Embedded newform data - 80.11.p.a.17.1

Formats: - HTML - YAML - JSON - 2026-05-21T20:50:22.612353

• 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': 9680, 'analytic_conductor': 50.82858021389793, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 5, 'char_degree': 2, 'char_is_minimal': False, 'char_is_real': False, 'char_orbit_index': 16, 'char_orbit_label': 'p', 'char_order': 4, 'char_parity': -1, 'char_values': [80, 4, [31, 21, 17], [4, 4, 1]], 'cm_discs': [], 'conrey_index': 17, 'dim': 2, 'field_disc': -4, 'field_disc_factorization': [[-1, 1], [2, 2]], 'field_poly': [1, 0, 1], 'field_poly_is_cyclotomic': True, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 4, 'has_non_self_twist': 1, 'hecke_cutters': [[3, [6498, 114, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 1030976700496, '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, 5, 3, -1, 4, 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': False, 'label': '80.11.p.a', 'level': 80, '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': '10.11.c.b', 'nf_label': '2.0.4.1', 'prim_orbit_index': 3, 'qexp_display': 'q+(57 i-57)q^{3}+(1100 i+2925)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '10.2.3.c4', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '80.11.p', 'trace_display': [0, -114, 5850, -13906], 'trace_hash': 336515026334715267, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.961', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '11.465', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '95.357', 'prec': 20}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.247', 'prec': 17}, 'traces': [2, 0, -114, 0, 5850, 0, -13906, 0, 0, 0, -150484, 0, 219714, 0, -458850, 0, -3057854, 0, 0, 0, 1585284, 0, 1424846, 0, 14691250, 0, -12722400, 0, 0, 0, 58161436, 0, 8577588, 0, -25378450, 0, -1823694, 0, 0, 0, -327891356, 0, -236845554, 0, -115612200, 0, -552640626, 0, 0, 0, 348595356, 0, 616920194, 0, -440165700, 0, -460409520, 0, 0, 0, -2707220076, 0, 730774206, 0, 884348850, 0, -1707141826, 0, 0, 0, -5654029124, 0, -5506594366, 0, -1570991250, 0, 1046315252, 0, 0, 0, -4755814398, 0, -2692678194, 0, -5580583550, 0, -50857680, 0, 0, 0, -3055342884, 0, -3315201852, 0, -8885096000, 0, -1053125694, 0, 0, 0, 2900704244, 0, 13892591566, 0, 4636955700, 0, -22695280546, 0, 0, 0, 207901116, 0, -2838475966, 0, 5735005150, 0, 11546190414, 0, 0, 0, -40552132074, 0, 18689807292, 0, 28814906250, 0, 41841847694, 0, 0, 0, 94192578956, 0, 56161884080, 0, -23218380000, 0, 107260464546, 0, 0, 0, 63001031364, 0, -16531720788, 0, -981464000, 0, 21179698734, 0, 0, 0, 80388694396, 0, 160693285554, 0, 170122200300, 0, -97815246894, 0, 0, 0, -19813908476, 0, 9314927246, 0, 34524791700, 0, 117317953774, 0, 0, 0, -424473345360, 0, -213538337726, 0, -12663151250, 0, -107261273040, 0, 0, 0, 241249062964, 0, 154311544332, 0, -3328241550, 0, 230079050668, 0, 0, 0, -592650365924, 0, -62893973886, 0, -27552135600, 0, -75611806734, 0, 0, 0, 194614168164, 0, 6203744720, 0, -959082216300, 0, 74877082146, 0, 0, 0, 496437829196, 0, 322279660068, 0, -953303354850, 0, -404396464508, 0, 0, 0, -671853333756, 0, -858743614194, 0, -676331370000, 0, -1596589943426, 0, 0, 0, -119279938728, 0, 431228991234, 0, -1008569142450, 0, 378993072960, 0, 0, 0, -2356170972796, 0, 1022326418286, 0, 408731028200, 0, 887354537520, 0, 0, 0, 1453209765996, 0, -107208262732, 0, 1019641416300, 0, 1607916896066, 0, 0, 0, -46888104240, 0, 557186400526, 0, 2483103780850, 