Newform data - 23.31.b.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': 22103, 'analytic_conductor': 131.1328023761108, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 23, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [23, 2, [5], [1]], 'cm_discs': [-23], 'conrey_index': 22, 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [50407, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 69239570455, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 23, 2, -1, 2, -23]], 'is_cm': True, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': True, 'is_twist_minimal': True, 'label': '23.31.b.a', 'level': 23, 'level_is_powerful': False, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [23], 'level_radical': 23, 'minimal_twist': '23.31.b.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 2, 'qexp_display': 'q-50407q^{2}+19799482q^{3}+1467123825q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '30.2.1.d2', 'self_twist_discs': [-23], 'self_twist_type': 1, 'space_label': '23.31.b', 'trace_display': [-50407, 19799482, 0, 0], 'trace_hash': 247713232632520146, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.997', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.995', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.987', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.508', 'prec': 17}, 'traces': [1, -50407, 19799482, 1467123825, 0, -998032489174, 0, -19829206524407, 186128355373675, 0, 0, 29048291764858650, 96954465195037082, 0, 0, -575781398613573151, 0, -9382172009320835725, 0, 0, 0, 0, -266635235464391245607, -392608017654278957174, 931322574615478515625, -4887183727086234192374, -391292741956943735468, 0, -4574522572560643610374, 0, 31514739969109669587074, 50314861341903854520825, 0, 0, 0, 273073344676785370306875, 0, 0, 1919648188448763194391524, 0, 3107751003766401805549874, 0, 0, 0, 0, 13440282314053569517312049, -17726522705802441569575582, -11400173437784266558907782, 22539340290692258087863249, -46945177018642425537109375, 0, 142244205827772174760678650, 0, 19723893243823662873735476, 0, 0, 0, 230587959315064362468122218, 138622459490162312871088298, 0, 0, -1588563497622911114875639118, 0, -1917980646488738488519058351, 0, 0, 0, 0, -5279239545142976108353375574, 0, 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-185956787834747117302911045386834857166771782, 0, 85185934826029278043337158039451358164765476, 0, 0, -12331489014573010930673013774647826648140632, 0, 0, 0, -53536641674808274016971824245490274147600725, 0, 0, 115589619267516148490405838073218066393982650, 0, 166313285152969910941975139498029157793266950, 0, 0, 0, 0, 0, -95467066472542433522826447473957218368489900, -79939914639979446040995004446623867050029814, 0, 0, 0, -170870638284054895254033370997423377072556782, 0, 202845286034170480721583760258101806793397226, 0, 0, 0, 219354301963131278648400501956368278492660482, -19687840055656988755994797495390914697121100, 0, 0, 162226377155886385971210925397553018840836218, 0, 0, 0, 0, 0, 0, 0, 0, -145647652131657340168454747309215045204430700, -178847632817455103555619140635269856338549286, -260618024316255246245166352860664787809751582, 0, 0, 0, -211467967583890252648140398763103960193770525, -264484769368183609740748890882563494504861414, 0, 0, 497843266815653736159869106607761284006201626, -299403514327723876484944399799933824591554382, 0, 0, 0, 0, 136542513706315377226511005201505068533876450, 0, 0, 0, 0, -511845846735828073156876892690196106803035068, 507799630721650734100050386093151171998531314, -144164889357071303865811378825979393122705676, 254319370423243725958163850009441375732421875, 0, 0, 0, 0, 0, 620051172050892744892381649395821086609609524, 0, 0, 408745742162815304285718436374057862952022350, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -649992111072167083187961875487148563981441052, -13588794417697206345647989952747990068249718, -318640367857426287452640506893180642190556332, 0, 0, 