 0, 0, 58031058176, -541191904960, 0, 0, -560492917184, -482632588800, -594989455680, 0, 0, 270451211644, 230408252352, 0, 0, 0, 545050812160, 0, 767720294400, 0, 0, 0, -685830781984, 960041213656, 0, 0, -521551945920, 601628943552, -1555076582400, 0, 0, -529727876480, 1119514425600, 0, 0, 0, 146204300736, 0, 1681191833248, 0, 0, 0, -1682904983424, -910623354560, 0, 0, -203444889600, -203658045288, -2386954112480, 0, 0, 41153779200, 3276960854400, 0, 0, 0, 449544698880, 0, 4338095680640, 0, 0, 0, -3997444972800, 1217782294272, 0, 0, -1204748798720, 53875154276, -4409512795264, 0, 0, 619210403416, 4137592879360, 0, 0, 0, 3550207016736, 0, 7537987372800, 0, 0, 0, -6221714073600, -1568434580344, 0, 0, -4645127771584, -151421383764, -14161710119360, 0, 0, -394348072640, 5251990023376, 0, 0, 0, 7069673176480, 0, 15461223728128, 0, 0, 0, -7241888226048, -3222752818904, 0, 0, -12123907891200, -1608372390848, -19169813731200, 0, 0, 2508755299816, 14107141671680, 0, 0, 0, 11538419081536, 0, 30046484554240, 0, 0, 0, -14304868818240, 7818679619656, 0, 0, -9949979251200, 4775581632000, -29297798745600, 0, 0, -2839982099556, 17583582406752, 0, 0, 0, 17847866485440, 0, 34985723223936, 0, 0, 0, -32063517504000, -8238396236160, 0, 0, -12135269222400, -8156925665288, -56209380512064, 0, 0, 7280656773760, 31847114956800, 0, 0, 0, 10647499170336, 0, 48120705715200, 0, 0, 0, -40012856111104, 11686918056640, 0, 0, -21143129129632, 5427492250752, -61373467143680, 0, 0, -12996412171840, 61112169302400, 0, 0, 0, 16419744350880, 0, 95859795658240, 0, 0, 0, -51641765262848, -12739125350400, 0, 0, -29226506227520, -5583988608320, -81301854842464, 0, 0, -68351098984, 63184617157600, 0, 0, 0, 47310451977600, 0, 101037196709056, 0, 0, 0, -80991471532224, 10453624524028, 0, 0, -51122449497600, 14204250001152, -151130838138560, 0, 0, 4824424723576, 67585078779552, 0, 0, 0, 68713879142400, 0, 127764340307520, 0, 0, 0, -75503359046400, 2312098119040, 0, 0, -88152332907520, -2219093337600, -139241267638464, 0, 0, 16069146811816, 103922247744000, 0, 0, 0, 81638503109536, 0, 222107107795200, 0, 0, 0, -87751275327424, -21150558380744, 0, 0, -90578871761984, -23871657226924, -189167701104960, 0, 0, -37734193699384, 89671922485152, 0, 0, 0, 87436798289440, 0, 181101945524736, 0, 0, 0, -152257761662720, 24753054073256, 0, 0, -69835805563264, 53935718353152, -239134902048000, 0, 0, -24637962470400, 139443920820960, 0, 0, 0, 54440239027200, 0, 185968701576256, 0, 0, 0, -142763832576000, -40794030356292, 0, 0, -80882653248000, -31173650784408, -197962618189280, 0, 0, 78467151934216, 191178161374176, 0, 0, 0, 64382561114880, 0, 263639139532800, 0, 0, 0, -144964636012800, 70865925970456, 0, 0, 5605887846016, 13384210329600, -189618185732864, 0, 0, 70589346917760, 136587356578240, 0, 0, 0, 48336489254400, 0, 169666538649600, 0, 0, 0, -169265094711040, -66016842496128, 0, 0, -14782561170592, -138821711960448, -212576536359040, 0, 0, -85754338859840, 107000354165776, 0, 0, 0, 31705997452800, 0, 145812881203200, 0, 0, 0, -76233256889824, -9083525202560, 0, 0, -90188977463360, 145002232088712, -175604970384000, 0, 0, -148395903943784, 70858438348800, 0, 0, 0, 89781066247936, 0, 110477998762240, 0, 0, 0, -15057745189248, 43793319588856, 0, 