Newform data - 98.10.a.a

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• mf_newforms •

  Column	Type
  Nk2	integer
  analytic_conductor	double precision
  analytic_rank	smallint
  analytic_rank_proved	boolean
  artin_degree	integer
  artin_field	numeric[]
  artin_field_label	text
  artin_image	text
  atkin_lehner_eigenvals	integer[]
  atkin_lehner_string	text
  char_conductor	integer
  char_degree	integer
  char_is_minimal	boolean
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  cm_discs	integer[]
  conrey_index	integer
  dim	integer
  embedded_related_objects	text[]
  field_disc	numeric
  field_disc_factorization	numeric[]
  field_poly	numeric[]
  field_poly_is_cyclotomic	boolean
  field_poly_is_real_cyclotomic	boolean
  field_poly_root_of_unity	integer
  fricke_eigenval	smallint
  has_non_self_twist	smallint
  hecke_cutters	jsonb
  hecke_orbit	integer
  hecke_orbit_code	bigint
  hecke_ring_generator_nbound	integer
  hecke_ring_index	numeric
  hecke_ring_index_factorization	numeric[]
  hecke_ring_index_proved	boolean
  inner_twist_count	integer
  inner_twists	integer[]
  is_cm	boolean
  is_largest	boolean
  is_maximal	boolean
  is_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  minimal_twist	text
  nf_label	text
  prim_orbit_index	smallint
  projective_field	numeric[]
  projective_field_label	text
  projective_image	text
  projective_image_type	text
  qexp_display	text
  related_objects	text[]
  relative_dim	integer
  rm_discs	integer[]
  sato_tate_group	text
  self_twist_discs	integer[]
  self_twist_type	smallint
  space_label	text
  trace_display	numeric[]
  trace_hash	bigint
  trace_moments	numeric[]
  trace_zratio	numeric
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'Nk2': 9800, 'analytic_conductor': 50.47351194405957, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [7, -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': [98, 1, [3], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[3, [-6, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 167772258, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '98.10.a.a', 'level': 98, '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, 7], 'level_radical': 14, 'minimal_twist': '14.10.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-2^{4}q^{2}+6q^{3}+2^{8}q^{4}-560q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '9.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '98.10.a', 'trace_display': [-16, 6, -560, 0], 'trace_hash': 175643838467852770, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.017', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.981', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.075', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.971', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.296', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.958', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [1, -16, 6, 256, -560, -96, 0, -4096, -19647, 8960, -54152, 1536, 113172, 0, -3360, 65536, -6262, 314352, -257078, -143360, 0, 866432, -266000, -24576, -1639525, -1810752, -235980, 0, 1574714, 53760, 4637484, -1048576, -324912, 100192, 0, -5029632, -11946238, 4113248, 679032, 2293760, -21909126, 0, 27520592, -13862912, 11002320, 4256000, -52927836, 393216, 0, 26232400, -37572, 28972032, 16221222, 3775680, 30325120, 0, -1542468, -25195424, 140509618, -860160, 202963560, -74199744, 0, 16777216, -63376320, 5198592, 153734572, -1603072, -1596000, 0, 279655936, 80474112, 404022830, 191139808, -9837150, -65811968, 0, -10864512, -130689816, -36700160, 385296021, 350546016, -420134014, 0, 3506720, -440329472, 9448284, 221806592, 469542390, -176037120, 0, -68096000, 27824904, 846845376, 143963680, -6291456, 872501690, 0, 1063924344, 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• mf_hecke_nf •

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

  
