Newform data - 10.28.a.b

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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': 7840, 'analytic_conductor': 46.185557483805084, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [5, 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': [10, 1, [7], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 12929, 'field_disc_factorization': [[7, 1], [1847, 1]], 'field_poly': [-3232, -1, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[3, [-5389720805916, 2245644, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503600097132554, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 15120, 'hecke_ring_index_factorization': [[2, 4], [3, 3], [5, 1], [7, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '10.28.a.b', 'level': 10, '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': [2, 5], 'level_radical': 10, 'minimal_twist': '10.28.a.b', 'nf_label': '2.2.12929.1', 'prim_orbit_index': 1, 'qexp_display': 'q-2^{13}q^{2}+(-1122822-3\\beta )q^{3}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '27.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '10.28.a', 'trace_display': [-16384, -2245644, -2441406250, -120196732292], 'trace_hash': 711830528107650948, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.063', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.997', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.360', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.921', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.612', 'prec': 17}, {'__RealLiteral__': 0, 'data': '67.159', 'prec': 20}], 'trace_zratio': 0, 'traces': [2, -16384, -2245644, 134217728, -2441406250, 18396315648, -120196732292, -1099511627776, 571163616594, 20000000000000, 7112122732704, -150702617788416, -323114990355404, 984651630936064, 2741264648437500, 9007199254740992, -11949781720794252, -4678972347138048, -310800626187534200, -163840000000000000, -1319365315134326376, -58262509426311168, -1207992822578557644, 1234555844922703872, 2980232238769531250, 2646958000991469568, -13386024338103046440, -8066266160628236288, -85089627076663724580, -22456440000000000000, -169891626304914480056, -73786976294838206464, 35955214564003682112, 97892611856746512384, 146724526723632812500, 38330141467754889216, 1001687425876018532308, 2546078729728280166400, 669184707607358092488, 1342177280000000000000, 6829708525832119000044, 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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

  
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-98175597388280183440015386898232171141392], [-45496775270415355152726395502934398509123132086, 20734255080786649086733139933464572892828], [26598464667267107989181514614891853294700629174, -33291652302041567571928126332984100890315], [-16325586800926423132909990223835368232004702140, 132535281743677507836510551698933968612740], [4139714059241231125359767351354173860207634778, 92526113049629779704536273353540998333792], [-19068151526991935534779525477867562503727319246, -101364598960664849294043052168360320621864], [18435929432518459924322309221761967405270822698, -52088534911868564924363888319617097205971], [1051860490138160880369103679680068460256882190, -62321417900570991710741555516311605968204], [-41755039566101450310578752670721293913223088248, 13744700444927985126082215794724779995386], [-29518804707945866050425704601175722952824245640, 57407425222507747994779950754430018965016]], 'char_orbit_index': 1, 'field_poly': [-3232, -1, 1], 'hecke_orbit_code': 4503600097132554, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1], 'hecke_ring_inverse_denominators': [1, 15120], 'hecke_ring_inverse_numerators': [[1, 0], [7560, 1]], 'hecke_ring_numerators': [[1, 0], [-7560, 15120]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 2, 'label': '10.28.a.b', 'level': 10, 'maxp': 2999, 'weight': 28}
