Embedded newform data - 18.26.a.e.1.1

Formats: - HTML - YAML - JSON - 2026-07-16T19:47:44.080466

• 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': 12168, 'analytic_conductor': 71.27942039140379, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [3, -1]], 'atkin_lehner_string': '+-', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [18, 1, [11], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 106705, 'field_disc_factorization': [[5, 1], [21341, 1]], 'field_poly': [-26676, -1, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[5, [-120458131753297500, 741953100, 1]]], 'hecke_orbit': 5, 'hecke_orbit_code': 18014398945689618, 'hecke_ring_generator_nbound': 11, 'hecke_ring_index': 777600, 'hecke_ring_index_factorization': [[2, 7], [3, 5], [5, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': True, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '18.26.a.e', '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': '2.26.a.b', 'nf_label': '2.2.106705.1', 'prim_orbit_index': 1, 'qexp_display': 'q-2^{12}q^{2}+2^{24}q^{4}+(-370976550+\\cdots)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '25.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '18.26.a', 'trace_display': [-8192, 0, -741953100, -376536944], 'trace_hash': 263568312233701007, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.080', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.941', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.504', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.813', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.200', 'prec': 17}, {'__RealLiteral__': 0, 'data': '71.718', 'prec': 20}], 'trace_zratio': 0, 'traces': [2, -8192, 0, 33554432, -741953100, 0, -376536944, -137438953472, 0, 3039039897600, -8323034610264, 0, -106467053152292, 1542295322624, 0, 562949953421312, -1327878920113956, 0, -477079242949400, -12447907420569600, 0, 34091149763641344, 115305025781473872, 0, 195364218352298750, 436089049711788032, 0, -6317241641467904, -1724412645206435580, 0, -8688082288351126976, -2305843009213693952, 0, 5438992056786763776, -30572039779548136800, 0, -34908364049750170484, 1954116579120742400, 0, 50986628794653081600, -83014324355953468884, 0, 44539608583471901848, -139637349431874945024, 0, -472289385600916979712, -1869360732054674599776, 0, -854718643011973772046, -800211838371015680000, 0, -1786220747619483779072, 3242170458210097794132, 0, 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29060637480557345484558605510668699442571200, 5474789615771862413474016005114706060902400, 0, 4514725894418086097155238596496002268528640, 24120257623414542202734102357818063887817412, 0, -17077924492002215134567776360650139579000000, 8624082947619350248704086642673939602472960, 0, -34210280603513860140496479472155508687503360, 17465713834751648604741544871741057564231040, 0, 23382065921736526335746979640608136964089184, -103171391124043042154312097092453303451648, 0, -1098524050059017554715495427964772659757056, 37414229746057924780304684702307829708804200, 0, -19976957401331200252371219642547144852358384, 9084106679707723356250884220304998979862528, 0, 12800055805488612475843964095554094177075200, -7545239693787802639040884243082732624073720, 0, 12127821308520846646662836516358944356614336, -26250039702157919498208894208445616586817536, 0, 6784565942690108850072696461428451436396544, -6812071042799322616289121112957941632065956, 0, -14400576612868666552339512505454761811045248, -31025099435542536113298810835258520371200000, 0, -20220639782493336229087520339195382351691776, 