0, -115811111289600, -1551587667200, -21085730328480, 0, 0, 71231918428388, -65012003583648, 0, 0, 0, 82006784431360, 0, 15386050045120, 0, 0, 0, 130033007654400, 68506243503256, 0, 0, -85002505022464, -32335408915208, 81102849465600, 0, 0, 361090304172376, -143000872512000, 0, 0, 0, 53245658643936, 0, -134223282412800, 0, 0, 0, 157719494092800, -21132198604800, 0, 0, 117396779407360, -143040600226048, 268973030456320, 0, 0, -350249620009784, -250519744252800, 0, 0, 0, -81517806483840, 0, -549518734615552, 0, 0, 0, 248768378171712, -266427195756160, 0, 0, 236547186049536, 215132285420352, 620987652083936, 0, 0, -50209439232000, -274733531347200, 0, 0, 0, -461913950419200, 0, -577308845226944, 0, 0, 0, 496848202289600, 339714334922056, 0, 0, 293949327628800, 188461194330356, 889387971639040, 0, 0, -77813298081280, -354731964583648, 0, 0, 0, -656647940073920, 0, -983593619558400, 0, 0, 0, 417655718553600, -291493111713920, 0, 0, 509653395763200, -142174699887524, 1267975392255936, 0, 0, 608928786454272, -787858525041920, 0, 0, 0, -602968003116064, 0, -1649389002662400, 0, 0, 0, 614680538622976, 500015522152456, 0, 0, 718723770901760, -395343467045120, 1360374100992000, 0, 0, -984529550169600, -775952304495648, 0, 0, 0, -576041403842240, 0, -1331464549756544, 0, 0, 0, 1263842364672000, -920063066246744, 0, 0, 838765622796480, 383553369484800, 1948111137848736, 0, 0, 434399742482560, -1156747294918560, 0, 0, 0, -320917400446464, 0, -1907560631218336, 0, 0, 0, 1368526857629952, 970390942325440, 0, 0, 985269901996800, 179973275277952, 2041526412467840, 0, 0, -234927144428928, -1736323032796800, 0, 0, 0, -660670175113920, 0, -2436334853202560, 0, 0, 0, 1482805401024000, -185182680830744, 0, 0, 285764134502400, -5253915750080, 1515381506455936, 0, 0, 1606619127933016, -1597799196940800, 0, 0, 0, -1228823659238400, 0, -2178686537260800, 0, 0, 0, 2221596559785536, 21608410847040, 0, 0, 24727899847616, -1221427705479848, 3514515255086720, 0, 0, -2017925569672252, -1680533315259648, 0, 0, 0, -800704224679520, 0, -2704108140046080, 0, 0, 0, 1477815727901952, -686350298188800, 0, 0, 1117728909926400, 1298199346548792, 2000805648339936, 0, 0, 715263553871360, -2096946435484000, 0, 0, 0, -380369475947328, 0, -2800613347243520, 0, 0, 0, 1335168882739200, 399911996177656, 0, 0, 2061397396992000, -850498821541248, 2398534561372320, 0, 0, -483764780086984, -1380661115856000, 0, 0, 0, -1135890031400960, 0, -2843418021483264, 0, 0, 0, 1574933945356800, 374315795174400, 0, 0, 1883320853194688, 1024005186649152, 3813984843984000, 0, 0, 3023475187778560, -985499304729600, 0, 0, 0, -1688380146716064, 0, -2170984302604800, 0, 0, 0, 750798068338176, -305327479650104, 0, 0, 1107983629231360, -2232254537287680, 1728587480064000, 0, 0, -3303137016888584, -1115235286001424, 0, 0, 0, -1799796115008000, 0, -2250634530201600, 0, 0, 0, 892932040800192, -211801712006744, 0, 0, -62445255753920, 3457713181824000, 2860077042096000, 0, 0, 1622886732986216, -552974342337440, 0, 0, 0, -1274127099292800, 0, -1843951801804800, 0, 0, 0, 618385137868800, 182953341620084, 0, 0, 19029804345600, -2377203344021452, -281139342743840, 0, 0, -3234220240927040, -24491557869248, 0, 0, 0, 321706164728960, 0, 805419644483520, 0, 0, 0, 54426233414400, -1066860812225920, 