Newform data - 15.25.d.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': 9375, 'analytic_conductor': 54.74507283870645, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 15, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 2, 'char_parity': -1, 'char_values': [15, 2, [11, 7], [1, 1]], 'cm_discs': [-15], 'conrey_index': 14, '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, [8143, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 206577860623, '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, 15, 4, -1, 2, -15]], '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': '15.25.d.a', 'level': 15, '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': True, 'level_primes': [3, 5], 'level_radical': 15, 'minimal_twist': '15.25.d.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 4, 'qexp_display': 'q-8143q^{2}+3^{12}q^{3}+49531233q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '24.2.1.d2', 'self_twist_discs': [-15], 'self_twist_type': 1, 'space_label': '15.25.d', 'trace_display': [-8143, 531441, 244140625, 0], 'trace_hash': 976480224409443040, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.940', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.744', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '8.956', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.505', 'prec': 17}, 'traces': [1, -8143, 531441, 49531233, 244140625, -4327524063, 0, -266715960431, 282429536481, -1988037109375, 0, 26322927996753, 0, 0, 129746337890625, 1340871871002305, 432524144062082, -2299823715564783, 1904424373265762, 12092586181640625, 0, 0, -37214344554868798, -141743796727411071, 59604644775390625, 0, 150094635296999121, 0, 0, -1056524429443359375, 1458725602323329282, -6443968366773429519, 0, -3522044105097533726, 0, 13989083177522411073, 0, -15507727671503099966, 0, -65116201277099609375, 0, 0, 0, 0, 68952523554931640625, 303036407710296622114, -51418335280297668478, 712594287997335971505, 191581231380566414401, -485360622406005859375, 229861063644496920162, 0, 347328853598147231522, -1222220615223463842303, 0, 0, 1012089193352729823042, 0, 0, 6426496092957275390625, -5299065689612439877918, -11878402579718870343326, 0, 29977137402506229090337, 0, 0, 0, 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218946887279115482236826424547561122, 0, 0, 0, 125184900814733057351483732809459681, 500360382599905853970030994171434754, 0, 756929842425604067964955154731192866, 132519719329680300969627773681640625, 118253106892489951879524713866010274, 0, 465723489777233353471918047030658210, 0, -209930187767597062945365905761718750, 0, 0, 0, 0, 131314866456193381320132695800781250, -1198881131470820096928490355619359422, -300349029450475928312265986011661758, 0, 14192420014921859308782210046822562, 0, 0, 0, -114558501241977945709659601903626238, -967205081876256972036044738298452799, 257267284468862189685367148925781250, 0, -80976481526072879958765422381404077, 0, 0, 0, 0, -525340057408236833878149032847667582, 0, 577109920830389571999376235408260868, 0, 0, 0, 834217412512020094785972922396892194, -356807248176216755920962101690092158, 0, 0, -440603059386130652574747760939639983, 0, 0, 0, 414436994794956901323479307156468994, -421650152970154499110351264763054398, 0, 0, 0, 0, 0, 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-422902602038494731220237740195437758, -798795134604947515037613532090689726, 0, 0, 0, 0, 0, 3889423798419265843261178129150390625, 1507467721908032118975596901025478403, 0, 1269513236890512051294726902854359522, 90307394716990489005608202041852226, 0, 0, 0, -2627080910616630551705799977503163471, 437753012069372478076236698922093444, 0, 0, 2099686337669611901641936401481666833, 0, 0, 