970849290790275309333810676238514081676991698, 0, -230166468943798097477510385975242189769038550, 242955769841036578687403831544155456091143426, 0, 0, 950243699776277858877072393297884730239773650, -775417773406551663420257936213949354976268332, 0, 0, -357837368240902921290895545091742270855254450, 0, 0, 0, 0, 0, 0, -828635920653952790202698841146149792421903518, -79816233604499043020577357813642107803086998, 0, 0, 862839424878161114609813059586637893734680218, 0, -486128077122278045769494540677733195279610476, 0, -272285448852878179730814621670160692353695452, 0, 0, 0, 0, 1002260468006141967072224576800961091384264450, 0, 0, 0, 0, 442560314974687700624764582634601795989019075, 0, 0, 0, 0, 0, -181488889407926134512392227964971854981279982, -346007801317204656939524345451159912125521007, 0, 0, 0, -1220045419674488832223847493866965789243391250, 0, 1109442251082725040825588740530496794372465474, 1787811693222041422865841537714004516601562500, 0, 0, -1894701993409747686245771897495887113371311868, 0, 0, 0, 2341947578781214589820900353974237224856636282, 0, -1220127960951822630002888745373300286367096076, 0, 0, 0, 0, 0, 0, -178789305966253276378886222215329447446476798, 1585659771771908388689657131612732845883816050, 2483017441618122384317046475134440812980009668, 0, 0, 0, -1886319808532706178579934023723261497308369686, -45529146323308896562653360541786691109854582, 0, 0], 'weight': 31, 'weight_parity': -1}
• mf_hecke_nf •

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

  
  {'an': [[1], [-50407], [19799482], [1467123825], [0], [-998032489174], [0], [-19829206524407], [186128355373675], [0], [0], [29048291764858650], [96954465195037082], [0], [0], [-575781398613573151], [0], [-9382172009320835725], [0], [0], [0], [0], [-266635235464391245607], [-392608017654278957174], [931322574615478515625], [-4887183727086234192374], [-391292741956943735468], [0], [-4574522572560643610374], [0], [31514739969109669587074], [50314861341903854520825], [0], [0], [0], [273073344676785370306875], [0], [0], [1919648188448763194391524], [0], [3107751003766401805549874], [0], [0], [0], [0], [13440282314053569517312049], [-17726522705802441569575582], [-11400173437784266558907782], [22539340290692258087863249], [-46945177018642425537109375], [0], [142244205827772174760678650], [0], [19723893243823662873735476], [0], [0], [0], [230587959315064362468122218], [138622459490162312871088298], [0], [0], [-1588563497622911114875639118], [0], [-1917980646488738488519058351], [0], [0], [0], [0], [-5279239545142976108353375574], [0], [-3286495028531567752762462126], [-3690777598752821008492785725], [-5013983380181256820946261518], [0], [18439704552292823791503906250], [0], [0], [-96763706235136806339693550268], [0], [0], [-46069571403908243723274392651], [-156652404846853015812352498718], [0], [0], [0], [0], [-90573177334008157072015026268], [0], [0], [0], [0], [-391186906534293335551456286775], [623975526753067459015219095668], [893540830031383672197596361874], [0], [996208191471521213315693212650], [0], [-1136140526032924653434922792343], [0], [1366365537978708744049072265625]], 'ap': [[-50407], [19799482], [0], [0], [0], [96954465195037082], [0], [0], [-266635235464391245607], [-4574522572560643610374], [31514739969109669587074], [0], [3107751003766401805549874], [0], [-17726522705802441569575582], [0], [138622459490162312871088298], [0], [0], [-3286495028531567752762462126], [-5013983380181256820946261518], [0], [0], [0], [0], [2196042302862501507433261233002], [0], [0], [0], [0], [-32289533037734309646491084189182], [-97511956296907443991455151760326], [0], [-85353869488288476701458326065974], [0], [-621273534455841897845336735496526], [0], [1898437189131845602009085260095482], [1749667999621105654665775256112914], [6072876892676121876765779811245786], [-12226981184320214711203423707148774], [0], [0], [37888554186624386040362904330967682], [27887729485376582315809911017989418], [0], [78786546369060667725442900549459802