0, 304089336480, 0, 0, 0, -1016476161444, 0, 174154544388, 0, -1105399032500, 0, 1918371942066, 0, 0, 0, 1341796282404, 0, 3464051575886, 0, -840247374000, 0, 2279828598268, 0, 0, 0, 120056329116, 0, 1356283088514, 0, -2069954392000, 0, 957258820800, 0, 0, 0, 3293574273924, 0, -165340141908, 0, -7918618722300, 0, 1864473055614, 0, 0, 0, 1309808935036, 0, 5073074646594, 0, 2941366179150, 0, 1983171854226, 0, 0, 0, 2587261982244, 0, 12349693792720, 0, 3027796241250, 0, 213405405360, 0, 0, 0, -6588668940884, 0, 95836943394, 0, -3115533832450, 0, 486486687426, 0, 0, 0, -4376182767512, 0, -6511652484480, 0, -178675688400, 0, 3661012524254, 0, 0, 0, -2795289393600, 0, 6770237070594, 0, -16538035187700, 0, -2423783510268, 0, 0, 0, -20359739769198, 0, 2311471528218, 0, -22164042323150, 0, 12724877355854, 0, 0, 0, -8578892217764, 0, 13473137931074, 0, -4709341781250, 0, 98018809680, 0, 0, 0, -4769970637116, 0, -9281932590834, 0, 1909525334900, 0, -12446470708254, 0, 0, 0, -4356971040484, 0, -5368977000492, 0, 7313901408000, 0, 7036004448146, 0, 0, 0, 7972318727364, 0, 6389440874652, 0, -13910757114150, 0, 137218383948, 0, 0, 0, -12227692958244, 0, 13083993534160, 0, -10838029730850, 0, -296583334800, 0, 0, 0, -48337315073996, 0, 29041817536926, 0, -2784558298750, 0, 18823301188428, 0, 0, 0, -43951385824804, 0, 454991143234, 0, -92815266000, 0, 5754497043280, 0, 0, 0, 19526567511762, 0, 2052596091726, 0, 5868390704000, 0, -863288780400, 0, 0, 0, 24671201408152, 0, -4582155580572, 0, -8936877935700, 0, -8713038749214, 0, 0, 0, 76856106934804, 0, 46212780228686, 0, -13343687454300, 0, -2559760313026, 0, 0, 0, 11150938145916, 0, 17820733174068, 0, -51977811600000, 0, 32419773114894, 0, 0, 0, -400691103516, 0, 1129392783132, 0, -1921954391550, 0, 38865320430894, 0, 0, 0, 102711109390636, 0, 1364169826480, 0, 8698893152400, 0, 39312464499172, 0, 0, 0, -13374246730236, 0, 29499565938126, 0, 8484559913700, 0, -12964236288414, 0, 0, 0, 76574701253596, 0, 51381702432000, 0, 55917681053150, 0, 41581785981492, 0, 0, 0, -93720835784796, 0, -83750386401714, 0, 11644901782500, 0, -88924589859172, 0, 0, 0, -98889248412720, 0, -36021160696092, 0, -41418886996450, 0, 28093647022800, 0, 0, 0, -2789992168876, 0, -13751196588948, 0, 4118349928000, 0, 78691775436414, 0, 0, 0, -3603471843200, 0, -46230505899840, 0, 608110764300, 0, -82873851868974, 0, 0, 0, -26229011776152, 0, -6352764132594, 0, -11424865763150, 0, 33067177509294, 0, 0, 0, -111782547651604, 0, 33781070857668, 0, 19635268408750, 0, -148146311078974, 0, 0, 0, 37444382965764, 0, -46418309236948, 0, 21071797505550, 0, -53747969385186, 0, 0, 0, 8619745967676, 0, -1415636124926, 0, -46774769496400, 0, -32185185276960, 0, 0, 0, 150909142594084, 0, 89712010098126, 0, -118614986316450, 0, -71828227052466, 0, 0, 0, -121422882500964, 0, -151293889179966, 0, 75226474350300, 0, 3003309612066, 0, 0, 0, -18127460750400, 0, -37093564149920, 0, 25097963281250, 0, 34642133103840, 0, 0, 0, -200556509752964, 0, -28296956264172, 0, 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-859491809347150, 0, -303153547211826, 0, 0, 0, -375082959157764, 0, 55342808345394, 0, 173756990968750, 0, 1401926667702546, 0, 0, 0, 49418665622404, 0, 377419247144206, 0, -195751823298000, 0, 377659470993774, 0, 0, 0, 357836986934316, 0, 2231938643413680, 0, 542158100440000, 0, 17844341000508, 0, 0, 0, -1886451882903676, 0, -187733733613668, 0, 705653509169700, 0, 1377922121468254, 0, 0, 