0, 0, 603470279068160, 2834066406354752, -250239876262464, 0, 0, 4622885155276800, -8310065462720, 0, 0, 0, 2490987545270400, 0, -195968911334400, 0, 0, 0, -4020128409600, 741182939579656, 0, 0, -739201170275328, -4687701096384000, -705184767473280, 0, 0, -5335419704917440, 281796722691552, 0, 0, 0, 1964767419952960, 0, 3617505644753920, 0, 0, 0, -1150376228067424, -619242200054528, 0, 0, -3327060756068864, 3932512207099912, -6113446271481600, 0, 0, 6864764652822376, 1303607145945600, 0, 0, 0, -90442508364864, 0, 4462437341291456, 0, 0, 0, -1982018932496960, 2968965470424640, 0, 0, -4692679233868800, -4307504124901248, -2548836014360480, 0, 0, -6880272193633784, 3304595158963200, 0, 0, 0, 1673601002666880, 0, 5095203384030336, 0, 0, 0, -2276983355500800, -1774115519802344, 0, 0, -1439872018790400, 7167019699816960, -7447254980841600, 0, 0, 7685059594870272, 3783354006336000, 0, 0, 0, 5020467209475936, 0, 9439813961548800, 0, 0, 0, -5677954043904000, 4536956237548828, 0, 0, 383079818698816, -5075868292664448, -9622487749385920, 0, 0, -12933315713126400, 5700353421970752, 0, 0, 0, 3933741605123680, 0, 4804348938461056, 0, 0, 0, -6943191001706784, -7657684882478504, 0, 0, -2268697729696640, 4313898867621952, -7113118708268928, 0, 0, 12597564516431360, 8953807193452800, 0, 0, 0, 1314292229779200, 0, 14093224593859840, 0, 0, 0, -7812727729177024], 'weight': 11, '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: 15280
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '20.11.d.b', 'source_level': 20, 'target_char_orbit': 4, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '20.11.d.a', 'target_level': 20, 'twist_class_label': '20.11.d.a', 'twist_class_level': 20, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 11}
  • id: 15281
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '20.11.d.b', 'source_level': 20, 'target_char_orbit': 4, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '20.11.d.a', 'target_level': 20, 'twist_class_label': '20.11.d.a', 'twist_class_level': 20, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 11}
  • id: 15282
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 4, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '20.11.d.b', 'source_level': 20, 'target_char_orbit': 4, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '20.11.d.b', 'target_level': 20, 'twist_class_label': '20.11.d.a', 'twist_class_level': 20, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 11}
  • id: 15283
    {'conductor': 20, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': -20, 'source_char_orbit': 4, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '20.11.d.b', 'source_level': 20, 'target_char_orbit': 4, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '20.11.d.b', 'target_level': 20, 'twist_class_label': '20.11.d.a', 'twist_class_level': 20, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 11}
  • id: 15284
    {'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '20.11.d.b', 'source_level': 20, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '100.11.b.c', 'target_level': 100, 'twist_class_label': '20.11.d.a', 'twist_class_level': 20, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 11}
  • id: 15285
