Newform data - 208.10.a.h

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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': 20800, 'analytic_conductor': 107.1274539220856, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [13, -1]], 'atkin_lehner_string': '--', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [208, 1, [79, 53, 145], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 5, 'field_disc': 10515371753027290161, 'field_disc_factorization': [[3, 1], [47, 1], [719, 1], [1910087, 1], [54302957, 1]], 'field_poly': [-59580, 396957, -4164, -1438, 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, [62057286864, 1090724832, -7746921, -66777, 161, 1]]], 'hecke_orbit': 8, 'hecke_orbit_code': 31525197559365840, 'hecke_ring_generator_nbound': 11, 'hecke_ring_index': 192, 'hecke_ring_index_factorization': [[2, 6], [3, 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': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '208.10.a.h', 'level': 208, '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, 13], 'level_radical': 26, 'minimal_twist': '13.10.a.b', 'prim_orbit_index': 1, 'qexp_display': 'q+(-2^{5}+\\beta _{3})q^{3}+(19^{2}+3\\beta _{1}-\\beta _{2}+\\cdots)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 5, 'rm_discs': [], 'sato_tate_group': '9.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '208.10.a', 'trace_display': [0, -161, 1803, -10099], 'trace_hash': 725143697449848282, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.722', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '62.824', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1268.403', 'prec': 27}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [5, 0, -161, 0, 1803, 0, -10099, 0, 61060, 0, -121746, 0, 142805, 0, -105973, 0, -495669, 0, 840738, 0, -1599467, 0, 592152, 0, 1670362, 0, -6847883, 0, 10678182, 0, -12885296, 0, 17278298, 0, -8380731, 0, 7171823, 0, -4598321, 0, 9294012, 0, -12831975, 0, 26135198, 0, -43354215, 0, 25249488, 0, -16905901, 0, 93231780, 0, -99448846, 0, 90173382, 0, -246496182, 0, -132232612, 0, 416955202, 0, 51495483, 0, 369388534, 0, -579986760, 0, -212150457, 0, -252729806, 0, 752457788, 0, 449666118, 0, 1247271728, 0, -317713115, 0, -1696894296, 0, -775363765, 0, 614530466, 0, -753854382, 0, -288437539, 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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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[958969525153864, 5811819777228, 291374396942, 6387217169973, 234193786], [-768703563586759, 802667860056, 2533652517827, -5880242363511, -3246687951194], [1876249028728536, 15333548243364, -2784955397550, 8904685584414, -2004295242636], [1253106525444980, 17507681185704, -819357745947, 14643304209598, -2575867383665], [-172513586602688, -9206708865276, 3006025960242, -12024386839350, -4727000540274], [-1916979759241790, 8381085477428, 6099031348220, -9331918712660, 2859710425828], [134164527068472, 17639701714502, -2601199209300, 3490037476962, 4784681547228], [-2379324357997320, 189626283896, 1372841630874, 14468024153718, 1018671540348], [-3278465720931630, 4340209370474, -1300091053612, 15562684768532, -832710988464], [-845380940382040, -3114935543868, -4375286325133, 8708772464655, 1304734386753], [2705113032848576, 13542603880923, 1855148214808, 446208281825, -2041389190552], [2932568489617616, 10826694857334, -2038395926154, 7041557542722, -1635736009980], [2765124743095250, -8667964750908, -2226733563868, -13960200907476, 