• 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

  
  {'ALdims': [2, 2, 2, 3], 'Nk2': 7840, 'analytic_conductor': 46.185557483805084, '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': [10, 1, [7], [1]], 'conrey_index': 1, 'cusp_dim': 39, 'dim': 9, 'eis_dim': 4, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 469762058, 'hecke_orbit_dims': [2, 2, 2, 3], 'label': '10.28.a', 'level': 10, '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': [2, 5], 'level_radical': 10, 'mf_dim': 43, 'mf_new_dim': 9, 'num_forms': 4, 'plus_dim': 5, 'prim_orbit_index': 1, 'relative_dim': 9, 'sturm_bound': 42, 'trace_bound': 3, 'trace_display': [8192, -5585528, 1220703125, -26881836804], 'traces': [9, 8192, -5585528, 603979776, 1220703125, 45769097216, -26881836804, 549755813888, 20176277678173, 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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: 7023
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '10.28.a.b', 'source_level': 10, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '10.28.a.b', 'target_level': 10, 'twist_class_label': '10.28.a.b', 'twist_class_level': 10, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 28}
  • id: 7024
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '10.28.a.b', 'source_level': 10, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '50.28.a.d', 'target_level': 50, 'twist_class_label': '10.28.a.b', 'twist_class_level': 10, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 28}
  • id: 7025
    {'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '10.28.a.b', 'source_level': 10, 'target_char_orbit': 2, 'target_dim': 4, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '50.28.b.d', 'target_level': 50, 'twist_class_label': '10.28.a.b', 'twist_class_level': 10, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 28}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 45575
    {'charpoly_factorization': [[[8192, 1], 2]], 'hecke_orbit_code': 4503600097132554, 'p': 2}
  • id: 45576
    {'charpoly_factorization': [[[-5389720805916, 2245644, 1], 1]], 'hecke_orbit_code': 4503600097132554, 'p': 3}
  • id: 45577
    {'charpoly_factorization': [[[1220703125, 1], 2]], 'hecke_orbit_code': 4503600097132554, 'p': 5}
  • id: 45578
    {'charpoly_factorization': [[[-75896368349792227937084, 120196732292, 1], 1]], 'hecke_orbit_code': 4503600097132554, 'p': 7}
  • id: 45579
    {'charpoly_factorization': [[[-59935958775799219891869696, -7112122732704, 1], 1]], 'hecke_orbit_code': 4503600097132554, 'p': 11}
  • id: 45580
    {'charpoly_factorization': [[[22572070230612921346527434404, 323114990355404, 1], 1]], 'hecke_orbit_code': 4503600097132554, 'p': 13}
  • id: 45581
    {'charpoly_factorization': [[[-461976080246634088445276817250524, 11949781720794252, 1], 1]], 'hecke_orbit_code': 4503600097132554, 'p': 17}
  • id: 45582
    {'charpoly_factorization': [[[684231878552797596115634640720400, 310800626187534200, 1], 1]], 'hecke_orbit_code': 4503600097132554, 'p': 19}
  • id: 45583
    {'charpoly_factorization': [[[194103308539934973402966412027818084, 1207992822578557644, 1], 1]], 'hecke_orbit_code': 4503600097132554, 'p': 23}
  • id: 45584
    {'charpoly_factorization': [[[1296005772032736371132436610180869989700, 85089627076663724580, 1], 1]], 'hecke_orbit_code': 4503600097132554, 'p': 29}
  • id: 45585
    {'charpoly_factorization': [[[-9687784717367834205733374146745920197616, 169891626304914480056, 1], 1]], 'hecke_orbit_code': 4503600097132554, 'p': 31}
  • id: 45586
    {'charpoly_factorization': [[[-3797675089672364243536125809754097069190684, -1001687425876018532308, 1], 1]], 'hecke_orbit_code': 4503600097132554, 'p': 37}
  • id: 45587
    {'charpoly_factorization': [[[4148891760891097136916702863017250024490084, -6829708525832119000044, 1], 1]], 'hecke_orbit_code': 4503600097132554, 'p': 41}
  • id: 45588