0, -7105368125794751870393476918496600990, -222451615561937529315303910356911998, 0, 0, 2316712551254332701091427351806640625, 556290477213846008707199221331195682, 0, 393742921392227838004513981578048962, 0, -1277798010858867316170473085449218750, 0, 0, 0, 0, 0, 1747348085039867001480172127187628802, -9399981637174051437967411061055875358, -1117491339691022813264193346580072958, 0, -618287503192245821510552108886718750, -682767455837424180224843193657026814, 0, 1962892297432778791380694226569203394, 0, -3881228046244359575212001800537109375], 'weight': 25, '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], [-8143], [531441], [49531233], [244140625], [-4327524063], [0], [-266715960431], [282429536481], [-1988037109375], [0], [26322927996753], [0], [0], [129746337890625], [1340871871002305], [432524144062082], [-2299823715564783], [1904424373265762], [12092586181640625], [0], [0], [-37214344554868798], [-141743796727411071], [59604644775390625], [0], [150094635296999121], [0], [0], [-1056524429443359375], [1458725602323329282], [-6443968366773429519], [0], [-3522044105097533726], [0], [13989083177522411073], [0], [-15507727671503099966], [0], [-65116201277099609375], [0], [0], [0], [0], [68952523554931640625], [303036407710296622114], [-51418335280297668478], [712594287997335971505], [191581231380566414401], [-485360622406005859375], [229861063644496920162], [0], [347328853598147231522], [-1222220615223463842303], [0], [0], [1012089193352729823042], [0], [0], [6426496092957275390625], [-5299065689612439877918], [-11878402579718870343326], [0], [29977137402506229090337], [0], [0], [0], [21423454157664550007106], [-19777228484584028877918], [0], [0], [-75328465076612066983311], [0], [0], [31676352024078369140625], [94328487363105428544546], [0], [0], [-20553733200969854686078], [327361296631422119140625], [79766443076872509863361], [0], [-25938127244873567233438], [0], [105596714858906738281250], [0], [0], [0], [0], [-561480399307808349609375], [0], [-1843272371089487718167934], [775226592824312436955362], [418699504187463914416354], [464947356754336425781250], [-3424588992806438157006879], [0], [-1560045967131952312467343], [0], [2952291548252105712890625]], 'ap': [[-8143], [531441], [244140625], [0], [0], [0], [432524144062082], [1904424373265762], [-37214344554868798], [0], [1458725602323329282], [0], [0], [0], [-51418335280297668478], [347328853598147231522], [0], [-5299065689612439877918], [0], [0], [0], [-20553733200969854686078], [-25938127244873567233438], [0], [0], [0], [0], [4494973339928688884681762], [1969661120239347098145122], [3167494327371611373436802], [0], [0], [52423389934406388556205762], [-60561783869400664291231198], [0], [-29001284998409512506634558], [0], [0], [-552125768325152659771170238], [1053766797184459528951263842], [0], [-1370440736665123205192732638], [0], [0], [-5233860652477920527034257758], [-2532505613075438884907221438], [15281869571581310482720168802], [0], [-33650792653352588373747981598], [39349067102987069932617428642], [32769673407740062130513987522], [0], [1823241402389286150126894722], [0], [81765187973216437559815491842], [199809672982289104293437440322], [0], [261910040241728634766190029442], [0], [0], [0], [-671395786505400892894906681438], [0], [0], [0], [-1715762716808919412865927438878], [-2102757106980874289458647990238], [0], [5344659549168698391545183778722], [-4377464969228208262716852126238], [527165545833947729949579440642], [0], [0], [0], [-13751572719588445262028287092318], [14580495346308910109208650292482], [0], [0], [0], [-21886884446754196321686200491198], [0], [-61446688272124014978512955197278], [0], [0], [-102445955116298673067170934839358], [-50894878398005268491155