0, -632976437063204, 0, 202602492672948, 0, 621103965936300, 0, -654921001481068, 0, 0, 0, -212549928339996, 0, -621134677475268, 0, -1660701348750, 0, 730069579384866, 0, 0, 0, 1500667117246160, 0, -74659109297052, 0, 419894267469100, 0, 1405880348651426, 0, 0, 0, 897486822434964, 0, -233597343515588, 0, -194609463840000, 0, -1450552557880706, 0, 0, 0, -226081591381764, 0, 976392849614274, 0, -1733502320327700, 0, 3826633558560, 0, 0, 0, 52119744829446, 0, 1192659687972846, 0, -253148244891150, 0, 988993049575534, 0, 0, 0, 348918878423596, 0, 36177963629200, 0, -161179993260000, 0, 1176004683297666, 0, 0, 0, 196748551878480, 0, 1924628337748366, 0, -137991547289550, 0, -438046171073892, 0, 0, 0, -1112994712588004, 0, 375554129630388, 0, -621117610608000, 0, -1633788702463054, 0, 0, 0], 'weight': 11, '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], [0.0, 0.0], [-0.2345679012345679, 0.2345679012345679], [0.0, 0.0], [0.936, 0.352], [0.0, 0.0], [-0.4136966740048789, -0.4136966740048789], [0.0, 0.0], [0.0, 0.88995579942082], [0.0, 0.0], [-0.46719362189616953, 0.0], [0.0, 0.0], [0.2958768412008845, -0.2958768412008845], [0.0, 0.0], [-0.3021234567901235, 0.13698765432098767], [0.0, 0.0], [-1.0768175950113286, -1.0768175950113286], [0.0, 0.0], [0.0, 1.6310656399441217], [0.0, 0.0], [0.19407992113809133, 0.0], [0.0, 0.0], [0.11068754415356671, -0.11068754415356671], [0.0, 0.0], [0.752192, 0.658944], [0.0, 0.0], [-0.4433229652962417, -0.4433229652962417], [0.0, 0.0], [0.0, 0.021750122335906195], [0.0, 0.0], [1.0157729790869454, 0.0], [0.0, 0.0], [0.10958862735836075, -0.10958862735836075], [0.0, 0.0], [-0.24159885761884928, -0.532841316118284], [0.0, 0.0], [-0.013149624559209969, -0.013149624559209969], [0.0, 0.0], [0.0, 0.13880641932881], [0.0, 0.0], [-1.4150790081577076, 0.0], [0.0, 0.0], [-0.8055508553342069, 0.8055508553342069], [0.0, 0.0], [-0.31326444139612863, 0.8329986282578875], [0.0, 0.0], [-1.2048237570744238, -1.2048237570744238], [0.0, 0.0], [0.0, -0.6577101238346019], [0.0, 0.0], [0.5051736865485246, 0.0], [0.0, 0.0], [0.7375978511561816, -0.7375978511561816], [0.0, 0.0], [-0.4372932300948147, -0.1644521549074517], [0.0, 0.0], [-0.38259564393751005, -0.38259564393751005], [0.0, 0.0], [0.0, 1.3160671155198769], [0.0, 0.0], [-1.6026710469810594, 0.0], [0.0, 0.0], [0.36817175423174636, -0.36817175423174636], [0.0, 0.0], [0.3810893714667392, -0.17279207526131654], [0.0, 0.0], [-0.6322161617278924, -0.6322161617278924], [0.0, 0.0], [0.0, 0.051927489849821415], [0.0, 0.0], [-1.566882037714949, 0.0], [0.0, 0.0], [-1.3281245048636388, 1.3281245048636388], [0.0, 0.0], [-0.3310072098765432, 0.021872987654320986], [0.0, 0.0], [0.19327644749473832, 0.19327644749473832], [0.0, 0.0], [0.0, -1.0804158939304511], [0.0, 0.0], [-0.6819771243435708, 0.0], [0.0, 0.0], [-0.34179365460281697, 0.34179365460281697], [0.0, 0.0], [-0.6288614754866159, -1.3869410623745912], [0.0, 0.0], [-0.0051018805479286135, -0.0051018805479286135], [0.0, 0.0], [0.0, -0.47769017224157423], [0.0, 0.0], [-0.24480653023975127, 0.0], [0.0, 0.0], [-0.2382677358352094, 0.2382677358352094], [0.0, 0.0], [-0.5741351052603308, 1.526677438987698], [0.0, 0.0], [-0.06131850273089744, -0.06131850273089744], [0.0, 0.0], [0.0, -0.41578167325891385], [0.0, 0.0]], 'angles': [None, -0.4015207272731599, None, -0.17224818861604518, -0.2875247889240407, -0.34145432687774957, -0.48725003784414067, 0.15177800009197134, -0.3625305215242466, 