4172501434191826532850917035393129334138832, 0, 24721458919619618488453577975992649294563200, 1455426915845433379680860075961080248942592, 0, 17587237884550278260237412971365152751353856, 1038387428078556607626982917839538355588740, 0, 9036907361566955754991277170597632186687648, -2985254192156708834504033195167789271220224, 0, -33552693655941524208624692844881517685506048, 5559098368827129130797991898131918616407200, 0, -26559983723789434484363282848112082349066484, 19997561167908178310887251586841387131043840, 0, 16495401212414318399895800039114705102438400, -14567310062207560748895440965914170467129344, 0, -25756019480100802767226910389429659521343040, 12011054209735428062747438038529841033117696, 0, -5425831757485511215249752591754430801510400, -2807987200979434644479559295986573611575776, 0, 8906173234158390450850139308727773889808360, -47167124126316561299329193371511336679014400, 0, 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12994803058545616821708130403186909274783744, 8789865301434821956141973059096879026951192, 0, 4531872392002203586147763707308346711373400, -46956809616689793924771435394219253933375488, 0, 1612050463686556076290764210016552426143744, 11371933298165291337008270311618585197576780, 0, 6436449520778071742044906276558236934050424, 3998834572809958458154610674699283403374592, 0, 2453920089260437418356138599862878020960256, -28422432519294577094267233751306270330220000, 0, -31389987700628295159658924959100281668752600, 12337109719422512393150465882985580906004480, 0, -9534822279508257917987361812488566865920000, 12362076479349865220329542163383345698973312, 0, 10588319503844628290667493331094087990666800, 11964048866318983880954396542674347661197312, 0, -53391756456782664469443420615450473138307072, -11458482846588272259882562881797196365601120, 0, -14127806416898651156294678935032368112015012, -3461723445288591083087856085854481750425600, 0, 3603593677339971181711011558600830670077952, 15536396206815494485329102208459382760838584, 0, 54054420038160659882856696852066275605044000, -16861111285035654586955210886911596878102528, 0, 30147338826953258782336731430193070838087680, 10065909254521324254900698812758989370370320, 0], 'weight': 26, 'weight_parity': 1}
• mf_hecke_cc •

  Column	Type
  an_normalized	double precision[]
  angles	double precision[]
  char_orbit_index	smallint
  conrey_index	integer
  dual_conrey_index	integer
  dual_embedding_index	integer
  dual_embedding_m	integer
  embedding_index	integer
  embedding_m	integer
  embedding_root_imag	double precision
  embedding_root_real	double precision
  hecke_orbit	integer
  hecke_orbit_code	bigint
  label	text
  level	integer
  weight	smallint

  
  {'an_normalized': [[1.0, 0.0], [-0.7071067811865476, 0.0], [0.0, 0.0], [0.5, 0.0], [-1.6101296883251952, 0.0], [0.0, 0.0], [0.8202696539506671, 0.0], [-0.3535533905932738, 0.0], [0.0, 0.0], [1.1385336212045278, 0.0], [-0.5510612220998999, 0.0], [0.0, 0.0], [-0.12778569831065242, 0.0], [-0.5800182347100594, 0.0], [0.0, 0.0], [0.25, 0.0], [-1.2383277091296612, 0.0], [0.0, 0.0], [-0.5625613228102309, 0.0], [-0.8050648441625976, 0.0], [0.0, 0.0], [0.3896591269957854, 0.0], [0.9946829920140681, 0.0], [0.0, 0.0], [1.5925176132261905, 0.0], [0.09035813381412068, 0.0], [0.0, 0.0], [0.41013482697533354, 0.0], [-1.6227043640867507, 0.0], [0.0, 0.0], [-0.9732221519124292, 0.0], [-0.1767766952966369, 0.0], [0.0, 0.0], [0.8756299204567859, 0.0], [-1.3207405222582034, 0.0], [0.0, 0.0], [-1.126371676570071, 0.0], [0.39779092619238865, 0.0], [0.0, 