Newform data - 48.22.a.i

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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
  conrey_indexes	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_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_prime	boolean
  level_is_prime_power	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': 23232, 'analytic_conductor': 134.14912525778982, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, -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': [48, 1, [31, 37, 17], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 2, 'field_disc': 3190177, 'field_disc_factorization': [[37, 1], [151, 1], [571, 1]], 'field_poly': [-797544, -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': [[5, [-453753148117500, -28827900, 1]]], 'hecke_orbit': 9, 'hecke_orbit_code': 36028797388062768, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 5760, 'hecke_ring_index_factorization': [[2, 7], [3, 2], [5, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '48.22.a.i', 'level': 48, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'minimal_twist': '12.22.a.b', 'prim_orbit_index': 1, 'qexp_display': 'q+3^{10}q^{3}+(14413950-5\\beta )q^{5}+(-254834864+\\cdots)q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '21.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '48.22.a', 'trace_display': [0, 118098, 28827900, -509669728], 'trace_hash': 2221246270669862855, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.970', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.647', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '65.611', 'prec': 20}], 'trace_zratio': 0, 'traces': [2, 0, 118098, 0, 28827900, 0, -509669728, 0, 6973568802, 0, 76050855288, 0, -809326043300, 0, 1702258667100, 0, 831385897668, 0, -29817568652920, 0, -30095487768672, 0, -62680641406128, 0, 784879798238750, 0, 411782264189298, 0, -2113791894718452, 0, -6575738314225648, 0, 4490726953901112, 0, -62119804481121600, 0, 34811548897106284, 0, -47789893530821700, 0, 111628536749375220, 0, -250859109258832648, 0, 100516672033587900, 0, -773718896888534592, 0, 1280410738569171378, 0, 49092505871397732, 0, -589751680675248324, 0, 184360807989219600, 0, -1760697611386273080, 0, 2865708124062989112, 0, -17394704031104736356, 0, -1777108457252312928, 0, -20472203381314851000, 0, 15757929817647896648, 0, -3701229194390452272, 0, -9134476240415397840, 0, 14362399003114082644, 0, 46346367206199948750, 0, 18369452723793706368, 0, 347027209795696304, 0, 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• mf_hecke_nf •

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

  
  {'an': [[1, 0], [0, 0], [59049, 0], [0, 0], [14413950, -5], [0, 0], [-254834864, 207], [0, 0], [3486784401, 0], [0, 0], [38025427644, 3446], [0, 0], [-404663021650, 33282], [0, 0], [851129333550, -295245], [0, 0], [415692948834, -1929874], [0, 0], [-14908784326460, 143838], [0, 0], [-15047743884336, 12223143], [0, 0], [-31340320703064, -22074626], [0, 0], [392439899119375, -144139500], [0, 0], [205891132094649, 0], [0, 0], [-1056895947359226, 547532665], [0, 0], [-3287869157112824, 289904427], [0, 0], [2245363476950556, 203482854], [0, 0], [-31059902240560800, 4257861970], [0, 0], [17405774448553142, 7047881424], [0, 0], [-23894946765410850, 1965268818], [0, 0], [55814268374687610, 1690273114], [0, 0], [-125429554629416324, 1031839722], [0, 0], [50258336016793950, -17433922005], [0, 0], [-386859448444267296, -43854405654], [0, 0], [640205369284585689, -105501633696], [0, 0], [24546252935698866, -113957129826], [0, 0], [-294875840337624162, -14778035435], [0, 0], [92180403994609800, -140456666520], [0, 0], [-880348805693136540, 8493490062], [0, 0], [1432854062031494556, 643295215144], [0, 0], [-8697352015552368178, 121916423484], [0, 0], [-888554228626156464, 721764371007], [0, 0], [-10236101690657425500, 2503040192150], [0, 0], [7878964908823948324, -1576742198616], [0, 0], [-1850614597195226136, -1303484590674], [0, 0], [-4567238120207698920, 5491929813670], [0, 0], [7181199501557041322, -5603775213456], [0, 0], [23173183603099974375, -8511293335500], [0, 0], [9184726361896853184, 6993102580964], [0, 0], [173513604897848152, -5712837137433], [0, 0], [12157665459056928801, 0], [0, 0], [-160342937059221871164, 5174196765054], [0, 0], [261319936849177290300, -29895572086470], [0, 0], [-62408648795614936074, 32331256335585], [0, 0], [345689834375681029530, 29653481787764], [0, 0], [285419244059466696800, -92246659425198], [0, 0], [-194145385858355144376, 17118566509923], [0, 0], [-233924673711385989000, 76617195372400], [0, 0], [-587028445708294081342, 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-286334647055149536379570679214], [286297264876196843303084011184699306, -191703757771885695618410014248], [-2282489325258294837107501571928689738, 35357973623502404606628320249], [-51682412640046916511453439654365852, -119783431814009974227769823230], [1544195581766555753224039341861229338, 358828546731424048771128211212], [-1096772726250345593938015673566630580, -133508007934934985065656038114], [-4461177663716790906228631716783044280, 244786568218524538433485517662]], 'char_orbit_index': 1, 'field_poly': [-797544, -1, 1], 'hecke_orbit_code': 36028797388062768, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1], 'hecke_ring_inverse_denominators': [1, 5760], 'hecke_ring_inverse_numerators': [[1, 0], [2880, 1]], 'hecke_ring_numerators': [[1, 0], [-2880, 5760]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 2, 'label': '48.22.a.i', 'level': 48, 'maxp': 2999, 'weight': 22}
• mf_newspaces •