    {'conductor': 20, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '20.11.d.b', 'source_level': 20, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '100.11.b.c', 'target_level': 100, 'twist_class_label': '20.11.d.a', 'twist_class_level': 20, 'twisting_char_label': '20.e', 'twisting_char_orbit': 5, 'weight': 11}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 78625
    {'charpoly_factorization': [[[-32, 1], 1]], 'hecke_orbit_code': 4503805970350100, 'p': 2}
  • id: 78626
    {'charpoly_factorization': [[[-236, 1], 1]], 'hecke_orbit_code': 4503805970350100, 'p': 3}
  • id: 78627
    {'charpoly_factorization': [[[3125, 1], 1]], 'hecke_orbit_code': 4503805970350100, 'p': 5}
  • id: 78628
    {'charpoly_factorization': [[[-33364, 1], 1]], 'hecke_orbit_code': 4503805970350100, 'p': 7}
  • id: 78629
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503805970350100, 'p': 11}
  • id: 78630
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503805970350100, 'p': 13}
  • id: 78631
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503805970350100, 'p': 17}
  • id: 78632
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503805970350100, 'p': 19}
  • id: 78633
    {'charpoly_factorization': [[[1169564, 1], 1]], 'hecke_orbit_code': 4503805970350100, 'p': 23}
  • id: 78634
    {'charpoly_factorization': [[[38179702, 1], 1]], 'hecke_orbit_code': 4503805970350100, 'p': 29}
  • id: 78635
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503805970350100, 'p': 31}
  • id: 78636
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503805970350100, 'p': 37}
  • id: 78637
    {'charpoly_factorization': [[[211028098, 1], 1]], 'hecke_orbit_code': 4503805970350100, 'p': 41}
  • id: 78638
    {'charpoly_factorization': [[[223663364, 1], 1]], 'hecke_orbit_code': 4503805970350100, 'p': 43}
  • id: 78639
    {'charpoly_factorization': [[[-96887764, 1], 1]], 'hecke_orbit_code': 4503805970350100, 'p': 47}
  • id: 78640
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503805970350100, 'p': 53}
  • id: 78641
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503805970350100, 'p': 59}
  • id: 78642
    {'charpoly_factorization': [[[1041591898, 1], 1]], 'hecke_orbit_code': 4503805970350100, 'p': 61}
  • id: 78643
    {'charpoly_factorization': [[[-2343243964, 1], 1]], 'hecke_orbit_code': 4503805970350100, 'p': 67}
  • id: 78644
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503805970350100, 'p': 71}
  • id: 78645
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503805970350100, 'p': 73}
  • id: 78646
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503805970350100, 'p': 79}
  • id: 78647
    {'charpoly_factorization': [[[-5449159036, 1], 1]], 'hecke_orbit_code': 4503805970350100, 'p': 83}
  • id: 78648
    {'charpoly_factorization': [[[-11118190898, 1], 1]], 'hecke_orbit_code': 4503805970350100, 'p': 89}
  • id: 78649
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503805970350100, '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': 4, 'hecke_orbit': 2, 'label': '20.11.d.b', 'level': 20, 'portrait': 'data:image/png;base64,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', 'weight': 11}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  Showing the first 100 of 258 matching records in this table.