  {'an': [[1], [-16], [6], [256], [-560], [-96], [0], [-4096], [-19647], [8960], [-54152], [1536], [113172], [0], [-3360], [65536], [-6262], [314352], [-257078], [-143360], [0], [866432], [-266000], [-24576], [-1639525], [-1810752], [-235980], [0], [1574714], [53760], [4637484], [-1048576], [-324912], [100192], [0], [-5029632], [-11946238], [4113248], [679032], [2293760], [-21909126], [0], [27520592], [-13862912], [11002320], [4256000], [-52927836], [393216], [0], [26232400], [-37572], [28972032], [16221222], [3775680], [30325120], [0], [-1542468], [-25195424], [140509618], [-860160], [202963560], [-74199744], [0], [16777216], [-63376320], [5198592], [153734572], [-1603072], [-1596000], [0], [279655936], [80474112], [404022830], [191139808], [-9837150], [-65811968], [0], [-10864512], [-130689816], [-36700160], [385296021], [350546016], [-420134014], [0], [3506720], [-440329472], [9448284], [221806592], [469542390], [-176037120], [0], [-68096000], [27824904], [846845376], [143963680], [-6291456], [872501690], [0], [1063924344], [-419718400]], 'ap': [[-16], [6], [-560], [0], [-54152], [113172], [-6262], [-257078], [-266000], [1574714], [4637484], [-11946238], [-21909126], [27520592], [-52927836], [16221222], [140509618], [202963560], [153734572], [279655936], [404022830], [-130689816], [-420134014], [469542390], [872501690], [1209014800], [-690562580], [179499372], [-1603608446], [1427850374], [-2358727632], [-601665350], [-5160087406], [7143563462], [9104242062], [-289431992], [-13906779980], [16623248120], [15801939652], [-3231248996], [-24140781132], [3893317308], [-25898783016], [15936730670], [-3346846514], [13426079236], [30170192972], [-53502952376], [40270393242], [-19024711756], [-36774761126], [6561095208], [89681767450], [-5337028890], [83557545870], [108634879584], [-141400522724], [90835285488], [-26507506282], [-186967895078], [5334125954], [-76543346856], [75194370218], [-215133949112], [-95907461110], [170586441702], [-123991685200], [-72933538482], [-155720400624], [-108728480308], [-325585100370], [-227549694616], [421992952168], [383283068014], [-121461549848], [397720958420], [67546230866], [-124655655588], [351195628398], [38195614450], [-215267665362], [1199326384470], [791117369544], [1154506168306], [212728243464], [-64829990396], [-1080312092590], [-64672532042], [-429253768988], [1618833928912], [-327321126494], [-284811101908], [-714775787776], [1015055900868], [1334123745772], [568444757664], [-357172977012], [-2179724538534], [1570808102938], [2245436018118], [-386061536160], [-795101893786], [2136670256582], [2174610946758], [995075151576], [-4305882620962], [-5057615223346], [2802999830598], [3209070700824], [-749501715818], [1740970575744], [-4039771442622], [-2933670336122], [5776913813138], [3999849053072], [4683278788270], [1548770030710], [8144929554756], [-2889250483566], [5202547085824], [-2889729962440], [9463624101818], [6522678603900], [5372402067012], [-2015629916966], [-10652253635950], [3461869130642], [9620251283100], [3134792007356], [-6477745976040], [-1125100195080], [1652656488024], [6032986696104], [-8027976887166], [6519228061394], [13424998659842], [-7859342513192], [1477202904306], [6473266304220], [-15363091195834], [12905612946746], [893771205094], [-22984443440216], [-2756179886244], [3159246800024], [-19240349793604], [26080432657540], [-21917671626510], [3555880267366], [22208405716232], [3380040244138], [-525102522474], [33397192697588], [9619644405516], [-20834077302996], [-13378939342224], [-13835163343064], [17407270665258], [-1983612512306], [23353307899336], [35988225603728], [-13766166749942], [-3027178177936], [25318283125746], [9907290806298], [-24052310333748], [31578178461920], [-9322411318328], [14263087259198], [-2884725357516], [33059610389012], [-63527206223212], [-48859046634720], [-25430093859654], [-24473797766868], [17681671313038], [-24816375611508], [-55010675923358], [13028254032400], [6402480802216], [43522028054808], [-35923723318138], [-2097787307414], [52232553321622], [-14904904659376], [-51645393865236], [89480089593150], [-103155515829830], [-22693217164686], [-115121311033980], [56634054390974], [-61191765645420], [-92206184370092], [35481295231796], [6508818152628], [61669438805294], [56404234466510], [-61918168124390], [-48383370624378], [88697040328296], [82236513153726], [-33108557731788], [3336160168408], [112148726039622], [146670358375146], [214637803224], [62245200206404], [77860011210408], [134324592242430], [77709531468862], [-158801039547106], [-33101103932000], [-100757220234936], [57750870380098], [73108823885064], [-162803130632606], [150991359519856], [166370484859010], [115573014028312], [203539896278626], [-43966292350934], [-93004396959976], [279335906957010], [71