5804062495992], [-3390725621891920, 6278599150174, -1731687540258, 2024548704841, 2946932883154], [946872972264528, 17554628145720, -5098940158950, 1499497559886, -1085797800336], [1343135412227644, 5801223408720, -2080398079959, -1193518783239, 1323046311699], [1110637676384892, -9545874489411, -7561101308506, -1378059130948, -2319805548466]], 'char_orbit_index': 1, 'field_poly': [-59580, 396957, -4164, -1438, 0, 1], 'hecke_orbit_code': 31525197559365840, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 544, 1088, 1088], 'hecke_ring_inverse_denominators': [1, 8, 8, 8, 8], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0, 0], [0, 1, 0, 0, 0], [4600, 5, 4, -4, 4], [20000, 941, 80, 144, 48], [4075032, 11781, 5668, -2052, 3908]], 'hecke_ring_numerators': [[1, 0, 0, 0, 0], [0, 8, 0, 0, 0], [29588, 4861, -2583, -29, 3], [189604, -41559, 317, 55, -1], [-1120772, -62161, 7659, 113, -7]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 5, 'label': '208.10.a.h', 'level': 208, 'maxp': 2999, 'weight': 10}
• 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': [13, 14, 14, 13], 'Nk2': 20800, 'analytic_conductor': 107.1274539220856, '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': [208, 1, [79, 53, 145], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 246, 'dim': 54, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 167772368, 'hecke_orbit_dims': [1, 1, 1, 3, 3, 4, 4, 5, 5, 6, 6, 7, 8], 'label': '208.10.a', 'level': 208, '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, 13], 'level_radical': 26, 'mf_dim': 258, 'mf_new_dim': 54, 'num_forms': 13, 'plus_dim': 26, 'prim_orbit_index': 1, 'relative_dim': 54, 'sturm_bound': 280, 'trace_bound': 3, 'trace_display': [0, 0, 0, -4802], 'traces': [54, 0, 0, 0, 0, 0, -4802, 0, 382034, 0, 21986, 0, 0, 0, -81528, 0, 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132401981426860, 0, -44661789021072, 0, 38334783095154, 0, 6010990547440, 0, -20168604867344, 0, 10934109441468, 0, 140360684120726, 0, 40945931512792, 0, 168442809803176, 0, 22784898399804, 0, 197372575017740, 0, -173341536102112, 0, -22565485144800, 0, 111569877994708, 0, -6724546479758, 0, 0, 0, -263344660087048, 0, 89334635358048, 0, -193128111119104, 0, 138420642767200, 0, 298634443082948, 0, 66702838613706, 0, -227999170558116, 0, 119390977523176, 0, -75241897650910, 0, -82749784364704, 0, -146190014648760, 0, 34233930573992, 0, -84035244279012, 0, -10239110291636, 0, 39207373797476, 0, -145307717434464, 0, 16473000604190, 0, 5403786755236, 0, -116381203672676, 0, 51132745511928, 0, -217771563706652, 0, -4533228383192, 0, -66514395944040, 0, -21926274112340, 0, -55711791128912, 0], '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: 172783
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 5, 'source_hecke_orbit': 8, 'source_is_minimal': False, 'source_label': '208.10.a.h', 'source_level': 208, 'target_char_orbit': 1, 'target_dim': 5, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '13.10.a.b', 'target_level': 13, 'twist_class_label': '13.10.a.b', 'twist_class_level': 13, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 10}
  • id: 172784
    {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 5, 'source_hecke_orbit': 8, 'source_is_minimal': False, 'source_label': '208.10.a.h', 'source_level': 208, 'target_char_orbit': 1, 'target_dim': 5, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '117.10.a.e', 'target_level': 117, 'twist_class_label': '13.10.a.b', 'twist_class_level': 13, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 10}