0.0], [0.5692668106022639, 0.0], [0.5237686684306262, 0.0], [0.0, 0.0], [-0.5306047497782478, 0.0], [-0.27553061104994997, 0.0], [0.0, 0.0], [-0.703347088784072, 0.0], [-0.5866763132228471, 0.0], [0.0, 0.0], [-0.3271576948076529, 0.0], [-1.1260800034712548, 0.0], [0.0, 0.0], [-0.06389284915532621, 0.0], [0.3475949380592998, 0.0], [0.0, 0.0], [0.8872800337878132, 0.0], [-0.2900091173550297, 0.0], [0.0, 0.0], [1.1474252597067456, 0.0], [0.9693030774900873, 0.0], [0.0, 0.0], [-0.011431296793833187, 0.0], [0.688171983218243, 0.0], [0.0, 0.0], [0.125, 0.0], [0.2057515465933482, 0.0], [0.0, 0.0], [-0.8016337821537214, 0.0], [-0.6191638545648306, 0.0], [0.0, 0.0], [0.9339045794766379, 0.0], [1.6419420584679068, 0.0], [0.0, 0.0], [1.4234200039838014, 0.0], [0.796465050639158, 0.0], [0.0, 0.0], [-0.28128066140511543, 0.0], [-0.45201879795751665, 0.0], [0.0, 0.0], [1.2127529711965357, 0.0], [-0.4025324220812988, 0.0], [0.0, 0.0], [-0.37036037722034415, 0.0], [-1.2287954222946986, 0.0], [0.0, 0.0], [1.9938682083453942, 0.0], [0.37519421669799025, 0.0], [0.0, 0.0], [0.1948295634978927, 0.0], [1.3824878641350007, 0.0], [0.0, 0.0], [-0.10481873053312321, 0.0], [0.49734149600703403, 0.0], [0.0, 0.0], [0.4148427994413982, 0.0], [0.9057966873602467, 0.0], [0.0, 0.0], [0.5245661768757927, 0.0], [0.23133542451585032, 0.0], [0.0, 0.0], [0.7962588066130952, 0.0]], 'angles': [None, None, -0.3989347726134889, -0.18274082027314398, -0.29442677112306015, -0.2601757942304439, -0.3562641677287925, -0.2953795929277822, -0.167154805264795, -0.40063404004201675, -0.3308835548441353, -0.3452122424711236, -0.20782805196107945, -0.2927358909217147, -0.297383090805691, -0.2221980948979548, -0.16947320916592065, -0.2509096786483839, -0.31563682283486805, -0.09671634455660574, -0.12396050930277598, -0.14631122799258744, -0.3553004720429807, -0.12853150637456667, -0.20776228953886866, -0.22597259464812988, -0.20387172260503353, -0.30505633406813937, -0.16439870245456534, -0.0802862253072681, -0.30438684558920237, -0.2683850910035648, -0.1988996508110633, -0.2619687252671073, -0.2108034534861772, -0.4234554736096126, -0.18010938258248677, -0.11782819011013372, -0.3043109942235041, -0.17399800563996143, -0.2261969138317121, -0.13309503984425747, -0.20256254251046032, -0.3986685152326741, -0.36278991473787764, -0.29815316975094386, -0.22298319120753649, -0.12908073001064527, -0.22003714160740054, -0.3501033433363507, -0.23603792805184365, -0.3087917448086823, -0.08198507025915297, -0.3842364403164268, -0.2908272915021635, -0.31550526551952224, -0.18385289146043654, -0.29553799188063795, -0.2624566973898052, -0.17586140026774122, -0.2759202406839189, -0.4313713776122872, -0.06203817162134135, -0.13980357999841395, -0.2245214115177565, -0.2114495641874786, -0.051140110526030166, -0.22802453831070488, -0.26010211039707815, -0.1787949891654404, -0.18388502677639318, -0.2701169662033533, -0.17760449758538965, -0.2138392094662897, -0.29169587627932164, -0.2874153252789474, -0.27405418476830407, -0.242194993567817, -0.12137841411652671, -0.30085094177565225, -0.16085716374706288, -0.29988726170078206, -0.2728573352247517, -0.1657483986075939, -0.20433562942600603, -0.3114995848999495, -0.17972976462882448, -0.27520447723840713, -0.23474664074135643, -0.13456507297128498, -0.16690289612467096, -0.30714034972217463, -0.24247209415446663, -0.20064481536217346, -0.286046536499117, -0.15940801209780936, -0.24577126074493316, -0.3244707732097114, -0.3582170431805388, -0.17645454888488227], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 1, 'dual_embedding_m': 1, 'embedding_index': 1, 'embedding_m': 1, 'embedding_root_imag': 0.0, 'embedding_root_real': 163.8286563956246, 'hecke_orbit': 5, 'hecke_orbit_code': 18014398945689618, 'label': '18.26.a.e.1.1', 'level': 18, 'weight': 26}