  Column	Type
  AL_dims	jsonb
  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_prime	boolean
  level_is_prime_power	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

  
  {'AL_dims': [[[[2, -1], [3, -1]], 5, 4], [[[2, 1], [3, -1]], 6, 2], [[[2, -1], [3, 1]], 5, 4], [[[2, 1], [3, 1]], 5, 2]], 'ALdims': [5, 6, 5, 5], 'Nk2': 23232, 'analytic_conductor': 134.14912525778982, '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': [48, 1, [31, 37, 17], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 162, 'dim': 21, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 369098800, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 2, 2, 2, 3, 3, 3], 'label': '48.22.a', 'level': 48, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 174, 'mf_new_dim': 21, 'num_forms': 12, 'plus_dim': 10, 'prim_orbit_index': 1, 'relative_dim': 21, 'sturm_bound': 176, 'trace_bound': 5, 'trace_display': [0, 59049, 20783558, 3921376], 'traces': [21, 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: 39499
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '48.22.a.i', 'source_level': 48, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '12.22.a.b', 'target_level': 12, 'twist_class_label': '12.22.a.b', 'twist_class_level': 12, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 22}
  • id: 39500
    {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '48.22.a.i', 'source_level': 48, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '36.22.a.b', 'target_level': 36, 'twist_class_label': '12.22.a.b', 'twist_class_level': 12, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 22}
  • id: 39501
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '48.22.a.i', 'source_level': 48, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '48.22.a.i', 'target_level': 48, 'twist_class_label': '12.22.a.b', 'twist_class_level': 12, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 22}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 161700
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 36028797388062768, 'p': 2}
  • id: 161701
    {'charpoly_factorization': [[[-59049, 1], 2]], 'hecke_orbit_code': 36028797388062768, 'p': 3}
  • id: 161702
    {'charpoly_factorization': [[[-453753148117500, -28827900, 1], 1]], 'hecke_orbit_code': 36028797388062768, 'p': 5}
  • id: 161703
    {'charpoly_factorization': [[[-1068869617548072704, 509669728, 1], 1]], 'hecke_orbit_code': 36028797388062768, 'p': 7}
  • id: 161704
    {'charpoly_factorization': [[[1131715696407824529936, -76050855288, 1], 1]], 'hecke_orbit_code': 36028797388062768, 'p': 11}
  • id: 161705
    {'charpoly_factorization': [[[134441974199671034911300, 809326043300, 1], 1]], 'hecke_orbit_code': 36028797388062768, 'p': 13}
  • id: 161706
    {'charpoly_factorization': [[[-98377434657833008321349244, -831385897668, 1], 1]], 'hecke_orbit_code': 36028797388062768, 'p': 17}
  • id: 161707
    {'charpoly_factorization': [[[221724396857612484997584400, 29817568652920, 1], 1]], 'hecke_orbit_code': 36028797388062768, 'p': 19}
  • id: 161708
    {'charpoly_factorization': [[[-11911748604905548568583520704, 62680641406128, 1], 1]], 'hecke_orbit_code': 36028797388062768, 'p': 23}
  • id: 161709
    {'charpoly_factorization': [[[-6815648892596016920330654760924, 2113791894718452, 1], 1]], 'hecke_orbit_code': 36028797388062768, 'p': 29}
  • id: 161710
    {'charpoly_factorization': [[[8586213320250870312211971059776, 6575738314225648, 1], 1]], 'hecke_orbit_code': 36028797388062768, 'p': 31}
  • id: 161711
    {'charpoly_factorization': [[[-1011406881237129839750911839956636, -34811548897106284, 1], 1]], 'hecke_orbit_code': 36028797388062768, 'p': 37}
  • id: 161712
    {'charpoly_factorization': [[[3039633994379144771366034742347300, -111628536749375220, 1], 1]], 'hecke_orbit_code': 36028797388062768, 'p': 41}
  • id: 161713
    {'charpoly_factorization': [[[15704400748956399781644343725173776, 250859109258832648, 1], 1]], 'hecke_orbit_code': 36028797388062768, 'p': 43}
  • id: 161714
    {'charpoly_factorization': [[[98770963654457401310088101983650816, 773718896888534592, 1], 1]], 'hecke_orbit_code': 36028797388062768, 'p': 47}
  • id: 161715