508676958], [0], [0], [0], [0], [-33959814927061912932369778331038], [0], [0], [0], [-241052719812449808593969572217758], [-147264985690110288345713554509118], [0], [0], [0], [644891380818753225197755578417122], [0], [1338596344372361745283161741756002], [-153135482243246012890741343582878], [0], [-1860938679785849313186867287015518], [0], [-3144297720328794945227413333421278], [-2246550262783799259926674392255358], [0], [-3371132544289572228165475455810238], [0], [0], [-5945723314786485236658950212115518], [3910406049155801948636447681698082], [-5169460112249479819874242677910078], [0], [0], [8619035385999170579757994136335682], [11463083304754211118208246711137122], [0], [-5223645183110084423668393044184798], [0], [-18105751685484207201233492054529118], [14995695571774039413504620947061282], [-21761421538695431671827085907774878], [0], [30579171469795457202438116076650402], [0], [0], [0], [-10359694960730822306520800694611998], [-25843695325297204907984713534065598], [-59922538464588069766477605537029758], [0], [0], [-7611565775739549531120855900656638], [-32196019323430823151656286399431518], [0], [127176091180639114927955247145340642], [0], [-127767764489378332131754602460881118], [0], [0], [-188171215490259599085209612595949918], [-179675206105219710277560951283771678], [0], [0], [-300349029450475928312265986011661758], [14192420014921859308782210046822562], [-114558501241977945709659601903626238], [0], [0], [0], [-421650152970154499110351264763054398], [0], [0], [-725713236532455239555092347561933118], [0], [0], [0], [728955648715937960152338804747404642], [-422902602038494731220237740195437758], [0], [0], [-222451615561937529315303910356911998], [393742921392227838004513981578048962], [1747348085039867001480172127187628802], [0]], 'char_orbit_index': 4, 'field_poly': [0, 1], 'hecke_orbit_code': 206577860623, 'hecke_ring_character_values': [[11, [-1]], [7, [-1]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '15.25.d.a', 'level': 15, 'maxp': 997, 'weight': 25}
• 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': 9375, 'analytic_conductor': 54.74507283870645, 'char_conductor': 15, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 2, 'char_parity': -1, 'char_values': [15, 2, [11, 7], [1, 1]], 'conrey_index': 14, 'cusp_dim': 46, 'dim': 46, 'eis_dim': 4, 'eis_new_dim': 4, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 206577860623, 'hecke_orbit_dims': [1, 1, 44], 'label': '15.25.d', 'level': 15, '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': True, 'level_primes': [3, 5], 'level_radical': 15, 'mf_dim': 50, 'mf_new_dim': 50, 'num_forms': 3, 'prim_orbit_index': 4, 'relative_dim': 46, 'sturm_bound': 50, 'trace_bound': 2, 'trace_display': [0, 0, 0, 0], 'traces': [46, 0, 0, 365336682, 0, 1172504574, 0, 0, 732032901918, 14483738930, 0, 0, 0, 0, -2643511784130, 2971103278831634, 0, 0, 848214775114556, 0, 21695605001849808, 0, 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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: 10927
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 4, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '15.25.d.a', 'source_level': 15, 'target_char_orbit': 4, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '15.25.d.a', 'target_level': 15, 'twist_class_label': '15.25.d.a', 'twist_class_level': 15, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 25}
  • id: 10928
    {'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': -15, 'source_char_orbit': 4, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '15.25.d.a', 'source_level': 15, 'target_char_orbit': 4, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '15.25.d.a', 'target_level': 15, 'twist_class_label': '15.25.d.a', 'twist_class_level': 15, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 25}