• mf_newspaces •

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

  
  {'ALdims': [2, 3, 2, 3], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [2, 2, 2, 2], 'ALdims_old': [15, 15, 16, 15], 'Nk2': 12168, 'analytic_conductor': 71.27942039140379, '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': [18, 1, [11], [1]], 'conrey_index': 1, 'cusp_dim': 71, 'dim': 10, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 436207634, 'hecke_orbit_dims': [1, 1, 1, 1, 2, 2, 2], 'label': '18.26.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, 'mf_dim': 79, 'mf_new_dim': 10, 'num_forms': 7, 'plus_dim': 5, 'prim_orbit_index': 1, 'relative_dim': 10, 'sturm_bound': 78, 'trace_bound': 5, 'trace_display': [0, 0, -581301684, -10429506640], 'traces': [10, 0, 0, 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• mf_twists_cc •

  Column	Type
  conductor	integer
  degree	integer
  order	integer
  parity	smallint
  source_conrey_index	integer
  source_dim	integer
  source_embedding_index	integer
  source_hecke_orbit_code	bigint
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_conrey_index	integer
  target_dim	integer
  target_embedding_index	integer
  target_hecke_orbit_code	bigint
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_conrey_index	integer
  weight	smallint

  
  
  • id: 44147965
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 18014398945689618, 'source_is_minimal': False, 'source_label': '18.26.a.e.1.1', 'source_level': 18, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014398945689618, 'target_is_minimal': False, 'target_label': '18.26.a.e.1.1', 'target_level': 18, 'twist_class_label': '2.26.a.b.1.1', 'twist_class_level': 2, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 26}
  • id: 44147966
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 18014398945689618, 'source_is_minimal': False, 'source_label': '18.26.a.e.1.1', 'source_level': 18, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503600063578114, 'target_is_minimal': True, 'target_label': '2.26.a.b.1.1', 'target_level': 2, 'twist_class_label': '2.26.a.b.1.1', 'twist_class_level': 2, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 26}
  • id: 44147967
    {'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 18014398945689618, 'source_is_minimal': False, 'source_label': '18.26.a.e.1.1', 'source_level': 18, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 9007199690948624, 'target_is_minimal': False, 'target_label': '16.26.a.c.1.2', 'target_level': 16, 'twist_class_label': '2.26.a.b.1.1', 'twist_class_level': 2, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 26}
  • id: 44147968
    {'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 18014398945689618, 'source_is_minimal': False, 'source_label': '18.26.a.e.1.1', 'source_level': 18, 'target_conrey_index': 49, 'target_dim': 4, 'target_embedding_index': 4, 'target_hecke_orbit_code': 18014467665166386, 'target_is_minimal': False, 'target_label': '50.26.b.e.49.4', 'target_level': 50, 'twist_class_label': '2.26.a.b.1.1', 'twist_class_level': 2, 'twisting_char_label': '15.2', 'twisting_conrey_index': 2, 'weight': 26}
  • id: 44147969