0.0017308538595857935, -0.16521346627900788, -0.1264798740173472, -0.37509742669603857, -0.47145296465367165, -0.46271332908774826, -0.2876750522075543, 0.11430575724845919, -0.3979384038091127, -0.1987616919525618, -0.39326866830957735, 0.31918129911790455, -0.4091727893938086, -0.41384996892334003, -0.46161559321624834, -0.13190292010582427, -0.23900989307702167, -0.3053666228553791, -0.22193547256605764, -0.49031217164659047, -0.3836732751478792, -0.05111058867432567, -0.1455083979889361, 0.01886485207759982, 0.003990281431443509, 0.008209233912377859, -0.20879664676892182, -0.1840462402984015, -0.37044408201653706, -0.07327140055559608, -0.455989447529199, -0.3830367219400987, -0.19975760823743877, -0.3490351662857261, -0.3882311622884613, -0.1393589588285998, 0.0747036086470142, -0.202048384704181, -0.4677903642761418, -0.43201155795072615, 0.07804834077984449, -0.33936821576320464, 0.1273199641596328, -0.3789735776719001, -0.1905909488648322, -0.04036749555051398, -0.349980005966055, -0.46031801935095856, -0.27781143375996803, -0.056733305939107595, -0.21933767685890682, -0.25713768916411706, -0.33936121414268605, -0.08614361908712723, -0.23204905405068615, -0.27317136577018963, -0.08985410008891875, -0.3180339764141731, -0.11870044314261236, -0.08358659159448793, 0.010279969245331994, -0.3030731790583208, 0.1618278285165704, -0.0069125551294132465, -0.26033101989073476, -0.40202462861631405, -0.44018222789188927, 0.032648070374062144, -0.08441498243391767, -0.21921533752479025, 0.16546010924513754, 0.04360814100892515, -0.43340077590224096, -0.38230333124385013, -0.3733179198555156, 0.027210978415921537, -0.3682284039367769, 0.02501147351913745, -0.14969493156658858, -0.06294202811022821, -0.23564759291100745, -0.13148649777593852, -0.4639083570154356, -0.04136929597059631, -0.07185312975108817, 0.04552315269736733, -0.3225004510929081, -0.43618133334015013, -0.35448802329574036, 0.2615989105061456, -0.2523954835713387], 'char_orbit_index': 16, 'conrey_index': 17, 'dual_conrey_index': 33, 'dual_embedding_index': 1, 'dual_embedding_m': 2, 'embedding_index': 1, 'embedding_m': 1, 'embedding_root_imag': 1.0, 'embedding_root_real': 0.0, 'hecke_orbit': 1, 'hecke_orbit_code': 1030976700496, 'label': '80.11.p.a.17.1', 'level': 80, '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': 9680, 'analytic_conductor': 50.82858021389793, 'char_conductor': 5, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 16, 'char_orbit_label': 'p', 'char_order': 4, 'char_parity': -1, 'char_values': [80, 4, [31, 21, 17], [4, 4, 1]], 'conrey_index': 17, 'cusp_dim': 228, 'dim': 58, 'eis_dim': 24, 'eis_new_dim': 4, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 1030976700496, 'hecke_orbit_dims': [2, 2, 6, 8, 10, 14, 16], 'label': '80.11.p', 'level': 80, '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': 252, 'mf_new_dim': 62, 'num_forms': 7, 'prim_orbit_index': 3, 'relative_dim': 29, 'sturm_bound': 132, 'trace_bound': 3, 'trace_display': [0, 2, -2, 2], 'traces': [58, 0, 2, 0, -2, 0, 2, 0, 0, 0, 4, 0, 145666, 0, -2076430, 0, 452882, 0, 0, 0, 5907276, 0, 16246034, 0, -738494, 0, -31101232, 0, 0, 0, -58368316, 0, 45212092, 0, 34205714, 0, -115197222, 0, 0, 0, 146547276, 0, 15904066, 0, -287129892, 0, -809409358, 0, 0, 0, -837310556, 0, 146769866, 0, 695258068, 0, -1248755536, 0, 0, 0, -1673280164, 0, -3169541982, 0, -2057629078, 0, 1481541746, 0, 0, 0, -3514702876, 0, -1713824550, 0, 372363538, 0, -564950500, 0, 0, 0, -19069766222, 