], [93068159196661793169714904739894786], [0], [0], [647691546946473900304272131425501682], [683146474024537068009392170290030626], [0], [0], [1627975723868471910065745252818097218], [0], [-2343915702497430409853048719724620774], [5528346373187416995286161956509389602], [3663661370190650114640514438306705418], [0], [0], [0], [-32828743250564185628086728505682550886], [-39163538389870586686068753526680614926], [0], [-13752150124577914701546970858639670086], [125408202175093388014749399763814064074], [0], [10793734910115327994947084066796158314], [147429018136261507384819626677619736826], [284302104532230208883261102903965999682], [0], [0], [0], [0], [0], [0], [-1912863106029810128500235350632149438182], [0], [2991012497994531782295756823575374830226], [0], [0], [0], [0], [5170274452283517095743971132197210463026], [-9876470863484312420097786152870856904918], [-10073990333121406433631249352136631261502], [0], [269581494984768114461245262617255342874], [-19260207724924619781653553598478665298014], [0], [0], [-22009686176180392422195106642539663030382], [-46460760981237022433806819568199599755126], [903230629144938134835506190445507392026], [0], [73509600337166748711491173470469300644026], [0], [0], [-185503904373321622806528065588131511595526], [213166485668039758577060452485552896637818], [0], [0], [0], [0], [484415748297937406527667964037316290401218], [-492639538763817405967502524720037534124982], [-386082776205437672177734111374371860139614], [856279961816469496030122645626638402760498], [-958261029830448714662037377571989471950126], [1107937310056323393053731069804429406138114], [0], [0], [0], [0], [0], [0], [1295302408250936116768152185024179652201618], [-2015104510810911506924196299398570576969318], [0], [0], [-4906417860317394856669905527501502826917118], [0], [1297655066271498830312470468258285179350282], [751259065094420401662779429810303689474202], [0], [0], [-3059285211399104456848861079435260076879902], [0], [0], [15117683314305406493852837916867970364287226], [0], [0], [0], [-27978502487632593190267245136105521313582126], [0], [0], [0], [0], [-81301971629265469915411657975309144571266702], [-64419946404321484288581887653948424148148726], [-71154932832928990230746769489938978044121398], [84103313703637495378405369716291047337892082], [0], [-60546751768088203610144315848139270721724102], [0], [-79939914639979446040995004446623867050029814], [-170870638284054895254033370997423377072556782], [202845286034170480721583760258101806793397226], [219354301963131278648400501956368278492660482], [-178847632817455103555619140635269856338549286], [0], [-264484769368183609740748890882563494504861414], [-299403514327723876484944399799933824591554382], [0], [0], [0], [242955769841036578687403831544155456091143426], [0], [0], [862839424878161114609813059586637893734680218], [0], [-181488889407926134512392227964971854981279982], [0], [0], [0], [-178789305966253276378886222215329447446476798], [-1886319808532706178579934023723261497308369686]], 'char_orbit_index': 2, 'field_poly': [0, 1], 'hecke_orbit_code': 69239570455, 'hecke_ring_character_values': [[5, [-1]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '23.31.b.a', 'level': 23, 'maxp': 997, 'weight': 31}
• mf_newspaces •

  Column	Type
  ALdims	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': 22103, 'analytic_conductor': 131.1328023761108, 'char_conductor': 23, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [23, 2, [5], [1]], 'conrey_index': 22, 'cusp_dim': 59, 'dim': 59, 'eis_dim': 2, 'eis_new_dim': 2, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 69239570455, 'hecke_orbit_dims': [1, 2, 56], 'label': '23.31.b', 'level': 23, 'level_is_powerful': False, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [23], 'level_radical': 23, 'mf_dim': 61, 'mf_new_dim': 61, 'num_forms': 3, 'prim_orbit_index': 2, 'relative_dim': 59, 'sturm_bound': 62, 'trace_bound': 1, 'trace_display': [-48952, 10327710, 0, 0], 'traces': [59, -48952, 10327710, 33767800104, 0, -749726814525, 0, -61701776229125, 3710634725393769, 0, 0, 6137116703764203, 58617078084326254, 0, 0, 21886842705983044624, 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• 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: 18168