  • id: 172785
    {'conductor': 52, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 5, 'source_hecke_orbit': 8, 'source_is_minimal': False, 'source_label': '208.10.a.h', 'source_level': 208, 'target_char_orbit': 1, 'target_dim': 5, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '169.10.a.b', 'target_level': 169, 'twist_class_label': '13.10.a.b', 'twist_class_level': 13, 'twisting_char_label': '52.b', 'twisting_char_orbit': 2, 'weight': 10}
  • id: 172786
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 5, 'source_hecke_orbit': 8, 'source_is_minimal': False, 'source_label': '208.10.a.h', 'source_level': 208, 'target_char_orbit': 1, 'target_dim': 5, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '208.10.a.h', 'target_level': 208, 'twist_class_label': '13.10.a.b', 'twist_class_level': 13, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 10}
  • id: 172787
    {'conductor': 20, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 5, 'source_hecke_orbit': 8, 'source_is_minimal': False, 'source_label': '208.10.a.h', 'source_level': 208, 'target_char_orbit': 1, 'target_dim': 5, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '325.10.a.b', 'target_level': 325, 'twist_class_label': '13.10.a.b', 'twist_class_level': 13, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 10}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 516100
    {'charpoly_factorization': [[[0, 1], 5]], 'hecke_orbit_code': 31525197559365840, 'p': 2}
  • id: 516101
    {'charpoly_factorization': [[[62057286864, 1090724832, -7746921, -66777, 161, 1], 1]], 'hecke_orbit_code': 31525197559365840, 'p': 3}
  • id: 516102
    {'charpoly_factorization': [[[512670311383500, 5098977459000, 3475347315, -4092589, -1803, 1], 1]], 'hecke_orbit_code': 31525197559365840, 'p': 5}
  • id: 516103
    {'charpoly_factorization': [[[5684631812366849888, -556625160811972, -772947069643, -62513861, 10099, 1], 1]], 'hecke_orbit_code': 31525197559365840, 'p': 7}
  • id: 516104
    {'charpoly_factorization': [[[19450453762899214039296, -2162481301083825888, -100685267329800, 2479670132, 121746, 1], 1]], 'hecke_orbit_code': 31525197559365840, 'p': 11}
  • id: 516105
    {'charpoly_factorization': [[[-28561, 1], 5]], 'hecke_orbit_code': 31525197559365840, 'p': 13}
  • id: 516106
    {'charpoly_factorization': [[[-399153090461429727080315892, 17126546902780079776656, -98882562477434877, -289191316885, 495669, 1], 1]], 'hecke_orbit_code': 31525197559365840, 'p': 17}
  • id: 516107
    {'charpoly_factorization': [[[2943821455732214929563897600, 43590663172787565531168, 132037771414811912, -260984517612, -840738, 1], 1]], 'hecke_orbit_code': 31525197559365840, 'p': 19}
  • id: 516108
    {'charpoly_factorization': [[[428621968496899390019183050752, -2574986399360436795752448, 5203750196460916224, -3493027002432, -592152, 1], 1]], 'hecke_orbit_code': 31525197559365840, 'p': 23}
  • id: 516109
    {'charpoly_factorization': [[[-44459311911325939063349211345120, -5368198298306611736512176, 72928748649832496976, 16260933487592, -10678182, 1], 1]], 'hecke_orbit_code': 31525197559365840, 'p': 29}
  • id: 516110
    {'charpoly_factorization': [[[-48102238044029854183074610622464, -302260787091748018727890688, -105055140872487792640, 32338285004512, 12885296, 1], 1]], 'hecke_orbit_code': 31525197559365840, 'p': 31}
  • id: 516111