  • id: 21849223
    {'hecke_orbit_code': 4503805970350100, 'n': 1, 'trace_an': 1}
  • id: 21849224
    {'hecke_orbit_code': 4503805970350100, 'n': 2, 'trace_an': 32}
  • id: 21849225
    {'hecke_orbit_code': 4503805970350100, 'n': 3, 'trace_an': 236}
  • id: 21849226
    {'hecke_orbit_code': 4503805970350100, 'n': 4, 'trace_an': 1024}
  • id: 21849227
    {'hecke_orbit_code': 4503805970350100, 'n': 5, 'trace_an': -3125}
  • id: 21849228
    {'hecke_orbit_code': 4503805970350100, 'n': 6, 'trace_an': 7552}
  • id: 21849229
    {'hecke_orbit_code': 4503805970350100, 'n': 7, 'trace_an': 33364}
  • id: 21849230
    {'hecke_orbit_code': 4503805970350100, 'n': 8, 'trace_an': 32768}
  • id: 21849231
    {'hecke_orbit_code': 4503805970350100, 'n': 9, 'trace_an': -3353}
  • id: 21849232
    {'hecke_orbit_code': 4503805970350100, 'n': 10, 'trace_an': -100000}
  • id: 21849233
    {'hecke_orbit_code': 4503805970350100, 'n': 11, 'trace_an': 0}
  • id: 21849234
    {'hecke_orbit_code': 4503805970350100, 'n': 12, 'trace_an': 241664}
  • id: 21849235
    {'hecke_orbit_code': 4503805970350100, 'n': 13, 'trace_an': 0}
  • id: 21849236
    {'hecke_orbit_code': 4503805970350100, 'n': 14, 'trace_an': 1067648}
  • id: 21849237
    {'hecke_orbit_code': 4503805970350100, 'n': 15, 'trace_an': -737500}
  • id: 21849238
    {'hecke_orbit_code': 4503805970350100, 'n': 16, 'trace_an': 1048576}
  • id: 21849239
    {'hecke_orbit_code': 4503805970350100, 'n': 17, 'trace_an': 0}
  • id: 21849240
    {'hecke_orbit_code': 4503805970350100, 'n': 18, 'trace_an': -107296}
  • id: 21849241
    {'hecke_orbit_code': 4503805970350100, 'n': 19, 'trace_an': 0}
  • id: 21849242
    {'hecke_orbit_code': 4503805970350100, 'n': 20, 'trace_an': -3200000}
  • id: 21849243
    {'hecke_orbit_code': 4503805970350100, 'n': 21, 'trace_an': 7873904}
  • id: 21849244
    {'hecke_orbit_code': 4503805970350100, 'n': 22, 'trace_an': 0}
  • id: 21849245
    {'hecke_orbit_code': 4503805970350100, 'n': 23, 'trace_an': -1169564}
  • id: 21849246
    {'hecke_orbit_code': 4503805970350100, 'n': 24, 'trace_an': 7733248}
  • id: 21849247
    {'hecke_orbit_code': 4503805970350100, 'n': 25, 'trace_an': 9765625}
  • id: 21849248
    {'hecke_orbit_code': 4503805970350100, 'n': 26, 'trace_an': 0}
  • id: 21849249
    {'hecke_orbit_code': 4503805970350100, 'n': 27, 'trace_an': -14726872}
  • id: 21849250
    {'hecke_orbit_code': 4503805970350100, 'n': 28, 'trace_an': 34164736}
  • id: 21849251
    {'hecke_orbit_code': 4503805970350100, 'n': 29, 'trace_an': -38179702}
  • id: 21849252
    {'hecke_orbit_code': 4503805970350100, 'n': 30, 'trace_an': -23600000}
  • id: 21849253
    {'hecke_orbit_code': 4503805970350100, 'n': 31, 'trace_an': 0}
  • id: 21849254
    {'hecke_orbit_code': 4503805970350100, 'n': 32, 'trace_an': 33554432}
  • id: 21849255
    {'hecke_orbit_code': 4503805970350100, 'n': 33, 'trace_an': 0}
  • id: 21849256
    {'hecke_orbit_code': 4503805970350100, 'n': 34, 'trace_an': 0}