    {'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 18014398945689618, 'source_is_minimal': False, 'source_label': '18.26.a.e.1.1', 'source_level': 18, 'target_conrey_index': 49, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014467665166386, 'target_is_minimal': False, 'target_label': '50.26.b.e.49.1', 'target_level': 50, 'twist_class_label': '2.26.a.b.1.1', 'twist_class_level': 2, 'twisting_char_label': '15.8', 'twisting_conrey_index': 8, 'weight': 26}
  • id: 44147970
    {'conductor': 15, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 18014398945689618, 'source_is_minimal': False, 'source_label': '18.26.a.e.1.1', 'source_level': 18, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 9007199690948658, 'target_is_minimal': False, 'target_label': '50.26.a.c.1.2', 'target_level': 50, 'twist_class_label': '2.26.a.b.1.1', 'twist_class_level': 2, 'twisting_char_label': '15.14', 'twisting_conrey_index': 14, 'weight': 26}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 73200
    {'charpoly_factorization': [[[4096, 1], 2]], 'hecke_orbit_code': 18014398945689618, 'p': 2}
  • id: 73201
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 18014398945689618, 'p': 3}
  • id: 73202
    {'charpoly_factorization': [[[-120458131753297500, 741953100, 1], 1]], 'hecke_orbit_code': 18014398945689618, 'p': 5}
  • id: 73203
    {'charpoly_factorization': [[[-913638408122879585216, 376536944, 1], 1]], 'hecke_orbit_code': 18014398945689618, 'p': 7}
  • id: 73204
    {'charpoly_factorization': [[[14839260767403051996737424, 8323034610264, 1], 1]], 'hecke_orbit_code': 18014398945689618, 'p': 11}
  • id: 73205
    {'charpoly_factorization': [[[1027624986586529766259413316, 106467053152292, 1], 1]], 'hecke_orbit_code': 18014398945689618, 'p': 13}
  • id: 73206
    {'charpoly_factorization': [[[-4898923220601713977614734307516, 1327878920113956, 1], 1]], 'hecke_orbit_code': 18014398945689618, 'p': 17}
  • id: 73207
    {'charpoly_factorization': [[[-26867118221955573699701400710000, 477079242949400, 1], 1]], 'hecke_orbit_code': 18014398945689618, 'p': 19}
  • id: 73208
    {'charpoly_factorization': [[[1125372488165977962442270287468096, -115305025781473872, 1], 1]], 'hecke_orbit_code': 18014398945689618, 'p': 23}
  • id: 73209
    {'charpoly_factorization': [[[-4227782986156361895302216167382715900, 1724412645206435580, 1], 1]], 'hecke_orbit_code': 18014398945689618, 'p': 29}
  • id: 73210
    {'charpoly_factorization': [[[18864924273553996028879362599195526144, 8688082288351126976, 1], 1]], 'hecke_orbit_code': 18014398945689618, 'p': 31}
  • id: 73211
    {'charpoly_factorization': [[[-459796274788480094202407916340782601436, 34908364049750170484, 1], 1]], 'hecke_orbit_code': 18014398945689618, 'p': 37}
  • id: 73212
    {'charpoly_factorization': [[[-12008214119815634248091983117599686148636, 83014324355953468884, 1], 1]], 'hecke_orbit_code': 18014398945689618, 'p': 41}
  • id: 73213
    {'charpoly_factorization': [[[-25523573203242391314631329080207204346224, -44539608583471901848, 1], 1]], 'hecke_orbit_code': 18014398945689618, 'p': 43}
  • id: 73214
    {'charpoly_factorization': [[[655209128200887175911779234138888864012544, 1869360732054674599776, 1], 1]], 'hecke_orbit_code': 18014398945689618, 'p': 47}
  • id: 73215
    {'charpoly_factorization': [[[2485078558969997282496446140159345802608356, -3242170458210097794132, 1], 1]], 'hecke_orbit_code': 18014398945689618, 'p': 53}
  • id: 73216
    {'charpoly_factorization': [[[55198109502627700582485955800763671102512400, -17413675430632049453640, 1], 1]], 'hecke_orbit_code': 18014398945689618, 'p': 59}
  • id: 73217