    {'charpoly_factorization': [[[-51510793797841272350692715200003748, 6766082189398987208105351416, 2641277396215514731471, -294915826692917, -7171823, 1], 1]], 'hecke_orbit_code': 31525197559365840, 'p': 37}
  • id: 516112
    {'charpoly_factorization': [[[494782986122239059884653191807270912, 138693246906168815606880689664, 3176296057078183644768, -1064915461247484, -9294012, 1], 1]], 'hecke_orbit_code': 31525197559365840, 'p': 41}
  • id: 516113
    {'charpoly_factorization': [[[-16185929811522090497298671067442009008, 1401924732869580555364611427320, 1063158495960812067089, -2190268153760577, 12831975, 1], 1]], 'hecke_orbit_code': 31525197559365840, 'p': 43}
  • id: 516114
    {'charpoly_factorization': [[[10856493902269268859639670525864260864, 1107959277012333917870538355356, -118384348682900685487527, -3068542687682205, 43354215, 1], 1]], 'hecke_orbit_code': 31525197559365840, 'p': 47}
  • id: 516115
    {'charpoly_factorization': [[[-36723519617807505912655816002716762112, 1204843160261172809898664644096, 129076946266905410876064, -2145547062601020, -93231780, 1], 1]], 'hecke_orbit_code': 31525197559365840, 'p': 53}
  • id: 516116
    {'charpoly_factorization': [[[4372455985727469565995467194585904697600, -310469412650158482140152192248864, -5930341249581317084193432, -10091472046384188, 246496182, 1], 1]], 'hecke_orbit_code': 31525197559365840, 'p': 59}
  • id: 516117
    {'charpoly_factorization': [[[578110697319573188159158003609953783808, -8951528105021696916307122275072, -1049889574460517545593856, -6538173996828668, 132232612, 1], 1]], 'hecke_orbit_code': 31525197559365840, 'p': 61}
  • id: 516118
    {'charpoly_factorization': [[[8568994877041624094412008079312263608064, -273369432837307438768980109950752, 1402869766077392493965528, 31699487729867620, -369388534, 1], 1]], 'hecke_orbit_code': 31525197559365840, 'p': 67}
  • id: 516119
    {'charpoly_factorization': [[[41821928126676484730584325399818860813792, 1522066704005485905711115864136076, -4880249511470949355321833, -103163802673700829, 212150457, 1], 1]], 'hecke_orbit_code': 31525197559365840, 'p': 71}
  • id: 516120
    {'charpoly_factorization': [[[1670294301045437304637381500483582889726816, 7409006510820583446681290412435536, -44119689947951932040208272, -180925206782132312, 252729806, 1], 1]], 'hecke_orbit_code': 31525197559365840, 'p': 73}
  • id: 516121
    {'charpoly_factorization': [[[410024861234306597370828654020014035107840, 2253193366828739192300052181815296, -86820229442392262196871168, 535977005216281984, -1247271728, 1], 1]], 'hecke_orbit_code': 31525197559365840, 'p': 79}
  • id: 516122
    {'charpoly_factorization': [[[526809733080455133331026189945941188122624, 18546842306111067162747956572418304, 216125993836531517484173568, 965304229131652832, 1696894296, 1], 1]], 'hecke_orbit_code': 31525197559365840, 'p': 83}
  • id: 516123
    {'charpoly_factorization': [[[-1903086219907992929581753200277786862796960, 61162600944059411370271828202285904, -170822820065517807458198544, -360717372948090904, 753854382, 1], 1]], 'hecke_orbit_code': 31525197559365840, 'p': 89}
  • id: 516124
    {'charpoly_factorization': [[[-142814432358561470129404623607552203752395232, 1438608683131201717747160784795813904, 153757537448202660807707632, -2441997563116303880, -3824606, 1], 1]], 'hecke_orbit_code': 31525197559365840, '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': 8, 'label': '208.10.a.h', 'level': 208, 'portrait': 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', 'weight': 10}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 49623181