320180447432], [176091803097642], [-235662697687846], [145212824910566], [2321535565256], [290096868090048], [-154633502687928], [-77579507369934], [-290879291840146], [68003979090352], [-102196708263366], [-66019129933334], [-134043808303104], [-93618399158134], [-40900573495554], [-120553203687516], [46788846135808], [206884852233520], [-381165122481062], [-222824221689536], [-176825740906050], [-248642082797962], [451477923526116], [-88640715019152], [421876486250378], [-192092543346976], [-54946893661968], [-376194678887834], [-302113251964098], [340613713087056], [100196274876374], [62291435312504], [-159452859076988], [-157461541259062], [453218146356558], [5191074106960], [175198987668322], [436905170698168], [-95398073207368], [94412823557264], [-260853067919752], [-281272675073670], [436279549321694], [474199703403606], [53736736794742], [239927640453532], [281308696589946], [-551441392098756], [117929446830608], [271265481471486], [26436902830976], [437987122641230], [303055104954864], [-202056974431280], [-122487339408810], [185986405609342], [-705397982341710], [-140020404602328], [-134436964329240], [843934879258812], [741663247686376], [-838408206006390], [848278018062928], [-867943198689342], [-620135344492754], [813603755186524], [587539757280270], [-714795573359730], [-410423091831438], [-950777794425162], [-189178664416646], [-644748027945442], [-1148442990315012], [-706952745884576], [-52297075990548], [-416781805682154], [880388828241078], [416334053578898], [1389207586783602], [921873600893440], [599762667572664], [-865222522299712], [-37479904864486], [386142211928192], [347059092784240], [-68255169937808], [4193118105350], [1091452472422584], [777056545346402], [-1126906478666038], [-347484754644760], [-608674417883392], [956502585318742], [-634008776988186], [614977557172352], [1508806678436902], [256739264369250], [1664973174523486], [1333710532481266], [-903303894317064], [-943812640743560], [541923880117430], [-381745164380942], [-1891066585228192], [-1200734633427862], [-352387613798288], [127558076212618], [-1126473846417898], [-796525802509070], [2002146418790196], [-304343316244066], [-1933536674873828], [843929025107914], [-910230172800702], [934935661535086], [100538900685670], [828668710943876], [678761570984078], [-806425061531754], [-1212339751164036], [-1509171895564320], [775507636538274], [203715969556944], [1529688475794748], [2720467245892136], [-413439321479544], [2371678941044232], [-2415033728584106], [271783936068218], [-1839119452144866], [-1238287313742444], [-381318358417682], [167929516696862], [2591758001485420], [-64370263522110], [-1608536711991278], [1353034726826656], [450595348935262], [-964529707315570], [766723349075408], [2176725515140828], [-1422138196113046], [1106425329897014], [328192119522876], [3813194702201184], [2487580865681446], [-3552922642405244], [-852353782817290], [2437902085443216], [3744807078918782], [-1524247607003176], [34926259424902], [2828107623724890], [534236985186424], [3810897620961830], [658507600830842], [-880920701574254], [2557413305215500], [1191760172348486], [-3482001191940152], [2178465348391698], [1048692869234486], [1695650955373912], [-1976106051638680], [-612510923880112], [-3470278028577404], [2940669841791908], [3171385928292350], [-130954214018304], [213343417858300], [-801566036072738], [5159139647145560], [57839126836962], [-2055990616910116], [-1474951481353462], [-2773486783295652], [4510542356152642], [1272536211112408], [594878615400690], [4074862702051408], [1411465265072050], [-2687729491177932], [3701143939666924], [-19897487976482], [-1183288921331970], [1277760131430238], [-4862450499914650], [-577209929158426], [5908275576074410], [2149110131610232], [-2696642178205188], [-750989681580790], [-1862456457967228], [-3311903642813912], [-6095263403343652], [1935247162771578], [-5179177649115008], [1102018653156178], [-2051960324974952], [-6341202945364208], [-4883888859074562], [-1020246748177766], [-4175864501393360], [935098543273712], [-6089086610938518], [-7242371384233218], [396986761016276]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 167772258, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '98.10.a.a', 'level': 98, 'maxp': 2999, 'weight': 10}