    {'charpoly_factorization': [[[-8107885570587407483083868499679471561979516, -33975859953090212810044, 1], 1]], 'hecke_orbit_code': 18014398945689618, 'p': 61}
  • id: 73218
    {'charpoly_factorization': [[[-4655385325286439342267692174234464500002065136, -33012908196969622380616, 1], 1]], 'hecke_orbit_code': 18014398945689618, 'p': 67}
  • id: 73219
    {'charpoly_factorization': [[[11650365721908958398960331840042989588382853184, -278348008145600813615856, 1], 1]], 'hecke_orbit_code': 18014398945689618, 'p': 71}
  • id: 73220
    {'charpoly_factorization': [[[9724709485117404330671906652005809115498213476, -313442631796571689392148, 1], 1]], 'hecke_orbit_code': 18014398945689618, 'p': 73}
  • id: 73221
    {'charpoly_factorization': [[[185729328238269416988939489016433651052764473600, -928546182288781647817120, 1], 1]], 'hecke_orbit_code': 18014398945689618, 'p': 79}
  • id: 73222
    {'charpoly_factorization': [[[-1973416926437920280946664945584929912855185248624, -452542629950725008985752, 1], 1]], 'hecke_orbit_code': 18014398945689618, 'p': 83}
  • id: 73223
    {'charpoly_factorization': [[[-2816850387230358472311515267493446281546450263900, -2346904179674200701244620, 1], 1]], 'hecke_orbit_code': 18014398945689618, 'p': 89}
  • id: 73224
    {'charpoly_factorization': [[[36064573669353380694285337776563799671719381979524, -13645482361777595497674436, 1], 1]], 'hecke_orbit_code': 18014398945689618, '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': 5, 'label': '18.26.a.e', 'level': 18, 'portrait': 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', 'weight': 26}
• 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: 40389103
    {'hecke_orbit_code': 18014398945689618, 'n': 1, 'trace_an': 2}
  • id: 40389104
    {'hecke_orbit_code': 18014398945689618, 'n': 2, 'trace_an': -8192}
  • id: 40389105
    {'hecke_orbit_code': 18014398945689618, 'n': 3, 'trace_an': 0}
  • id: 40389106
    {'hecke_orbit_code': 18014398945689618, 'n': 4, 'trace_an': 33554432}
  • id: 40389107
    {'hecke_orbit_code': 18014398945689618, 'n': 5, 'trace_an': -741953100}
  • id: 40389108
    {'hecke_orbit_code': 18014398945689618, 'n': 6, 'trace_an': 0}
  • id: 40389109
    {'hecke_orbit_code': 18014398945689618, 'n': 7, 'trace_an': -376536944}
  • id: 40389110
    {'hecke_orbit_code': 18014398945689618, 'n': 8, 'trace_an': -137438953472}
  • id: 40389111
    {'hecke_orbit_code': 18014398945689618, 'n': 9, 'trace_an': 0}
  • id: 40389112
    {'hecke_orbit_code': 18014398945689618, 'n': 10, 'trace_an': 3039039897600}
  • id: 40389113
    {'hecke_orbit_code': 18014398945689618, 'n': 11, 'trace_an': -8323034610264}
  • id: 40389114
    {'hecke_orbit_code': 18014398945689618, 'n': 12, 'trace_an': 0}
  • id: 40389115
    {'hecke_orbit_code': 18014398945689618, 'n': 13, 'trace_an': -106467053152292}
  • id: 40389116
    {'hecke_orbit_code': 18014398945689618, 'n': 14, 'trace_an': 1542295322624}
  • id: 40389117
    {'hecke_orbit_code': 18014398945689618, 'n': 15, 'trace_an': 0}
  • id: 40389118
    {'hecke_orbit_code': 18014398945689618, 'n': 16, 'trace_an': 562949953421312}
  • id: 40389119
    {'hecke_orbit_code': 18014398945689618, 'n': 17, 'trace_an': -1327878920113956}
  • id: 40389120
    {'hecke_orbit_code': 18014398945689618, 'n': 18, 'trace_an': 0}
  • id: 40389121
    {'hecke_orbit_code': 18014398945689618, 'n': 19, 'trace_an': -477079242949400}
  • id: 40389122
    {'hecke_orbit_code': 18014398945689618, 'n': 20, 'trace_an': -12447907420569600}
  • id: 40389123
    {'hecke_orbit_code': 18014398945689618, 'n': 21, 'trace_an': 0}
  • id: 40389124