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 2, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '23.31.b.a', 'source_level': 23, 'target_char_orbit': 2, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '23.31.b.a', 'target_level': 23, 'twist_class_label': '23.31.b.a', 'twist_class_level': 23, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 31}
  • id: 18169
    {'conductor': 23, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': -23, 'source_char_orbit': 2, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '23.31.b.a', 'source_level': 23, 'target_char_orbit': 2, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '23.31.b.a', 'target_level': 23, 'twist_class_label': '23.31.b.a', 'twist_class_level': 23, 'twisting_char_label': '23.b', 'twisting_char_orbit': 2, 'weight': 31}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 89875
    {'charpoly_factorization': [[[50407, 1], 1]], 'hecke_orbit_code': 69239570455, 'p': 2}
  • id: 89876
    {'charpoly_factorization': [[[-19799482, 1], 1]], 'hecke_orbit_code': 69239570455, 'p': 3}
  • id: 89877
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69239570455, 'p': 5}
  • id: 89878
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69239570455, 'p': 7}
  • id: 89879
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69239570455, 'p': 11}
  • id: 89880
    {'charpoly_factorization': [[[-96954465195037082, 1], 1]], 'hecke_orbit_code': 69239570455, 'p': 13}
  • id: 89881
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69239570455, 'p': 17}
  • id: 89882
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69239570455, 'p': 19}
  • id: 89883
    {'charpoly_factorization': [[[266635235464391245607, 1], 1]], 'hecke_orbit_code': 69239570455, 'p': 23}
  • id: 89884
    {'charpoly_factorization': [[[4574522572560643610374, 1], 1]], 'hecke_orbit_code': 69239570455, 'p': 29}
  • id: 89885
    {'charpoly_factorization': [[[-31514739969109669587074, 1], 1]], 'hecke_orbit_code': 69239570455, 'p': 31}
  • id: 89886
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69239570455, 'p': 37}
  • id: 89887
    {'charpoly_factorization': [[[-3107751003766401805549874, 1], 1]], 'hecke_orbit_code': 69239570455, 'p': 41}
  • id: 89888
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69239570455, 'p': 43}
  • id: 89889
    {'charpoly_factorization': [[[17726522705802441569575582, 1], 1]], 'hecke_orbit_code': 69239570455, 'p': 47}
  • id: 89890
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69239570455, 'p': 53}
  • id: 89891
    {'charpoly_factorization': [[[-138622459490162312871088298, 1], 1]], 'hecke_orbit_code': 69239570455, 'p': 59}
  • id: 89892
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69239570455, 'p': 61}
  • id: 89893
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69239570455, 'p': 67}
  • id: 89894
    {'charpoly_factorization': [[[3286495028531567752762462126, 1], 1]], 'hecke_orbit_code': 69239570455, 'p': 71}
  • id: 89895
    {'charpoly_factorization': [[[5013983380181256820946261518, 1], 1]], 'hecke_orbit_code': 69239570455, 'p': 73}
  • id: 89896
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69239570455, 'p': 79}
  • id: 89897
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69239570455, 'p': 83}
  • id: 89898
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69239570455, 'p': 89}
  • id: 89899
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69239570455, 'p': 97}
• mf_newform_portraits •

  Column	Type
  char_orbit_index	smallint
  hecke_orbit	integer
  label	text
  level	integer
  portrait	text
  weight	smallint

  