• 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': [7, 8, 9, 7], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [4, 4, 4, 4], 'ALdims_old': [21, 23, 21, 22], 'Nk2': 9800, 'analytic_conductor': 50.47351194405957, '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': [98, 1, [3], [1]], 'conrey_index': 1, 'cusp_dim': 118, 'dim': 31, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 167772258, 'hecke_orbit_dims': [1, 1, 1, 2, 2, 2, 3, 3, 3, 3, 4, 6], 'label': '98.10.a', 'level': 98, '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, 7], 'level_radical': 14, 'mf_dim': 134, 'mf_new_dim': 31, 'num_forms': 12, 'plus_dim': 14, 'prim_orbit_index': 1, 'relative_dim': 31, 'sturm_bound': 140, 'trace_bound': 3, 'trace_display': [16, 6, 756, 0], 'traces': [31, 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-227968548864], 'weight': 10, '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: 86118
    {'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '98.10.a.a', 'source_level': 98, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '14.10.a.a', 'target_level': 14, 'twist_class_label': '14.10.a.a', 'twist_class_level': 14, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 10}
  • id: 86119
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '98.10.a.a', 'source_level': 98, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '98.10.a.a', 'target_level': 98, 'twist_class_label': '14.10.a.a', 'twist_class_level': 14, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 10}
  • id: 86120
    {'conductor': 7, 'degree': 2, 'multiplicity': 2, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '98.10.a.a', 'source_level': 98, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '98.10.c.e', 'target_level': 98, 'twist_class_label': '14.10.a.a', 'twist_class_level': 14, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 10}
  • id: 86121
    {'conductor': 7, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '98.10.a.a', 'source_level': 98, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '98.10.c.f', 'target_level': 98, 'twist_class_label': '14.10.a.a', 'twist_class_level': 14, 'twisting_char_label': '7.d', 'twisting_char_orbit': 4, 'weight': 10}
  • id: 86122
    {'conductor': 28, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '98.10.a.a', 'source_level': 98, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '112.10.a.b', 'target_level': 112, 'twist_class_label': '14.10.a.a', 'twist_class_level': 14, 'twisting_char_label': '28.d', 'twisting_char_orbit': 4, 'weight': 10}
  • id: 86123
    {'conductor': 21, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '98.10.a.a', 'source_level': 98, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '126.10.a.e', 'target_level': 126, 'twist_class_label': '14.10.a.a', 'twist_class_level': 14, 'twisting_char_label': '21.c', 'twisting_char_orbit': 3, 'weight': 10}
  • id: 86124
    {'conductor': 35, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '98.10.a.a', 'source_level': 98, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '350.10.a.c', 'target_level': 350, 'twist_class_label': '14.10.a.a', 'twist_class_level': 14, 'twisting_char_label': '35.c', 'twisting_char_orbit': 3, 'weight': 10}
  • id: 86125
    {'conductor': 35, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '98.10.a.a', 'source_level': 98, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '350.10.c.b', 'target_level': 350, 'twist_class_label': '14.10.a.a', 'twist_class_level': 14, 'twisting_char_label': '35.f', 'twisting_char_orbit': 6, 'weight': 10}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 290550
    {'charpoly_factorization': [[[16, 1], 1]], 'hecke_orbit_code': 167772258, 'p': 2}
  • id: 290551
    {'charpoly_factorization': [[[-6, 1], 1]], 'hecke_orbit_code': 167772258, 'p': 3}
  • id: 290552
    {'charpoly_factorization': [[[560, 1], 1]], 'hecke_orbit_code': 167772258, 'p': 5}
  • id: 290553
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 167772258, 'p': 7}
  • id: 290554
    {'charpoly_factorization': [[[54152, 1], 1]], 'hecke_orbit_code': 167772258, 'p': 11}
  • id: 290555
    {'charpoly_factorization': [[[-113172, 1], 1]], 'hecke_orbit_code': 167772258, 'p': 13}
  • id: 290556
    {'charpoly_factorization': [[[6262, 1], 1]], 'hecke_orbit_code': 167772258, 'p': 17}
  • id: 290557