    {'hecke_orbit_code': 18014398945689618, 'n': 22, 'trace_an': 34091149763641344}
  • id: 40389125
    {'hecke_orbit_code': 18014398945689618, 'n': 23, 'trace_an': 115305025781473872}
  • id: 40389126
    {'hecke_orbit_code': 18014398945689618, 'n': 24, 'trace_an': 0}
  • id: 40389127
    {'hecke_orbit_code': 18014398945689618, 'n': 25, 'trace_an': 195364218352298750}
  • id: 40389128
    {'hecke_orbit_code': 18014398945689618, 'n': 26, 'trace_an': 436089049711788032}
  • id: 40389129
    {'hecke_orbit_code': 18014398945689618, 'n': 27, 'trace_an': 0}
  • id: 40389130
    {'hecke_orbit_code': 18014398945689618, 'n': 28, 'trace_an': -6317241641467904}
  • id: 40389131
    {'hecke_orbit_code': 18014398945689618, 'n': 29, 'trace_an': -1724412645206435580}
  • id: 40389132
    {'hecke_orbit_code': 18014398945689618, 'n': 30, 'trace_an': 0}
  • id: 40389133
    {'hecke_orbit_code': 18014398945689618, 'n': 31, 'trace_an': -8688082288351126976}
  • id: 40389134
    {'hecke_orbit_code': 18014398945689618, 'n': 32, 'trace_an': -2305843009213693952}
  • id: 40389135
    {'hecke_orbit_code': 18014398945689618, 'n': 33, 'trace_an': 0}
  • id: 40389136
    {'hecke_orbit_code': 18014398945689618, 'n': 34, 'trace_an': 5438992056786763776}
  • id: 40389137
    {'hecke_orbit_code': 18014398945689618, 'n': 35, 'trace_an': -30572039779548136800}
  • id: 40389138
    {'hecke_orbit_code': 18014398945689618, 'n': 36, 'trace_an': 0}
  • id: 40389139
    {'hecke_orbit_code': 18014398945689618, 'n': 37, 'trace_an': -34908364049750170484}
  • id: 40389140
    {'hecke_orbit_code': 18014398945689618, 'n': 38, 'trace_an': 1954116579120742400}
  • id: 40389141
    {'hecke_orbit_code': 18014398945689618, 'n': 39, 'trace_an': 0}
  • id: 40389142
    {'hecke_orbit_code': 18014398945689618, 'n': 40, 'trace_an': 50986628794653081600}
  • id: 40389143
    {'hecke_orbit_code': 18014398945689618, 'n': 41, 'trace_an': -83014324355953468884}
  • id: 40389144
    {'hecke_orbit_code': 18014398945689618, 'n': 42, 'trace_an': 0}
  • id: 40389145
    {'hecke_orbit_code': 18014398945689618, 'n': 43, 'trace_an': 44539608583471901848}
  • id: 40389146
    {'hecke_orbit_code': 18014398945689618, 'n': 44, 'trace_an': -139637349431874945024}
  • id: 40389147
    {'hecke_orbit_code': 18014398945689618, 'n': 45, 'trace_an': 0}
  • id: 40389148
    {'hecke_orbit_code': 18014398945689618, 'n': 46, 'trace_an': -472289385600916979712}
  • id: 40389149
    {'hecke_orbit_code': 18014398945689618, 'n': 47, 'trace_an': -1869360732054674599776}
  • id: 40389150
    {'hecke_orbit_code': 18014398945689618, 'n': 48, 'trace_an': 0}
  • id: 40389151
    {'hecke_orbit_code': 18014398945689618, 'n': 49, 'trace_an': -854718643011973772046}
  • id: 40389152
    {'hecke_orbit_code': 18014398945689618, 'n': 50, 'trace_an': -800211838371015680000}
  • id: 40389153
    {'hecke_orbit_code': 18014398945689618, 'n': 51, 'trace_an': 0}
  • id: 40389154
    {'hecke_orbit_code': 18014398945689618, 'n': 52, 'trace_an': -1786220747619483779072}
  • id: 40389155
    {'hecke_orbit_code': 18014398945689618, 'n': 53, 'trace_an': 3242170458210097794132}
  • id: 40389156
    {'hecke_orbit_code': 18014398945689618, 'n': 54, 'trace_an': 0}
  • id: 40389157
    {'hecke_orbit_code': 18014398945689618, 'n': 55, 'trace_an': 4687370283547568509200}
  • id: 40389158
    {'hecke_orbit_code': 18014398945689618, 'n': 56, 'trace_an': 25875421763452534784}
  • id: 40389159
    {'hecke_orbit_code': 18014398945689618, 'n': 57, 'trace_an': 0}
  • id: 40389160
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