    {'charpoly_factorization': [[[-20158808203658608476456389447791454300062076, -15331910221739375128036, 1], 1]], 'hecke_orbit_code': 4503600097132554, 'p': 43}
  • id: 45589
    {'charpoly_factorization': [[[-205081763816164387673745226292893561091715804, -44654607958183509227628, 1], 1]], 'hecke_orbit_code': 4503600097132554, 'p': 47}
  • id: 45590
    {'charpoly_factorization': [[[2434259062662736460872783773811132783226796804, -259350970067880627435396, 1], 1]], 'hecke_orbit_code': 4503600097132554, 'p': 53}
  • id: 45591
    {'charpoly_factorization': [[[1080504732310472720866875685688599302870495622800, -2082093442621301023169640, 1], 1]], 'hecke_orbit_code': 4503600097132554, 'p': 59}
  • id: 45592
    {'charpoly_factorization': [[[-307430720753034540640626718248471999832312633436, -677925769536334246319284, 1], 1]], 'hecke_orbit_code': 4503600097132554, 'p': 61}
  • id: 45593
    {'charpoly_factorization': [[[-46266179959647825085962848108218311838592618037404, -2453617552336948143390028, 1], 1]], 'hecke_orbit_code': 4503600097132554, 'p': 67}
  • id: 45594
    {'charpoly_factorization': [[[139219576818020763030820581181658596295809906636944, 23890193584108132090228776, 1], 1]], 'hecke_orbit_code': 4503600097132554, 'p': 71}
  • id: 45595
    {'charpoly_factorization': [[[-201023687818302764063562836438499420549584253767996, 13919420706136886544146204, 1], 1]], 'hecke_orbit_code': 4503600097132554, 'p': 73}
  • id: 45596
    {'charpoly_factorization': [[[-143619925472720555315320744395854440127405482328000, 53659327270981104663051920, 1], 1]], 'hecke_orbit_code': 4503600097132554, 'p': 79}
  • id: 45597
    {'charpoly_factorization': [[[-9927408454808735118845870939895164285028382008307836, -5756571261014435461903716, 1], 1]], 'hecke_orbit_code': 4503600097132554, 'p': 83}
  • id: 45598
    {'charpoly_factorization': [[[-48632217947283594319978015291895151053803570421199900, -174438127411287409220344020, 1], 1]], 'hecke_orbit_code': 4503600097132554, 'p': 89}
  • id: 45599
    {'charpoly_factorization': [[[-252555324800625375691052758310806963680664054884098684, 21732067184289340167295292, 1], 1]], 'hecke_orbit_code': 4503600097132554, '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': 2, 'label': '10.28.a.b', 'level': 10, 'portrait': 'data:image/png;base64,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', 'weight': 28}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 20056986
    {'hecke_orbit_code': 4503600097132554, 'n': 1, 'trace_an': 2}
  • id: 20056987
    {'hecke_orbit_code': 4503600097132554, 'n': 2, 'trace_an': -16384}
  • id: 20056988
    {'hecke_orbit_code': 4503600097132554, 'n': 3, 'trace_an': -2245644}
  • id: 20056989
    {'hecke_orbit_code': 4503600097132554, 'n': 4, 'trace_an': 134217728}
  • id: 20056990
    {'hecke_orbit_code': 4503600097132554, 'n': 5, 'trace_an': -2441406250}
  • id: 20056991
    {'hecke_orbit_code': 4503600097132554, 'n': 6, 'trace_an': 18396315648}
  • id: 20056992
    {'hecke_orbit_code': 4503600097132554, 'n': 7, 'trace_an': -120196732292}
  • id: 20056993
    {'hecke_orbit_code': 4503600097132554, 'n': 8, 'trace_an': -1099511627776}
  • id: 20056994
    {'hecke_orbit_code': 4503600097132554, 'n': 9, 'trace_an': 571163616594}
  • id: 20056995
    {'hecke_orbit_code': 4503600097132554, 'n': 10, 'trace_an': 20000000000000}
  • id: 20056996
    {'hecke_orbit_code': 4503600097132554, 'n': 11, 'trace_an': 7112122732704}
  • id: 20056997
    {'hecke_orbit_code': 4503600097132554, 'n': 12, 'trace_an': -150702617788416}
  • id: 20056998
    {'hecke_orbit_code': 4503600097132554, 'n': 13, 'trace_an': -323114990355404}
  • id: 20056999
    {'hecke_orbit_code': 4503600097132554, 'n': 14, 'trace_an': 984651630936064}
  • id: 20057000
    {'hecke_orbit_code': 4503600097132554, 'n': 15, 'trace_an': 2741264648437500}
  • id: 20057001
    {'hecke_orbit_code': 4503600097132554, 'n': 16, 'trace_an': 9007199254740992}
  • id: 20057002