  • id: 10929
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '15.25.d.a', 'source_level': 15, 'target_char_orbit': 4, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '15.25.d.b', 'target_level': 15, 'twist_class_label': '15.25.d.a', 'twist_class_level': 15, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 25}
  • id: 10930
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '15.25.d.a', 'source_level': 15, 'target_char_orbit': 4, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '15.25.d.b', 'target_level': 15, 'twist_class_label': '15.25.d.a', 'twist_class_level': 15, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 25}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 62725
    {'charpoly_factorization': [[[8143, 1], 1]], 'hecke_orbit_code': 206577860623, 'p': 2}
  • id: 62726
    {'charpoly_factorization': [[[-531441, 1], 1]], 'hecke_orbit_code': 206577860623, 'p': 3}
  • id: 62727
    {'charpoly_factorization': [[[-244140625, 1], 1]], 'hecke_orbit_code': 206577860623, 'p': 5}
  • id: 62728
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 206577860623, 'p': 7}
  • id: 62729
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 206577860623, 'p': 11}
  • id: 62730
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 206577860623, 'p': 13}
  • id: 62731
    {'charpoly_factorization': [[[-432524144062082, 1], 1]], 'hecke_orbit_code': 206577860623, 'p': 17}
  • id: 62732
    {'charpoly_factorization': [[[-1904424373265762, 1], 1]], 'hecke_orbit_code': 206577860623, 'p': 19}
  • id: 62733
    {'charpoly_factorization': [[[37214344554868798, 1], 1]], 'hecke_orbit_code': 206577860623, 'p': 23}
  • id: 62734
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 206577860623, 'p': 29}
  • id: 62735
    {'charpoly_factorization': [[[-1458725602323329282, 1], 1]], 'hecke_orbit_code': 206577860623, 'p': 31}
  • id: 62736
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 206577860623, 'p': 37}
  • id: 62737
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 206577860623, 'p': 41}
  • id: 62738
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 206577860623, 'p': 43}
  • id: 62739
    {'charpoly_factorization': [[[51418335280297668478, 1], 1]], 'hecke_orbit_code': 206577860623, 'p': 47}
  • id: 62740
    {'charpoly_factorization': [[[-347328853598147231522, 1], 1]], 'hecke_orbit_code': 206577860623, 'p': 53}
  • id: 62741
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 206577860623, 'p': 59}
  • id: 62742
    {'charpoly_factorization': [[[5299065689612439877918, 1], 1]], 'hecke_orbit_code': 206577860623, 'p': 61}
  • id: 62743
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 206577860623, 'p': 67}
  • id: 62744
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 206577860623, 'p': 71}
  • id: 62745
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 206577860623, 'p': 73}
  • id: 62746
    {'charpoly_factorization': [[[20553733200969854686078, 1], 1]], 'hecke_orbit_code': 206577860623, 'p': 79}
  • id: 62747
    {'charpoly_factorization': [[[25938127244873567233438, 1], 1]], 'hecke_orbit_code': 206577860623, 'p': 83}
  • id: 62748
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 206577860623, 'p': 89}
  • id: 62749
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 206577860623, 'p': 97}
• mf_newform_portraits •

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

  
  {'char_orbit_index': 4, 'hecke_orbit': 1, 'label': '15.25.d.a', 'level': 15, 'portrait': 'data:image/png;base64,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', 'weight': 25}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 7291328