    {'hecke_orbit_code': 31525197559365840, 'n': 1, 'trace_an': 5}
  • id: 49623182
    {'hecke_orbit_code': 31525197559365840, 'n': 2, 'trace_an': 0}
  • id: 49623183
    {'hecke_orbit_code': 31525197559365840, 'n': 3, 'trace_an': -161}
  • id: 49623184
    {'hecke_orbit_code': 31525197559365840, 'n': 4, 'trace_an': 0}
  • id: 49623185
    {'hecke_orbit_code': 31525197559365840, 'n': 5, 'trace_an': 1803}
  • id: 49623186
    {'hecke_orbit_code': 31525197559365840, 'n': 6, 'trace_an': 0}
  • id: 49623187
    {'hecke_orbit_code': 31525197559365840, 'n': 7, 'trace_an': -10099}
  • id: 49623188
    {'hecke_orbit_code': 31525197559365840, 'n': 8, 'trace_an': 0}
  • id: 49623189
    {'hecke_orbit_code': 31525197559365840, 'n': 9, 'trace_an': 61060}
  • id: 49623190
    {'hecke_orbit_code': 31525197559365840, 'n': 10, 'trace_an': 0}
  • id: 49623191
    {'hecke_orbit_code': 31525197559365840, 'n': 11, 'trace_an': -121746}
  • id: 49623192
    {'hecke_orbit_code': 31525197559365840, 'n': 12, 'trace_an': 0}
  • id: 49623193
    {'hecke_orbit_code': 31525197559365840, 'n': 13, 'trace_an': 142805}
  • id: 49623194
    {'hecke_orbit_code': 31525197559365840, 'n': 14, 'trace_an': 0}
  • id: 49623195
    {'hecke_orbit_code': 31525197559365840, 'n': 15, 'trace_an': -105973}
  • id: 49623196
    {'hecke_orbit_code': 31525197559365840, 'n': 16, 'trace_an': 0}
  • id: 49623197
    {'hecke_orbit_code': 31525197559365840, 'n': 17, 'trace_an': -495669}
  • id: 49623198
    {'hecke_orbit_code': 31525197559365840, 'n': 18, 'trace_an': 0}
  • id: 49623199
    {'hecke_orbit_code': 31525197559365840, 'n': 19, 'trace_an': 840738}
  • id: 49623200
    {'hecke_orbit_code': 31525197559365840, 'n': 20, 'trace_an': 0}
  • id: 49623201
    {'hecke_orbit_code': 31525197559365840, 'n': 21, 'trace_an': -1599467}
  • id: 49623202
    {'hecke_orbit_code': 31525197559365840, 'n': 22, 'trace_an': 0}
  • id: 49623203
    {'hecke_orbit_code': 31525197559365840, 'n': 23, 'trace_an': 592152}
  • id: 49623204
    {'hecke_orbit_code': 31525197559365840, 'n': 24, 'trace_an': 0}
  • id: 49623205
    {'hecke_orbit_code': 31525197559365840, 'n': 25, 'trace_an': 1670362}
  • id: 49623206
    {'hecke_orbit_code': 31525197559365840, 'n': 26, 'trace_an': 0}
  • id: 49623207
    {'hecke_orbit_code': 31525197559365840, 'n': 27, 'trace_an': -6847883}
  • id: 49623208
    {'hecke_orbit_code': 31525197559365840, 'n': 28, 'trace_an': 0}
  • id: 49623209
    {'hecke_orbit_code': 31525197559365840, 'n': 29, 'trace_an': 10678182}
  • id: 49623210
    {'hecke_orbit_code': 31525197559365840, 'n': 30, 'trace_an': 0}
  • id: 49623211
    {'hecke_orbit_code': 31525197559365840, 'n': 31, 'trace_an': -12885296}
  • id: 49623212
    {'hecke_orbit_code': 31525197559365840, 'n': 32, 'trace_an': 0}
  • id: 49623213
    {'hecke_orbit_code': 31525197559365840, 'n': 33, 'trace_an': 17278298}
  • id: 49623214
    {'hecke_orbit_code': 31525197559365840, 'n': 34, 'trace_an': 0}
  • id: 49623215
    {'hecke_orbit_code': 31525197559365840, 'n': 35, 'trace_an': -8380731}
  • id: 49623216
    {'hecke_orbit_code': 31525197559365840, 'n': 36, 'trace_an': 0}
  • id: 49623217
    {'hecke_orbit_code': 31525197559365840, 'n': 37, 'trace_an': 7171823}
  • id: 49623218
    {'hecke_orbit_code': 31525197559365840, 'n': 38, 'trace_an': 0}
  • id: 49623219
    {'hecke_orbit_code': 31525197559365840, 'n': 39, 'trace_an': -4598321}
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  • id: 49623404