    {'hecke_orbit_code': 4503600097132554, 'n': 17, 'trace_an': -11949781720794252}
  • id: 20057003
    {'hecke_orbit_code': 4503600097132554, 'n': 18, 'trace_an': -4678972347138048}
  • id: 20057004
    {'hecke_orbit_code': 4503600097132554, 'n': 19, 'trace_an': -310800626187534200}
  • id: 20057005
    {'hecke_orbit_code': 4503600097132554, 'n': 20, 'trace_an': -163840000000000000}
  • id: 20057006
    {'hecke_orbit_code': 4503600097132554, 'n': 21, 'trace_an': -1319365315134326376}
  • id: 20057007
    {'hecke_orbit_code': 4503600097132554, 'n': 22, 'trace_an': -58262509426311168}
  • id: 20057008
    {'hecke_orbit_code': 4503600097132554, 'n': 23, 'trace_an': -1207992822578557644}
  • id: 20057009
    {'hecke_orbit_code': 4503600097132554, 'n': 24, 'trace_an': 1234555844922703872}
  • id: 20057010
    {'hecke_orbit_code': 4503600097132554, 'n': 25, 'trace_an': 2980232238769531250}
  • id: 20057011
    {'hecke_orbit_code': 4503600097132554, 'n': 26, 'trace_an': 2646958000991469568}
  • id: 20057012
    {'hecke_orbit_code': 4503600097132554, 'n': 27, 'trace_an': -13386024338103046440}
  • id: 20057013
    {'hecke_orbit_code': 4503600097132554, 'n': 28, 'trace_an': -8066266160628236288}
  • id: 20057014
    {'hecke_orbit_code': 4503600097132554, 'n': 29, 'trace_an': -85089627076663724580}
  • id: 20057015
    {'hecke_orbit_code': 4503600097132554, 'n': 30, 'trace_an': -22456440000000000000}
  • id: 20057016
    {'hecke_orbit_code': 4503600097132554, 'n': 31, 'trace_an': -169891626304914480056}
  • id: 20057017
    {'hecke_orbit_code': 4503600097132554, 'n': 32, 'trace_an': -73786976294838206464}
  • id: 20057018
    {'hecke_orbit_code': 4503600097132554, 'n': 33, 'trace_an': 35955214564003682112}
  • id: 20057019
    {'hecke_orbit_code': 4503600097132554, 'n': 34, 'trace_an': 97892611856746512384}
  • id: 20057020
    {'hecke_orbit_code': 4503600097132554, 'n': 35, 'trace_an': 146724526723632812500}
  • id: 20057021
    {'hecke_orbit_code': 4503600097132554, 'n': 36, 'trace_an': 38330141467754889216}
  • id: 20057022
    {'hecke_orbit_code': 4503600097132554, 'n': 37, 'trace_an': 1001687425876018532308}
  • id: 20057023
    {'hecke_orbit_code': 4503600097132554, 'n': 38, 'trace_an': 2546078729728280166400}
  • id: 20057024
    {'hecke_orbit_code': 4503600097132554, 'n': 39, 'trace_an': 669184707607358092488}
  • id: 20057025
    {'hecke_orbit_code': 4503600097132554, 'n': 40, 'trace_an': 1342177280000000000000}
  • id: 20057026
    {'hecke_orbit_code': 4503600097132554, 'n': 41, 'trace_an': 6829708525832119000044}
  • id: 20057027
    {'hecke_orbit_code': 4503600097132554, 'n': 42, 'trace_an': 10808240661580401672192}
  • id: 20057028
    {'hecke_orbit_code': 4503600097132554, 'n': 43, 'trace_an': 15331910221739375128036}
  • id: 20057029
    {'hecke_orbit_code': 4503600097132554, 'n': 44, 'trace_an': 477286477220341088256}
  • id: 20057030
    {'hecke_orbit_code': 4503600097132554, 'n': 45, 'trace_an': -697221211662597656250}
  • id: 20057031
    {'hecke_orbit_code': 4503600097132554, 'n': 46, 'trace_an': 9895877202563544219648}
  • id: 20057032
    {'hecke_orbit_code': 4503600097132554, 'n': 47, 'trace_an': 44654607958183509227628}
  • id: 20057033
    {'hecke_orbit_code': 4503600097132554, 'n': 48, 'trace_an': -10113481481606790119424}
  • id: 20057034
    {'hecke_orbit_code': 4503600097132554, 'n': 49, 'trace_an': 34815266426190611168346}
  • id: 20057035
    {'hecke_orbit_code': 4503600097132554, 'n': 50, 'trace_an': -24414062500000000000000}
  • id: 20057036
    {'hecke_orbit_code': 4503600097132554, 'n': 51, 'trace_an': 128478598882379942153544}
  • id: 20057037
    {'hecke_orbit_code': 4503600097132554, 'n': 52, 'trace_an': -21683879944122118701056}
  • id: 20057038
    {'hecke_orbit_code': 4503600097132554, 'n': 53, 'trace_an': 259350970067880627435396}
  • id: 20057039
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