    {'hecke_orbit_code': 206577860623, 'n': 89, 'trace_an': 0}
  • id: 7291347
    {'hecke_orbit_code': 206577860623, 'n': 90, 'trace_an': -561480399307808349609375}
  • id: 7291406
    {'hecke_orbit_code': 206577860623, 'n': 1, 'trace_an': 1}
  • id: 7291407
    {'hecke_orbit_code': 206577860623, 'n': 2, 'trace_an': -8143}
  • id: 7291408
    {'hecke_orbit_code': 206577860623, 'n': 3, 'trace_an': 531441}
  • id: 7291409
    {'hecke_orbit_code': 206577860623, 'n': 4, 'trace_an': 49531233}
  • id: 7291410
    {'hecke_orbit_code': 206577860623, 'n': 5, 'trace_an': 244140625}
  • id: 7291411
    {'hecke_orbit_code': 206577860623, 'n': 6, 'trace_an': -4327524063}
  • id: 7291412
    {'hecke_orbit_code': 206577860623, 'n': 7, 'trace_an': 0}
  • id: 7291413
    {'hecke_orbit_code': 206577860623, 'n': 8, 'trace_an': -266715960431}
  • id: 7291414
    {'hecke_orbit_code': 206577860623, 'n': 9, 'trace_an': 282429536481}
  • id: 7291415
    {'hecke_orbit_code': 206577860623, 'n': 10, 'trace_an': -1988037109375}
  • id: 7291416
    {'hecke_orbit_code': 206577860623, 'n': 11, 'trace_an': 0}
  • id: 7291417
    {'hecke_orbit_code': 206577860623, 'n': 12, 'trace_an': 26322927996753}
  • id: 7291418
    {'hecke_orbit_code': 206577860623, 'n': 13, 'trace_an': 0}
  • id: 7291419
    {'hecke_orbit_code': 206577860623, 'n': 14, 'trace_an': 0}
  • id: 7291420
    {'hecke_orbit_code': 206577860623, 'n': 15, 'trace_an': 129746337890625}
  • id: 7291421
    {'hecke_orbit_code': 206577860623, 'n': 16, 'trace_an': 1340871871002305}
  • id: 7291422
    {'hecke_orbit_code': 206577860623, 'n': 17, 'trace_an': 432524144062082}
  • id: 7291423
    {'hecke_orbit_code': 206577860623, 'n': 18, 'trace_an': -2299823715564783}
  • id: 7291424
    {'hecke_orbit_code': 206577860623, 'n': 19, 'trace_an': 1904424373265762}
  • id: 7291425
    {'hecke_orbit_code': 206577860623, 'n': 20, 'trace_an': 12092586181640625}
  • id: 7291426
    {'hecke_orbit_code': 206577860623, 'n': 21, 'trace_an': 0}
  • id: 7291427
    {'hecke_orbit_code': 206577860623, 'n': 22, 'trace_an': 0}
  • id: 7291428
    {'hecke_orbit_code': 206577860623, 'n': 23, 'trace_an': -37214344554868798}
  • id: 7291429
    {'hecke_orbit_code': 206577860623, 'n': 24, 'trace_an': -141743796727411071}
  • id: 7291430
    {'hecke_orbit_code': 206577860623, 'n': 25, 'trace_an': 59604644775390625}
  • id: 7291431
    {'hecke_orbit_code': 206577860623, 'n': 26, 'trace_an': 0}
  • id: 7291432
    {'hecke_orbit_code': 206577860623, 'n': 27, 'trace_an': 150094635296999121}
  • id: 7291433
    {'hecke_orbit_code': 206577860623, 'n': 28, 'trace_an': 0}
  • id: 7291434
    {'hecke_orbit_code': 206577860623, 'n': 29, 'trace_an': 0}
  • id: 7291435
    {'hecke_orbit_code': 206577860623, 'n': 30, 'trace_an': -1056524429443359375}
  • id: 7291436
    {'hecke_orbit_code': 206577860623, 'n': 31, 'trace_an': 1458725602323329282}
  • id: 7291437
    {'hecke_orbit_code': 206577860623, 'n': 32, 'trace_an': -6443968366773429519}
  • id: 7291438
    {'hecke_orbit_code': 206577860623, 'n': 33, 'trace_an': 0}
  • id: 7291439
    {'hecke_orbit_code': 206577860623, 'n': 34, 'trace_an': -3522044105097533726}
  • id: 7291440
    {'hecke_orbit_code': 206577860623, 'n': 35, 'trace_an': 0}
  • id: 7291441
    {'hecke_orbit_code': 206577860623, 'n': 36, 'trace_an': 13989083177522411073}
  • id: 7291442
    {'hecke_orbit_code': 206577860623, 'n': 37, 'trace_an': 0}
  • id: 7291443
    {'hecke_orbit_code': 206577860623, 'n': 38, 'trace_an': -15507727671503099966}
  • id: 7291444
    {'hecke_orbit_code': 206577860623, 'n': 39, 'trace_an': 0}
  • id: 7291445
    {'hecke_orbit_code': 206577860623, 'n': 40, 'trace_an': -65116201277099609375}