  {'char_orbit_index': 2, 'hecke_orbit': 1, 'label': '23.31.b.a', 'level': 23, 'portrait': 'data:image/png;base64,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', 'weight': 31}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 5318185
    {'hecke_orbit_code': 69239570455, 'n': 1, 'trace_an': 1}
  • id: 5318186
    {'hecke_orbit_code': 69239570455, 'n': 2, 'trace_an': -50407}
  • id: 5318187
    {'hecke_orbit_code': 69239570455, 'n': 3, 'trace_an': 19799482}
  • id: 5318188
    {'hecke_orbit_code': 69239570455, 'n': 4, 'trace_an': 1467123825}
  • id: 5318189
    {'hecke_orbit_code': 69239570455, 'n': 5, 'trace_an': 0}
  • id: 5318190
    {'hecke_orbit_code': 69239570455, 'n': 6, 'trace_an': -998032489174}
  • id: 5318191
    {'hecke_orbit_code': 69239570455, 'n': 7, 'trace_an': 0}
  • id: 5318192
    {'hecke_orbit_code': 69239570455, 'n': 8, 'trace_an': -19829206524407}
  • id: 5318193
    {'hecke_orbit_code': 69239570455, 'n': 9, 'trace_an': 186128355373675}
  • id: 5318194
    {'hecke_orbit_code': 69239570455, 'n': 10, 'trace_an': 0}
  • id: 5318195
    {'hecke_orbit_code': 69239570455, 'n': 11, 'trace_an': 0}
  • id: 5318196
    {'hecke_orbit_code': 69239570455, 'n': 12, 'trace_an': 29048291764858650}
  • id: 5318197
    {'hecke_orbit_code': 69239570455, 'n': 13, 'trace_an': 96954465195037082}
  • id: 5318198
    {'hecke_orbit_code': 69239570455, 'n': 14, 'trace_an': 0}
  • id: 5318199
    {'hecke_orbit_code': 69239570455, 'n': 15, 'trace_an': 0}
  • id: 5318200
    {'hecke_orbit_code': 69239570455, 'n': 16, 'trace_an': -575781398613573151}
  • id: 5318201
    {'hecke_orbit_code': 69239570455, 'n': 17, 'trace_an': 0}
  • id: 5318202
    {'hecke_orbit_code': 69239570455, 'n': 18, 'trace_an': -9382172009320835725}
  • id: 5318203
    {'hecke_orbit_code': 69239570455, 'n': 19, 'trace_an': 0}
  • id: 5318204
    {'hecke_orbit_code': 69239570455, 'n': 20, 'trace_an': 0}
  • id: 5318205
    {'hecke_orbit_code': 69239570455, 'n': 21, 'trace_an': 0}
  • id: 5318206
    {'hecke_orbit_code': 69239570455, 'n': 22, 'trace_an': 0}
  • id: 5318207
    {'hecke_orbit_code': 69239570455, 'n': 23, 'trace_an': -266635235464391245607}
  • id: 5318208
    {'hecke_orbit_code': 69239570455, 'n': 24, 'trace_an': -392608017654278957174}
  • id: 5318209
    {'hecke_orbit_code': 69239570455, 'n': 25, 'trace_an': 931322574615478515625}
  • id: 5318210
    {'hecke_orbit_code': 69239570455, 'n': 26, 'trace_an': -4887183727086234192374}
  • id: 5318211
    {'hecke_orbit_code': 69239570455, 'n': 27, 'trace_an': -391292741956943735468}
  • id: 5318212
    {'hecke_orbit_code': 69239570455, 'n': 28, 'trace_an': 0}
  • id: 5318213
    {'hecke_orbit_code': 69239570455, 'n': 29, 'trace_an': -4574522572560643610374}
  • id: 5318214
    {'hecke_orbit_code': 69239570455, 'n': 30, 'trace_an': 0}
  • id: 5318215
    {'hecke_orbit_code': 69239570455, 'n': 31, 'trace_an': 31514739969109669587074}
  • id: 5318216
    {'hecke_orbit_code': 69239570455, 'n': 32, 'trace_an': 50314861341903854520825}
  • id: 5318217
    {'hecke_orbit_code': 69239570455, 'n': 33, 'trace_an': 0}
  • id: 5318218
    {'hecke_orbit_code': 69239570455, 'n': 34, 'trace_an': 0}
  • id: 5318219
    {'hecke_orbit_code': 69239570455, 'n': 35, 'trace_an': 0}
  • id: 5318220
    {'hecke_orbit_code': 69239570455, 'n': 36, 'trace_an': 273073344676785370306875}
  • id: 5318221
    {'hecke_orbit_code': 69239570455, 'n': 37, 'trace_an': 0}
  • id: 5318222
    {'hecke_orbit_code': 69239570455, 'n': 38, 'trace_an': 0}
  • id: 5318223
    {'hecke_orbit_code': 69239570455, 'n': 39, 'trace_an': 1919648188448763194391524}
  • id: 5318224
    {'hecke_orbit_code': 69239570455, 'n': 40, 'trace_an': 0}
  • id: 5318225
    {'hecke_orbit_code': 69239570455, 'n': 41, 'trace_an': 3107751003766401805549874}
  • id: 5318226
    {'hecke_orbit_code': 69239570455, 'n': 42, 'trace_an': 0}
  • id: 5318227
    {'hecke_orbit_code': 69239570455, 'n': 43, 'trace_an': 0}
  • id: 5318228
    {'hecke_orbit_code': 69239570455, 'n': 44, 'trace_an': 0}