  • id: 21849257
    {'hecke_orbit_code': 4503805970350100, 'n': 35, 'trace_an': -104262500}
  • id: 21849258
    {'hecke_orbit_code': 4503805970350100, 'n': 36, 'trace_an': -3433472}
  • id: 21849259
    {'hecke_orbit_code': 4503805970350100, 'n': 37, 'trace_an': 0}
  • id: 21849260
    {'hecke_orbit_code': 4503805970350100, 'n': 38, 'trace_an': 0}
  • id: 21849261
    {'hecke_orbit_code': 4503805970350100, 'n': 39, 'trace_an': 0}
  • id: 21849262
    {'hecke_orbit_code': 4503805970350100, 'n': 40, 'trace_an': -102400000}
  • id: 21849263
    {'hecke_orbit_code': 4503805970350100, 'n': 41, 'trace_an': -211028098}
  • id: 21849264
    {'hecke_orbit_code': 4503805970350100, 'n': 42, 'trace_an': 251964928}
  • id: 21849265
    {'hecke_orbit_code': 4503805970350100, 'n': 43, 'trace_an': -223663364}
  • id: 21849266
    {'hecke_orbit_code': 4503805970350100, 'n': 44, 'trace_an': 0}
  • id: 21849267
    {'hecke_orbit_code': 4503805970350100, 'n': 45, 'trace_an': 10478125}
  • id: 21849268
    {'hecke_orbit_code': 4503805970350100, 'n': 46, 'trace_an': -37426048}
  • id: 21849269
    {'hecke_orbit_code': 4503805970350100, 'n': 47, 'trace_an': 96887764}
  • id: 21849270
    {'hecke_orbit_code': 4503805970350100, 'n': 48, 'trace_an': 247463936}
  • id: 21849271
    {'hecke_orbit_code': 4503805970350100, 'n': 49, 'trace_an': 830681247}
  • id: 21849272
    {'hecke_orbit_code': 4503805970350100, 'n': 50, 'trace_an': 312500000}
  • id: 21849273
    {'hecke_orbit_code': 4503805970350100, 'n': 51, 'trace_an': 0}
  • id: 21849274
    {'hecke_orbit_code': 4503805970350100, 'n': 52, 'trace_an': 0}
  • id: 21849275
    {'hecke_orbit_code': 4503805970350100, 'n': 53, 'trace_an': 0}
  • id: 21849276
    {'hecke_orbit_code': 4503805970350100, 'n': 54, 'trace_an': -471259904}
  • id: 21849277
    {'hecke_orbit_code': 4503805970350100, 'n': 55, 'trace_an': 0}
  • id: 21849278
    {'hecke_orbit_code': 4503805970350100, 'n': 56, 'trace_an': 1093271552}
  • id: 21849279
    {'hecke_orbit_code': 4503805970350100, 'n': 57, 'trace_an': 0}
  • id: 21849280
    {'hecke_orbit_code': 4503805970350100, 'n': 58, 'trace_an': -1221750464}
  • id: 21849281
    {'hecke_orbit_code': 4503805970350100, 'n': 59, 'trace_an': 0}
  • id: 21849282
    {'hecke_orbit_code': 4503805970350100, 'n': 60, 'trace_an': -755200000}
  • id: 21849283
    {'hecke_orbit_code': 4503805970350100, 'n': 61, 'trace_an': -1041591898}
  • id: 21849284
    {'hecke_orbit_code': 4503805970350100, 'n': 62, 'trace_an': 0}
  • id: 21849285
    {'hecke_orbit_code': 4503805970350100, 'n': 63, 'trace_an': -111869492}
  • id: 21849286
    {'hecke_orbit_code': 4503805970350100, 'n': 64, 'trace_an': 1073741824}
  • id: 21849287
    {'hecke_orbit_code': 4503805970350100, 'n': 65, 'trace_an': 0}
  • id: 21849288
    {'hecke_orbit_code': 4503805970350100, 'n': 66, 'trace_an': 0}
  • id: 21849289
    {'hecke_orbit_code': 4503805970350100, 'n': 67, 'trace_an': 2343243964}