    {'hecke_orbit_code': 31525197559365840, 'n': 769, 'trace_an': -4252428339516}
  • id: 49623405
    {'hecke_orbit_code': 31525197559365840, 'n': 773, 'trace_an': 37879379543967}
  • id: 49623406
    {'hecke_orbit_code': 31525197559365840, 'n': 787, 'trace_an': -4276166417444}
  • id: 49623407
    {'hecke_orbit_code': 31525197559365840, 'n': 797, 'trace_an': 10295369231790}
  • id: 49623408
    {'hecke_orbit_code': 31525197559365840, 'n': 809, 'trace_an': -34410220607535}
  • id: 49623409
    {'hecke_orbit_code': 31525197559365840, 'n': 811, 'trace_an': -697712974000}
  • id: 49623410
    {'hecke_orbit_code': 31525197559365840, 'n': 821, 'trace_an': -16794055206261}
  • id: 49623411
    {'hecke_orbit_code': 31525197559365840, 'n': 823, 'trace_an': -1463079243318}
  • id: 49623412
    {'hecke_orbit_code': 31525197559365840, 'n': 827, 'trace_an': 15946948154250}
  • id: 49623413
    {'hecke_orbit_code': 31525197559365840, 'n': 829, 'trace_an': 27436504173022}
  • id: 49623414
    {'hecke_orbit_code': 31525197559365840, 'n': 839, 'trace_an': -626930482332}
  • id: 49623415
    {'hecke_orbit_code': 31525197559365840, 'n': 841, 'trace_an': 8965973970595}
  • id: 49623416
    {'hecke_orbit_code': 31525197559365840, 'n': 853, 'trace_an': -11194433990475}
  • id: 49623417
    {'hecke_orbit_code': 31525197559365840, 'n': 857, 'trace_an': -12148502772474}
  • id: 49623418
    {'hecke_orbit_code': 31525197559365840, 'n': 859, 'trace_an': -37273185920588}
  • id: 49623419
    {'hecke_orbit_code': 31525197559365840, 'n': 863, 'trace_an': -31519586127615}
  • id: 49623420
    {'hecke_orbit_code': 31525197559365840, 'n': 877, 'trace_an': -65443169796995}
  • id: 49623421
    {'hecke_orbit_code': 31525197559365840, 'n': 881, 'trace_an': -14300757730893}
  • id: 49623422
    {'hecke_orbit_code': 31525197559365840, 'n': 883, 'trace_an': -60300453203669}
  • id: 49623423
    {'hecke_orbit_code': 31525197559365840, 'n': 887, 'trace_an': -8937174369360}
  • id: 49623424
    {'hecke_orbit_code': 31525197559365840, 'n': 907, 'trace_an': -24970615487571}
  • id: 49623425
    {'hecke_orbit_code': 31525197559365840, 'n': 911, 'trace_an': -69179514611982}
  • id: 49623426
    {'hecke_orbit_code': 31525197559365840, 'n': 919, 'trace_an': -16534338455832}
  • id: 49623427
    {'hecke_orbit_code': 31525197559365840, 'n': 929, 'trace_an': -82001585743680}
  • id: 49623428
    {'hecke_orbit_code': 31525197559365840, 'n': 937, 'trace_an': 29130796864366}
  • id: 49623429
    {'hecke_orbit_code': 31525197559365840, 'n': 941, 'trace_an': 34299994527717}
  • id: 49623430
    {'hecke_orbit_code': 31525197559365840, 'n': 947, 'trace_an': -7957339711410}
  • id: 49623431
    {'hecke_orbit_code': 31525197559365840, 'n': 953, 'trace_an': 108232415953281}
  • id: 49623432
    {'hecke_orbit_code': 31525197559365840, 'n': 961, 'trace_an': -30843827804763}
  • id: 49623433
    {'hecke_orbit_code': 31525197559365840, 'n': 967, 'trace_an': -28117624350445}
  • id: 49623434
    {'hecke_orbit_code': 31525197559365840, 'n': 971, 'trace_an': 16719573564771}
  • id: 49623435
    {'hecke_orbit_code': 31525197559365840, 'n': 977, 'trace_an': 20973810045762}
  • id: 49623436
    {'hecke_orbit_code': 31525197559365840, 'n': 983, 'trace_an': 7903279887285}
  • id: 49623437
    {'hecke_orbit_code': 31525197559365840, 'n': 991, 'trace_an': -54625386961514}
  • id: 49623438
    {'hecke_orbit_code': 31525197559365840, 'n': 997, 'trace_an': -14690754977110}