  • id: 7291446
    {'hecke_orbit_code': 206577860623, 'n': 41, 'trace_an': 0}
  • id: 7291447
    {'hecke_orbit_code': 206577860623, 'n': 42, 'trace_an': 0}
  • id: 7291448
    {'hecke_orbit_code': 206577860623, 'n': 43, 'trace_an': 0}
  • id: 7291449
    {'hecke_orbit_code': 206577860623, 'n': 44, 'trace_an': 0}
  • id: 7291450
    {'hecke_orbit_code': 206577860623, 'n': 45, 'trace_an': 68952523554931640625}
  • id: 7291451
    {'hecke_orbit_code': 206577860623, 'n': 46, 'trace_an': 303036407710296622114}
  • id: 7291452
    {'hecke_orbit_code': 206577860623, 'n': 47, 'trace_an': -51418335280297668478}
  • id: 7291453
    {'hecke_orbit_code': 206577860623, 'n': 48, 'trace_an': 712594287997335971505}
  • id: 7291454
    {'hecke_orbit_code': 206577860623, 'n': 49, 'trace_an': 191581231380566414401}
  • id: 7291455
    {'hecke_orbit_code': 206577860623, 'n': 50, 'trace_an': -485360622406005859375}
  • id: 7291456
    {'hecke_orbit_code': 206577860623, 'n': 51, 'trace_an': 229861063644496920162}
  • id: 7291457
    {'hecke_orbit_code': 206577860623, 'n': 52, 'trace_an': 0}
  • id: 7291458
    {'hecke_orbit_code': 206577860623, 'n': 53, 'trace_an': 347328853598147231522}
  • id: 7291459
    {'hecke_orbit_code': 206577860623, 'n': 54, 'trace_an': -1222220615223463842303}
  • id: 7291460
    {'hecke_orbit_code': 206577860623, 'n': 55, 'trace_an': 0}
  • id: 7291461
    {'hecke_orbit_code': 206577860623, 'n': 56, 'trace_an': 0}
  • id: 7291462
    {'hecke_orbit_code': 206577860623, 'n': 57, 'trace_an': 1012089193352729823042}
  • id: 7291463
    {'hecke_orbit_code': 206577860623, 'n': 58, 'trace_an': 0}
  • id: 7291464
    {'hecke_orbit_code': 206577860623, 'n': 59, 'trace_an': 0}
  • id: 7291465
    {'hecke_orbit_code': 206577860623, 'n': 60, 'trace_an': 6426496092957275390625}
  • id: 7291466
    {'hecke_orbit_code': 206577860623, 'n': 61, 'trace_an': -5299065689612439877918}
  • id: 7291467
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    {'hecke_orbit_code': 206577860623, 'n': 881, 'trace_an': 0}
  • id: 7291645
    {'hecke_orbit_code': 206577860623, 'n': 883, 'trace_an': 0}
  • id: 7291646
    {'hecke_orbit_code': 206577860623, 'n': 887, 'trace_an': -421650152970154499110351264763054398}
  • id: 7291647
    {'hecke_orbit_code': 206577860623, 'n': 907, 'trace_an': 0}
  • id: 7291648
    {'hecke_orbit_code': 206577860623, 'n': 911, 'trace_an': 0}
  • id: 7291649
    {'hecke_orbit_code': 206577860623, 'n': 919, 'trace_an': -725713236532455239555092347561933118}
  • id: 7291650
    {'hecke_orbit_code': 206577860623, 'n': 929, 'trace_an': 0}
  • id: 7291651
    {'hecke_orbit_code': 206577860623, 'n': 937, 'trace_an': 0}
  • id: 7291652
    {'hecke_orbit_code': 206577860623, 'n': 941, 'trace_an': 0}
  • id: 7291653
    {'hecke_orbit_code': 206577860623, 'n': 947, 'trace_an': 728955648715937960152338804747404642}
  • id: 7291654
    {'hecke_orbit_code': 206577860623, 'n': 953, 'trace_an': -422902602038494731220237740195437758}
  • id: 7291655
    {'hecke_orbit_code': 206577860623, 'n': 961, 'trace_an': 1507467721908032118975596901025478403}
  • id: 7291656
    {'hecke_orbit_code': 206577860623, 'n': 967, 'trace_an': 0}
  • id: 7291657
    {'hecke_orbit_code': 206577860623, 'n': 971, 'trace_an': 0}
  • id: 7291658
    {'hecke_orbit_code': 206577860623, 'n': 977, 'trace_an': -222451615561937529315303910356911998}
  • id: 7291659
    {'hecke_orbit_code': 206577860623, 'n': 983, 'trace_an': 393742921392227838004513981578048962}
  • id: 7291660
    {'hecke_orbit_code': 206577860623, 'n': 991, 'trace_an': 1747348085039867001480172127187628802}
  • id: 7291661
    {'hecke_orbit_code': 206577860623, 'n': 997, 'trace_an': 0}