0, -3336135086, 0, -5320742142, 0, -5069347664, 0, 0, 0, -25370032316, 0, 264102604, 0, 13740861360, 0, 9668205978, 0, 0, 0, 36355932276, 0, -48463835598, 0, -27570140484, 0, 30450551474, 0, 0, 0, 58591432644, 0, -30119299726, 0, -115306220030, 0, -46403241530, 0, 0, 0, 124670158894, 0, 229442186676, 0, 28040650702, 0, -98485792094, 0, 0, 0, -123615203516, 0, 61572177424, 0, 369138838608, 0, 4546955098, 0, 0, 0, 18701192716, 0, -246022170460, 0, 47214296576, 0, 265676663218, 0, 0, 0, 200008317284, 0, -655391222, 0, -208502475036, 0, 327877217842, 0, 0, 0, -71548824084, 0, 666897960130, 0, -137810473732, 0, -677942540174, 0, 0, 0, -397499543360, 0, -235557925782, 0, 1186586949906, 0, 198580982928, 0, 0, 0, -41553747324, 0, -1474267866716, 0, -99623397302, 0, 384687301828, 0, 0, 0, 768081403204, 0, 123443427154, 0, -1533577667200, 0, 165019406074, 0, 0, 0, 302230743756, 0, 1433213301840, 0, -1015127200516, 0, -2151323737298, 0, 0, 0, -1238221935516, 0, -1049800372372, 0, 847453483122, 0, -141129492500, 0, 0, 0, 228118565076, 0, -598676817630, 0, -966712323696, 0, 415074773186, 0, 0, 0, -1274810584952, 0, -730381579822, 0, 913751918786, 0, -1581929315648, 0, 0, 0, 127269198956, 0, -1642505967166, 0, 1131696085956, 0, 2781041487168, 0, 0, 0, 416350760484, 0, -1303540550564, 0, -664092671548, 0, 234241606066, 0, 0, 0, 2201793273360, 0, 3452327934914, 0, 518785718946, 0, -1037542327776, 0, 0, 0, -4904314056156, 0, -2921871168340, 0, 7833532914212, 0, 459637240722, 0, 0, 0, 3525491745356, 0, -5177698672174, 0, 7178252857264, 0, 1143378393044, 0, 0, 0, 12487933797764, 0, 9460078392162, 0, -6267569505360, 0, -4065927639360, 0, 0, 0, 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-202152366554284, 0, -71789355463052, 0, 143247041356120, 0, -136934591419646, 0, 0, 0, -128825870478720, 0, 29815906732864, 0, -47520560693628, 0, 322079211814906, 0, 0, 0, -302926950107528, 0, 94430518566562, 0, -75262200867622, 0, 221112918987570, 0, 0, 0, -1190825951356, 0, -195422071550132, 0, -100016297519006, 0, 361782203785714, 0, 0, 0, 248614251076876, 0, 69439141019812, 0, -281304742391082, 0, -519278560313822, 0, 0, 0, -497564387313596, 0, -261640663286790, 0, 41670088573856, 0, -595859185718368, 0, 0, 0, 313920243957196, 0, -55384639602958, 0, 291537986894506, 0, 433373571746738, 0, 0, 0, 616079588649444, 0, 284704905662146, 0, -199368409006988, 0, -545495979488782, 0, 0, 0, -712040142448000, 0, 249738466987232, 0, 207877519601178, 0, -637330045482400, 0, 0, 0, -303539019253116, 0, 646173316554460, 0, 44051395023410, 0, 557144402951402, 0, 0, 0, -455370496499284, 0, -150814436390670, 0, -574037968098224, 0, 535692894187554, 0, 0, 0, 613074074921768, 0, -510308810677942, 0, 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1253900079605984, 0, 0, 0, 2328906717297444, 0, 752688072918018, 0, 1061187867175812, 0, -794391185776116, 0, 0, 0, -649520297080968, 0, -2257240155527936, 0, 450835123480226, 0, -1425305770193646, 0, 0, 0, -2056640515473436, 0, -186737430157636, 0, -3646876727021152, 0, 153838198945106, 0, 0, 0, -734067709944160, 0, 2752596832966084, 0, -275266278562980, 0, 2084230596732128, 0, 0, 0, 1977193649169124, 0, -481332332640948, 0, 2702184689807666, 0, 616046596345904, 0, 0, 0, 18145246485756, 0, -3815913649214894, 0, -795707907980356, 0, -2018296393588318, 0, 0, 0, -2955689945233436, 0, -823117158653242, 0, -3552775847687422, 0, -1980289133724928, 0, 0, 0, 212405262020938, 0, 5221627661371636, 0, 