  • id: 21849290
    {'hecke_orbit_code': 4503805970350100, 'n': 68, 'trace_an': 0}
  • id: 21849291
    {'hecke_orbit_code': 4503805970350100, 'n': 69, 'trace_an': -276017104}
  • id: 21849292
    {'hecke_orbit_code': 4503805970350100, 'n': 70, 'trace_an': -3336400000}
  • id: 21849293
    {'hecke_orbit_code': 4503805970350100, 'n': 71, 'trace_an': 0}
  • id: 21849294
    {'hecke_orbit_code': 4503805970350100, 'n': 72, 'trace_an': -109871104}
  • id: 21849295
    {'hecke_orbit_code': 4503805970350100, 'n': 73, 'trace_an': 0}
  • id: 21849296
    {'hecke_orbit_code': 4503805970350100, 'n': 74, 'trace_an': 0}
  • id: 21849297
    {'hecke_orbit_code': 4503805970350100, 'n': 75, 'trace_an': 2304687500}
  • id: 21849298
    {'hecke_orbit_code': 4503805970350100, 'n': 76, 'trace_an': 0}
  • id: 21849299
    {'hecke_orbit_code': 4503805970350100, 'n': 77, 'trace_an': 0}
  • id: 21849300
    {'hecke_orbit_code': 4503805970350100, 'n': 78, 'trace_an': 0}
  • id: 21849301
    {'hecke_orbit_code': 4503805970350100, 'n': 79, 'trace_an': 0}
  • id: 21849302
    {'hecke_orbit_code': 4503805970350100, 'n': 80, 'trace_an': -3276800000}
  • id: 21849303
    {'hecke_orbit_code': 4503805970350100, 'n': 81, 'trace_an': -3277550495}
  • id: 21849304
    {'hecke_orbit_code': 4503805970350100, 'n': 82, 'trace_an': -6752899136}
  • id: 21849305
    {'hecke_orbit_code': 4503805970350100, 'n': 83, 'trace_an': 5449159036}
  • id: 21849306
    {'hecke_orbit_code': 4503805970350100, 'n': 84, 'trace_an': 8062877696}
  • id: 21849307
    {'hecke_orbit_code': 4503805970350100, 'n': 85, 'trace_an': 0}
  • id: 21849308
    {'hecke_orbit_code': 4503805970350100, 'n': 86, 'trace_an': -7157227648}
  • id: 21849309
    {'hecke_orbit_code': 4503805970350100, 'n': 87, 'trace_an': -9010409672}
  • id: 21849310
    {'hecke_orbit_code': 4503805970350100, 'n': 88, 'trace_an': 0}
  • id: 21849311
    {'hecke_orbit_code': 4503805970350100, 'n': 89, 'trace_an': 11118190898}
  • id: 21849312
    {'hecke_orbit_code': 4503805970350100, 'n': 90, 'trace_an': 335300000}
  • id: 21849313
    {'hecke_orbit_code': 4503805970350100, 'n': 91, 'trace_an': 0}
  • id: 21849314
    {'hecke_orbit_code': 4503805970350100, 'n': 92, 'trace_an': -1197633536}
  • id: 21849315
    {'hecke_orbit_code': 4503805970350100, 'n': 93, 'trace_an': 0}
  • id: 21849316
    {'hecke_orbit_code': 4503805970350100, 'n': 94, 'trace_an': 3100408448}
  • id: 21849317
    {'hecke_orbit_code': 4503805970350100, 'n': 95, 'trace_an': 0}
  • id: 21849318
    {'hecke_orbit_code': 4503805970350100, 'n': 96, 'trace_an': 7918845952}
  • id: 21849319
    {'hecke_orbit_code': 4503805970350100, 'n': 97, 'trace_an': 0}
  • id: 21849320
    {'hecke_orbit_code': 4503805970350100, 'n': 98, 'trace_an': 26581799904}
  • id: 21849321
    {'hecke_orbit_code': 4503805970350100, 'n': 99, 'trace_an': 0}
  • id: 21849322
    {'hecke_orbit_code': 4503805970350100, 'n': 100, 'trace_an': 10000000000}