    {'charpoly_factorization': [[[257078, 1], 1]], 'hecke_orbit_code': 167772258, 'p': 19}
  • id: 290558
    {'charpoly_factorization': [[[266000, 1], 1]], 'hecke_orbit_code': 167772258, 'p': 23}
  • id: 290559
    {'charpoly_factorization': [[[-1574714, 1], 1]], 'hecke_orbit_code': 167772258, 'p': 29}
  • id: 290560
    {'charpoly_factorization': [[[-4637484, 1], 1]], 'hecke_orbit_code': 167772258, 'p': 31}
  • id: 290561
    {'charpoly_factorization': [[[11946238, 1], 1]], 'hecke_orbit_code': 167772258, 'p': 37}
  • id: 290562
    {'charpoly_factorization': [[[21909126, 1], 1]], 'hecke_orbit_code': 167772258, 'p': 41}
  • id: 290563
    {'charpoly_factorization': [[[-27520592, 1], 1]], 'hecke_orbit_code': 167772258, 'p': 43}
  • id: 290564
    {'charpoly_factorization': [[[52927836, 1], 1]], 'hecke_orbit_code': 167772258, 'p': 47}
  • id: 290565
    {'charpoly_factorization': [[[-16221222, 1], 1]], 'hecke_orbit_code': 167772258, 'p': 53}
  • id: 290566
    {'charpoly_factorization': [[[-140509618, 1], 1]], 'hecke_orbit_code': 167772258, 'p': 59}
  • id: 290567
    {'charpoly_factorization': [[[-202963560, 1], 1]], 'hecke_orbit_code': 167772258, 'p': 61}
  • id: 290568
    {'charpoly_factorization': [[[-153734572, 1], 1]], 'hecke_orbit_code': 167772258, 'p': 67}
  • id: 290569
    {'charpoly_factorization': [[[-279655936, 1], 1]], 'hecke_orbit_code': 167772258, 'p': 71}
  • id: 290570
    {'charpoly_factorization': [[[-404022830, 1], 1]], 'hecke_orbit_code': 167772258, 'p': 73}
  • id: 290571
    {'charpoly_factorization': [[[130689816, 1], 1]], 'hecke_orbit_code': 167772258, 'p': 79}
  • id: 290572
    {'charpoly_factorization': [[[420134014, 1], 1]], 'hecke_orbit_code': 167772258, 'p': 83}
  • id: 290573
    {'charpoly_factorization': [[[-469542390, 1], 1]], 'hecke_orbit_code': 167772258, 'p': 89}
  • id: 290574
    {'charpoly_factorization': [[[-872501690, 1], 1]], 'hecke_orbit_code': 167772258, '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': 1, 'label': '98.10.a.a', 'level': 98, 'portrait': 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', 'weight': 10}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 3690690
    {'hecke_orbit_code': 167772258, 'n': 1, 'trace_an': 1}
  • id: 3690691
    {'hecke_orbit_code': 167772258, 'n': 2, 'trace_an': -16}
  • id: 3690692
    {'hecke_orbit_code': 167772258, 'n': 3, 'trace_an': 6}
  • id: 3690693
    {'hecke_orbit_code': 167772258, 'n': 4, 'trace_an': 256}
  • id: 3690694
    {'hecke_orbit_code': 167772258, 'n': 5, 'trace_an': -560}
  • id: 3690695
    {'hecke_orbit_code': 167772258, 'n': 6, 'trace_an': -96}
  • id: 3690696
    {'hecke_orbit_code': 167772258, 'n': 7, 'trace_an': 0}
  • id: 3690697
    {'hecke_orbit_code': 167772258, 'n': 8, 'trace_an': -4096}
  • id: 3690698
    {'hecke_orbit_code': 167772258, 'n': 9, 'trace_an': -19647}
  • id: 3690699
    {'hecke_orbit_code': 167772258, 'n': 10, 'trace_an': 8960}
  • id: 3690700
    {'hecke_orbit_code': 167772258, 'n': 11, 'trace_an': -54152}
  • id: 3690701
    {'hecke_orbit_code': 167772258, 'n': 12, 'trace_an': 1536}
  • id: 3690702
    {'hecke_orbit_code': 167772258, 'n': 13, 'trace_an': 113172}
  • id: 3690703
    {'hecke_orbit_code': 167772258, 'n': 14, 'trace_an': 0}
  • id: 3690704
    {'hecke_orbit_code': 167772258, 'n': 15, 'trace_an': -3360}
  • id: 3690705
    {'hecke_orbit_code': 167772258, 'n': 16, 'trace_an': 65536}
  • id: 3690706
    {'hecke_orbit_code': 167772258, 'n': 17, 'trace_an': -6262}
  • id: 3690707
    {'hecke_orbit_code': 167772258, 'n': 18, 'trace_an': 314352}
  • id: 3690708
    {'hecke_orbit_code': 167772258, 'n': 19, 'trace_an': -257078}
  • id: 3690709
    {'hecke_orbit_code': 167772258, 'n': 20, 'trace_an': -143360}
  • id: 3690710
    {'hecke_orbit_code': 167772258, 'n': 21, 'trace_an': 0}
  • id: 3690711
    {'hecke_orbit_code': 167772258, 'n': 22, 'trace_an': 866432}
  • id: 3690712
    {'hecke_orbit_code': 167772258, 'n': 23, 'trace_an': -266000}
  • id: 3690713
    {'hecke_orbit_code': 167772258, 'n': 24, 'trace_an': -24576}
  • id: 3690714
    {'hecke_orbit_code': 167772258, 'n': 25, 'trace_an': -1639525}
  • id: 3690715
    {'hecke_orbit_code': 167772258, 'n': 26, 'trace_an': -1810752}
  • id: 3690716
    {'hecke_orbit_code': 167772258, 'n': 27, 'trace_an': -235980}
  • id: 3690717
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  • id: 3690718