1611605288705076, 0, 2745915548485494, 0, 0, 0, 1564706906340964, 0, 841288931730498, 0, 4839522127148400, 0, -671733602810790, 0, 0, 0, -2784232182863208, 0, -3322917705688398, 0, 245030128859202, 0, -5118797442258750, 0, 0, 0, -5426139925620636, 0, -293643578152318, 0, -4388370285588702, 0, 1539701913787570, 0, 0, 0, -89079242050644, 0, 3587689480160162, 0, -1319392297374320, 0, 4372787476506722, 0, 0, 0, 8359612451344324, 0, -1259856262961200, 0, 4130141078538256, 0, 2103455871482580, 0, 0, 0, 2088709217765316, 0, -6386336710450892, 0, -1582174466661684, 0, -6179641038651470, 0, 0, 0, -8032048620571516, 0, 663790531272636, 0, -4155168908523164, 0, 1377010709601084, 0, 0, 0, 1313098013223116, 0, 4373653872405284, 0, -632536998857070, 0, 8951647595624398, 0, 0, 0, 8101036097494080, 0, -1751322732582804, 0, 5721351098723812, 0, -116205967007246, 0, 0, 0, 2691937321956196, 0, -4951945022154860, 0, 1367989901296576, 0, -8386357443483534, 0, 0, 0, -9704269989787036, 0, 1159178882749938, 0, -3819189286323100, 0, 1193307198082080, 0, 0, 0, -425657016668386, 0, 7688476660679218, 0, -299341972412934, 0, 9817944582034770, 0, 0, 0, 10933774097359524, 0, -629700010201744, 0, 8673040884104736, 0, -1946787396784166, 0, 0, 0, 748798278257880, 0, -5786761818246878, 0, 105970233790442, 0, -17321983637823340, 0, 0, 0, -9929479331808156, 0, 448928794472508, 0, -6407454246866784, 0, -214023395554254, 0, 0, 0], 'weight': 11, 'weight_parity': -1}
• 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: 13732787
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 17, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 1030976700496, 'source_is_minimal': False, 'source_label': '80.11.p.a.17.1', 'source_level': 80, 'target_conrey_index': 17, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 1030976700496, 'target_is_minimal': False, 'target_label': '80.11.p.a.17.1', 'target_level': 80, 'twist_class_label': '10.11.c.b.3.1', 'twist_class_level': 10, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 11}
  • id: 13732788
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 17, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 1030976700496, 'source_is_minimal': False, 'source_label': '80.11.p.a.17.1', 'source_level': 80, 'target_conrey_index': 7, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503737250873354, 'target_is_minimal': True, 'target_label': '10.11.c.b.7.1', 'target_level': 10, 'twist_class_label': '10.11.c.b.3.1', 'twist_class_level': 10, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 11}
  • id: 13732789
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 17, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 1030976700496, 'source_is_minimal': False, 'source_label': '80.11.p.a.17.1', 'source_level': 80, 'target_conrey_index': 33, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 1030976700496, 'target_is_minimal': False, 'target_label': '80.11.p.a.33.1', 'target_level': 80, 'twist_class_label': '10.11.c.b.3.1', 'twist_class_level': 10, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 11}
  • id: 13732790
    {'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 17, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 1030976700496, 'source_is_minimal': False, 'source_label': '80.11.p.a.17.1', 'source_level': 80, 'target_conrey_index': 37, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 412501409882, 'target_is_minimal': False, 'target_label': '90.11.g.a.37.1', 'target_level': 90, 'twist_class_label': '10.11.c.b.3.1', 'twist_class_level': 10, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 11}