  • id: 5318229
    {'hecke_orbit_code': 69239570455, 'n': 45, 'trace_an': 0}
  • id: 5318230
    {'hecke_orbit_code': 69239570455, 'n': 46, 'trace_an': 13440282314053569517312049}
  • id: 5318231
    {'hecke_orbit_code': 69239570455, 'n': 47, 'trace_an': -17726522705802441569575582}
  • id: 5318232
    {'hecke_orbit_code': 69239570455, 'n': 48, 'trace_an': -11400173437784266558907782}
  • id: 5318233
    {'hecke_orbit_code': 69239570455, 'n': 49, 'trace_an': 22539340290692258087863249}
  • id: 5318234
    {'hecke_orbit_code': 69239570455, 'n': 50, 'trace_an': -46945177018642425537109375}
  • id: 5318235
    {'hecke_orbit_code': 69239570455, 'n': 51, 'trace_an': 0}
  • id: 5318236
    {'hecke_orbit_code': 69239570455, 'n': 52, 'trace_an': 142244205827772174760678650}
  • id: 5318237
    {'hecke_orbit_code': 69239570455, 'n': 53, 'trace_an': 0}
  • id: 5318238
    {'hecke_orbit_code': 69239570455, 'n': 54, 'trace_an': 19723893243823662873735476}
  • id: 5318239
    {'hecke_orbit_code': 69239570455, 'n': 55, 'trace_an': 0}
  • id: 5318240
    {'hecke_orbit_code': 69239570455, 'n': 56, 'trace_an': 0}
  • id: 5318241
    {'hecke_orbit_code': 69239570455, 'n': 57, 'trace_an': 0}
  • id: 5318242
    {'hecke_orbit_code': 69239570455, 'n': 58, 'trace_an': 230587959315064362468122218}
  • id: 5318243
    {'hecke_orbit_code': 69239570455, 'n': 59, 'trace_an': 138622459490162312871088298}
  • id: 5318244
    {'hecke_orbit_code': 69239570455, 'n': 60, 'trace_an': 0}
  • id: 5318245
    {'hecke_orbit_code': 69239570455, 'n': 61, 'trace_an': 0}
  • id: 5318246
    {'hecke_orbit_code': 69239570455, 'n': 62, 'trace_an': -1588563497622911114875639118}
  • id: 5318247
    {'hecke_orbit_code': 69239570455, 'n': 63, 'trace_an': 0}
  • id: 5318248
    {'hecke_orbit_code': 69239570455, 'n': 64, 'trace_an': -1917980646488738488519058351}
  • id: 5318249
    {'hecke_orbit_code': 69239570455, 'n': 65, 'trace_an': 0}
  • id: 5318250
    {'hecke_orbit_code': 69239570455, 'n': 66, 'trace_an': 0}
  • id: 5318251
    {'hecke_orbit_code': 69239570455, 'n': 67, 'trace_an': 0}
  • id: 5318252
    {'hecke_orbit_code': 69239570455, 'n': 68, 'trace_an': 0}
  • id: 5318253
    {'hecke_orbit_code': 69239570455, 'n': 69, 'trace_an': -5279239545142976108353375574}
  • id: 5318254
    {'hecke_orbit_code': 69239570455, 'n': 70, 'trace_an': 0}
  • id: 5318255
    {'hecke_orbit_code': 69239570455, 'n': 71, 'trace_an': -3286495028531567752762462126}
  • id: 5318256
    {'hecke_orbit_code': 69239570455, 'n': 72, 'trace_an': -3690777598752821008492785725}
  • id: 5318257
    {'hecke_orbit_code': 69239570455, 'n': 73, 'trace_an': -5013983380181256820946261518}
  • id: 5318258
    {'hecke_orbit_code': 69239570455, 'n': 74, 'trace_an': 0}
  • id: 5318259
    {'hecke_orbit_code': 69239570455, 'n': 75, 'trace_an': 18439704552292823791503906250}
  • id: 5318260
    {'hecke_orbit_code': 69239570455, 'n': 76, 'trace_an': 0}
  • id: 5318261
    {'hecke_orbit_code': 69239570455, 'n': 77, 'trace_an': 0}
  • id: 5318262
    {'hecke_orbit_code': 69239570455, 'n': 78, 'trace_an': -96763706235136806339693550268}
  • id: 5318263
    {'hecke_orbit_code': 69239570455, 'n': 79, 'trace_an': 0}
  • id: 5318264
    {'hecke_orbit_code': 69239570455, 'n': 80, 'trace_an': 0}
  • id: 5318265
    {'hecke_orbit_code': 69239570455, 'n': 81, 'trace_an': -46069571403908243723274392651}
  • id: 5318266
    {'hecke_orbit_code': 69239570455, 'n': 82, 'trace_an': -156652404846853015812352498718}
  • id: 5318267
    {'hecke_orbit_code': 69239570455, 'n': 83, 'trace_an': 0}
  • id: 5318268
    {'hecke_orbit_code': 69239570455, 'n': 84, 'trace_an': 0}
  • id: 5318269
    {'hecke_orbit_code': 69239570455, 'n': 85, 'trace_an': 0}
  • id: 5318270
    {'hecke_orbit_code': 69239570455, 'n': 86, 'trace_an': 0}
  • id: 5318271
    {'hecke_orbit_code': 69239570455, 'n': 87, 'trace_an': -90573177334008157072015026268}
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