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  • id: 3690719
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  • id: 3690720
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  • id: 3690721
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  • id: 3690722
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  • id: 3690723
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  • id: 3690724
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  • id: 3690725
    {'hecke_orbit_code': 167772258, 'n': 36, 'trace_an': -5029632}
  • id: 3690726
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  • id: 3690727
    {'hecke_orbit_code': 167772258, 'n': 38, 'trace_an': 4113248}
  • id: 3690728
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  • id: 3690729
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  • id: 3690730
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  • id: 3690731
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  • id: 3690732
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  • id: 3690733
    {'hecke_orbit_code': 167772258, 'n': 44, 'trace_an': -13862912}
  • id: 3690734
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  • id: 3690735
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  • id: 3690736
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  • id: 3690737
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  • id: 3690738
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  • id: 3690739
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  • id: 3690740
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  • id: 3690741
    {'hecke_orbit_code': 167772258, 'n': 52, 'trace_an': 28972032}
  • id: 3690742
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  • id: 3690743
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  • id: 3690744
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  • id: 3690745
    {'hecke_orbit_code': 167772258, 'n': 56, 'trace_an': 0}
  • id: 3690746
    {'hecke_orbit_code': 167772258, 'n': 57, 'trace_an': -1542468}
  • id: 3690747
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  • id: 3690748
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  • id: 3690749
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  • id: 3690750
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  • id: 3690751
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  • id: 3690752
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  • id: 3690753
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  • id: 3690754
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  • id: 3690755
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  • id: 3690756
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  • id: 3690757
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  • id: 3690758
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  • id: 3690759
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  • id: 3690760
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  • id: 3690761
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  • id: 3690762
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  • id: 3690763
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  • id: 3690764
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  • id: 3690765
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  • id: 3690766
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  • id: 3690767
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  • id: 3690768
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  • id: 3690769
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  • id: 3690770
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  • id: 3690771
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  • id: 3690772
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  • id: 3690773
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  • id: 3690774
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  • id: 3690775
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  • id: 3690776
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  • id: 3690777
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  • id: 3690778
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  • id: 3690779