  • id: 13732791
    {'conductor': 20, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 17, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 1030976700496, 'source_is_minimal': False, 'source_label': '80.11.p.a.17.1', 'source_level': 80, 'target_conrey_index': 3, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503737250873354, 'target_is_minimal': True, 'target_label': '10.11.c.b.3.1', 'target_level': 10, 'twist_class_label': '10.11.c.b.3.1', 'twist_class_level': 10, 'twisting_char_label': '20.3', 'twisting_conrey_index': 3, 'weight': 11}
  • id: 13732792
    {'conductor': 20, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 17, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 1030976700496, 'source_is_minimal': False, 'source_label': '80.11.p.a.17.1', 'source_level': 80, 'target_conrey_index': 43, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503737250873394, 'target_is_minimal': False, 'target_label': '50.11.c.b.43.1', 'target_level': 50, 'twist_class_label': '10.11.c.b.3.1', 'twist_class_level': 10, 'twisting_char_label': '20.7', 'twisting_conrey_index': 7, 'weight': 11}
  • id: 13732793
    {'conductor': 20, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 17, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 1030976700496, 'source_is_minimal': False, 'source_label': '80.11.p.a.17.1', 'source_level': 80, 'target_conrey_index': 7, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503737250873394, 'target_is_minimal': False, 'target_label': '50.11.c.b.7.1', 'target_level': 50, 'twist_class_label': '10.11.c.b.3.1', 'twist_class_level': 10, 'twisting_char_label': '20.19', 'twisting_conrey_index': 19, 'weight': 11}
  • id: 13732794
    {'conductor': 60, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 17, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 1030976700496, 'source_is_minimal': False, 'source_label': '80.11.p.a.17.1', 'source_level': 80, 'target_conrey_index': 73, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 412501409882, 'target_is_minimal': False, 'target_label': '90.11.g.a.73.1', 'target_level': 90, 'twist_class_label': '10.11.c.b.3.1', 'twist_class_level': 10, 'twisting_char_label': '60.23', 'twisting_conrey_index': 23, 'weight': 11}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 250425
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 1030976700496, 'p': 2}
  • id: 250426
    {'charpoly_factorization': [[[6498, 114, 1], 1]], 'hecke_orbit_code': 1030976700496, 'p': 3}
  • id: 250427
    {'charpoly_factorization': [[[9765625, -5850, 1], 1]], 'hecke_orbit_code': 1030976700496, 'p': 5}
  • id: 250428
    {'charpoly_factorization': [[[96688418, 13906, 1], 1]], 'hecke_orbit_code': 1030976700496, 'p': 7}
  • id: 250429
    {'charpoly_factorization': [[[75242, 1], 2]], 'hecke_orbit_code': 1030976700496, 'p': 11}
  • id: 250430
    {'charpoly_factorization': [[[24137120898, -219714, 1], 1]], 'hecke_orbit_code': 1030976700496, 'p': 13}
  • id: 250431
    {'charpoly_factorization': [[[4675235542658, 3057854, 1], 1]], 'hecke_orbit_code': 1030976700496, 'p': 17}
  • id: 250432
    {'charpoly_factorization': [[[16310936142400, 0, 1], 1]], 'hecke_orbit_code': 1030976700496, 'p': 19}
  • id: 250433
    {'charpoly_factorization': [[[1015093061858, -1424846, 1], 1]], 'hecke_orbit_code': 1030976700496, 'p': 23}