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  • id: 3690780
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  • id: 3690781
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  • id: 3690782
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  • id: 3690783
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  • id: 3690784
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  • id: 3690785
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  • id: 3690786
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  • id: 3690787
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  • id: 3690788
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  • id: 3690789
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  • id: 3690790
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  • id: 3690791
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  • id: 3690792
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  • id: 3690793
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  • id: 3690794
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  • id: 3690795
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  • id: 3690796
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  • id: 3690797
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  • id: 3690798
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  • id: 3690799
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  • id: 3690800
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  • id: 3690801
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  • id: 3690802
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  • id: 3690803
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  • id: 3690804
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  • id: 3690805
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  • id: 3690806
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  • id: 3690807
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  • id: 3690808
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  • id: 3690809
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  • id: 3690810
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  • id: 3690811
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  • id: 3690812
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  • id: 3690813
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  • id: 3690814
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  • id: 3690815
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  • id: 3690816
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  • id: 3690817
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  • id: 3690818
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  • id: 3690819
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  • id: 3690820
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  • id: 3690821
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  • id: 3690822
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  • id: 3690823
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  • id: 3690824
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  • id: 3690825
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  • id: 3690826
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  • id: 3690827
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  • id: 3690828
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  • id: 3690829
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  • id: 3690830
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  • id: 3690831
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  • id: 3690832
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  • id: 3690833
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  • id: 3690834
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  • id: 3690835
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  • id: 3690836
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  • id: 3690837
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  • id: 3690838
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  • id: 3690839
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  • id: 3690840
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  • id: 3690841
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  • id: 3690842
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  • id: 3690843
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  • id: 3690844
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  • id: 3690845
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  • id: 3690846
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  • id: 3690848
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  • id: 3690850
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  • id: 3690851
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  • id: 3690852
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  • id: 3690853
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  • id: 3690854
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  • id: 3690855
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  • id: 3690856
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  • id: 3690857
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  • id: 3690858
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  • id: 3690859
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  • id: 3690860
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  • id: 3690861
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  • id: 3690871
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  • id: 3690915
    {'hecke_orbit_code': 167772258, 'n': 787, 'trace_an': 1477202904306}
  • id: 3690916
    {'hecke_orbit_code': 167772258, 'n': 797, 'trace_an': 6473266304220}
  • id: 3690917
    {'hecke_orbit_code': 167772258, 'n': 809, 'trace_an': -15363091195834}
  • id: 3690918
    {'hecke_orbit_code': 167772258, 'n': 811, 'trace_an': 12905612946746}
  • id: 3690919
    {'hecke_orbit_code': 167772258, 'n': 821, 'trace_an': 893771205094}
  • id: 3690920
    {'hecke_orbit_code': 167772258, 'n': 823, 'trace_an': -22984443440216}
  • id: 3690921
    {'hecke_orbit_code': 167772258, 'n': 827, 'trace_an': -2756179886244}
  • id: 3690922
    {'hecke_orbit_code': 167772258, 'n': 829, 'trace_an': 3159246800024}
  • id: 3690923
    {'hecke_orbit_code': 167772258, 'n': 839, 'trace_an': -19240349793604}
  • id: 3690924
    {'hecke_orbit_code': 167772258, 'n': 841, 'trace_an': -12027421794073}
  • id: 3690925
    {'hecke_orbit_code': 167772258, 'n': 853, 'trace_an': 26080432657540}
  • id: 3690926
    {'hecke_orbit_code': 167772258, 'n': 857, 'trace_an': -21917671626510}
  • id: 3690927
    {'hecke_orbit_code': 167772258, 'n': 859, 'trace_an': 3555880267366}
  • id: 3690928
    {'hecke_orbit_code': 167772258, 'n': 863, 'trace_an': 22208405716232}
  • id: 3690929
    {'hecke_orbit_code': 167772258, 'n': 877, 'trace_an': 3380040244138}
  • id: 3690930
    {'hecke_orbit_code': 167772258, 'n': 881, 'trace_an': -525102522474}
  • id: 3690931
    {'hecke_orbit_code': 167772258, 'n': 883, 'trace_an': 33397192697588}
  • id: 3690932
    {'hecke_orbit_code': 167772258, 'n': 887, 'trace_an': 9619644405516}
  • id: 3690933
    {'hecke_orbit_code': 167772258, 'n': 907, 'trace_an': -20834077302996}
  • id: 3690934
    {'hecke_orbit_code': 167772258, 'n': 911, 'trace_an': -13378939342224}
  • id: 3690935
    {'hecke_orbit_code': 167772258, 'n': 919, 'trace_an': -13835163343064}
  • id: 3690936
    {'hecke_orbit_code': 167772258, 'n': 929, 'trace_an': 17407270665258}
  • id: 3690937
    {'hecke_orbit_code': 167772258, 'n': 937, 'trace_an': -1983612512306}
  • id: 3690938
    {'hecke_orbit_code': 167772258, 'n': 941, 'trace_an': 23353307899336}
  • id: 3690939
    {'hecke_orbit_code': 167772258, 'n': 947, 'trace_an': 35988225603728}
  • id: 3690940
    {'hecke_orbit_code': 167772258, 'n': 953, 'trace_an': -13766166749942}
  • id: 3690941
    {'hecke_orbit_code': 167772258, 'n': 961, 'trace_an': -4933364310415}
  • id: 3690942
    {'hecke_orbit_code': 167772258, 'n': 967, 'trace_an': -3027178177936}
  • id: 3690943
    {'hecke_orbit_code': 167772258, 'n': 971, 'trace_an': 25318283125746}
  • id: 3690944
    {'hecke_orbit_code': 167772258, 'n': 977, 'trace_an': 9907290806298}
  • id: 3690945
    {'hecke_orbit_code': 167772258, 'n': 983, 'trace_an': -24052310333748}
  • id: 3690946
    {'hecke_orbit_code': 167772258, 'n': 991, 'trace_an': 31578178461920}
  • id: 3690947
    {'hecke_orbit_code': 167772258, 'n': 997, 'trace_an': -9322411318328}