  • id: 250434
    {'charpoly_factorization': [[[199023054400, 0, 1], 1]], 'hecke_orbit_code': 1030976700496, 'p': 29}
  • id: 250435
    {'charpoly_factorization': [[[-29080718, 1], 2]], 'hecke_orbit_code': 1030976700496, 'p': 31}
  • id: 250436
    {'charpoly_factorization': [[[1662929902818, 1823694, 1], 1]], 'hecke_orbit_code': 1030976700496, 'p': 37}
  • id: 250437
    {'charpoly_factorization': [[[163945678, 1], 2]], 'hecke_orbit_code': 1030976700496, 'p': 41}
  • id: 250438
    {'charpoly_factorization': [[[28047908224783458, 236845554, 1], 1]], 'hecke_orbit_code': 1030976700496, 'p': 43}
  • id: 250439
    {'charpoly_factorization': [[[152705830752835938, 552640626, 1], 1]], 'hecke_orbit_code': 1030976700496, 'p': 47}
  • id: 250440
    {'charpoly_factorization': [[[190295262882498818, -616920194, 1], 1]], 'hecke_orbit_code': 1030976700496, 'p': 53}
  • id: 250441
    {'charpoly_factorization': [[[885270905983489600, 0, 1], 1]], 'hecke_orbit_code': 1030976700496, 'p': 59}
  • id: 250442
    {'charpoly_factorization': [[[1353610038, 1], 2]], 'hecke_orbit_code': 1030976700496, 'p': 61}
  • id: 250443
    {'charpoly_factorization': [[[1457166607039307138, 1707141826, 1], 1]], 'hecke_orbit_code': 1030976700496, 'p': 67}
  • id: 250444
    {'charpoly_factorization': [[[2827014562, 1], 2]], 'hecke_orbit_code': 1030976700496, 'p': 71}
  • id: 250445
    {'charpoly_factorization': [[[15161290755831470978, 5506594366, 1], 1]], 'hecke_orbit_code': 1030976700496, 'p': 73}
  • id: 250446
    {'charpoly_factorization': [[[11052304505360409600, 0, 1], 1]], 'hecke_orbit_code': 1030976700496, 'p': 79}
  • id: 250447
    {'charpoly_factorization': [[[3625257928221550818, 2692678194, 1], 1]], 'hecke_orbit_code': 1030976700496, 'p': 83}
  • id: 250448
    {'charpoly_factorization': [[[7115291209668102400, 0, 1], 1]], 'hecke_orbit_code': 1030976700496, 'p': 89}
  • id: 250449
    {'charpoly_factorization': [[[554536863681490818, 1053125694, 1], 1]], 'hecke_orbit_code': 1030976700496, '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': 16, 'hecke_orbit': 1, 'label': '80.11.p.a', 'level': 80, 'portrait': 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', 'weight': 11}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 12116262
    {'hecke_orbit_code': 1030976700496, 'n': 1, 'trace_an': 2}
  • id: 12116263
    {'hecke_orbit_code': 1030976700496, 'n': 2, 'trace_an': 0}
  • id: 12116264
    {'hecke_orbit_code': 1030976700496, 'n': 3, 'trace_an': -114}
  • id: 12116265
    {'hecke_orbit_code': 1030976700496, 'n': 4, 'trace_an': 0}
  • id: 12116266
    {'hecke_orbit_code': 1030976700496, 'n': 5, 'trace_an': 5850}
  • id: 12116267
    {'hecke_orbit_code': 1030976700496, 'n': 6, 'trace_an': 0}
  • id: 12116268
    {'hecke_orbit_code': 1030976700496, 'n': 7, 'trace_an': -13906}
  • id: 12116269
    {'hecke_orbit_code': 1030976700496, 'n': 8, 'trace_an': 0}
  • id: 12116270
    {'hecke_orbit_code': 1030976700496, 'n': 9, 'trace_an': 0}
  • id: 12116271
    {'hecke_orbit_code': 1030976700496, 'n': 10, 'trace_an': 0}
  • id: 12116272
    {'hecke_orbit_code': 1030976700496, 'n': 11, 'trace_an': -150484}
  • id: 12116273
    {'hecke_orbit_code': 1030976700496, 'n': 12, 'trace_an': 0}
  • id: 12116274
    {'hecke_orbit_code': 1030976700496, 'n': 13, 'trace_an': 219714}
  • id: 12116275
    {'hecke_orbit_code': 1030976700496, 'n': 14, 'trace_an': 0}
  • id: 12116276
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