    {'charpoly_factorization': [[[81173021116621692858931661318522244, 589751680675248324, 1], 1]], 'hecke_orbit_code': 36028797388062768, 'p': 53}
  • id: 161716
    {'charpoly_factorization': [[[-8897087531566436233264640780638439664, -2865708124062989112, 1], 1]], 'hecke_orbit_code': 36028797388062768, 'p': 59}
  • id: 161717
    {'charpoly_factorization': [[[75250631868414293114747341532672786884, 17394704031104736356, 1], 1]], 'hecke_orbit_code': 36028797388062768, 'p': 61}
  • id: 161718
    {'charpoly_factorization': [[[-3706042175369839148141239114723203824, -15757929817647896648, 1], 1]], 'hecke_orbit_code': 36028797388062768, 'p': 67}
  • id: 161719
    {'charpoly_factorization': [[[-777226371507109639530150511147167153600, 9134476240415397840, 1], 1]], 'hecke_orbit_code': 36028797388062768, 'p': 71}
  • id: 161720
    {'charpoly_factorization': [[[-779354113294873077199441037043804729116, -14362399003114082644, 1], 1]], 'hecke_orbit_code': 36028797388062768, 'p': 73}
  • id: 161721
    {'charpoly_factorization': [[[-863551614913434383557122146836754588096, -347027209795696304, 1], 1]], 'hecke_orbit_code': 36028797388062768, 'p': 79}
  • id: 161722
    {'charpoly_factorization': [[[25001445911542127134648499428416377454096, 320685874118443742328, 1], 1]], 'hecke_orbit_code': 36028797388062768, 'p': 83}
  • id: 161723
    {'charpoly_factorization': [[[96233885512957909815736272391099325096100, -691379668751362059060, 1], 1]], 'hecke_orbit_code': 36028797388062768, 'p': 89}
  • id: 161724
    {'charpoly_factorization': [[[340157960253008092691699164196914535228164, 1174056891416588162684, 1], 1]], 'hecke_orbit_code': 36028797388062768, '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': 9, 'label': '48.22.a.i', 'level': 48, 'portrait': 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', 'weight': 22}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 201122000
    {'hecke_orbit_code': 36028797388062768, 'n': 1, 'trace_an': 2}
  • id: 201122001
    {'hecke_orbit_code': 36028797388062768, 'n': 2, 'trace_an': 0}
  • id: 201122002
    {'hecke_orbit_code': 36028797388062768, 'n': 3, 'trace_an': 118098}
  • id: 201122003
    {'hecke_orbit_code': 36028797388062768, 'n': 4, 'trace_an': 0}
  • id: 201122004
    {'hecke_orbit_code': 36028797388062768, 'n': 5, 'trace_an': 28827900}
  • id: 201122005
    {'hecke_orbit_code': 36028797388062768, 'n': 6, 'trace_an': 0}
  • id: 201122006
    {'hecke_orbit_code': 36028797388062768, 'n': 7, 'trace_an': -509669728}
  • id: 201122007
    {'hecke_orbit_code': 36028797388062768, 'n': 8, 'trace_an': 0}
  • id: 201122008
    {'hecke_orbit_code': 36028797388062768, 'n': 9, 'trace_an': 6973568802}
  • id: 201122009
    {'hecke_orbit_code': 36028797388062768, 'n': 10, 'trace_an': 0}
  • id: 201122010
    {'hecke_orbit_code': 36028797388062768, 'n': 11, 'trace_an': 76050855288}
  • id: 201122011
    {'hecke_orbit_code': 36028797388062768, 'n': 12, 'trace_an': 0}
  • id: 201122012
    {'hecke_orbit_code': 36028797388062768, 'n': 13, 'trace_an': -809326043300}
  • id: 201122013
    {'hecke_orbit_code': 36028797388062768, 'n': 14, 'trace_an': 0}
  • id: 201122014
    {'hecke_orbit_code': 36028797388062768, 'n': 15, 'trace_an': 1702258667100}
  • id: 201122015
    {'hecke_orbit_code': 36028797388062768, 'n': 16, 'trace_an': 0}
  • id: 201122016
    {'hecke_orbit_code': 36028797388062768, 'n': 17, 'trace_an': 831385897668}
  • id: 201122017
    {'hecke_orbit_code': 36028797388062768, 'n': 18, 'trace_an': 0}
  • id: 201122018
    {'hecke_orbit_code': 36028797388062768, 'n': 19, 'trace_an': -29817568652920}
  • id: 201122019
    {'hecke_orbit_code': 36028797388062768, 'n': 20, 'trace_an': 0}
  • id: 201122020
    {'hecke_orbit_code': 36028797388062768, 'n': 21, 'trace_an': -30095487768672}
  • id: 201122021
    {'hecke_orbit_code': 36028797388062768, 'n': 22, 'trace_an': 0}
  • id: 201122022
    {'hecke_orbit_code': 36028797388062768, 'n': 23, 'trace_an': -62680641406128}
  • id: 201122023
    {'hecke_orbit_code': 36028797388062768, 'n': 24, 'trace_an': 0}
  • id: 201122024
    {'hecke_orbit_code': 36028797388062768, 'n': 25, 'trace_an': 784879798238750}
  • id: 201122025
    {'hecke_orbit_code': 36028797388062768, 'n': 26, 'trace_an': 0}
  • id: 201122026
    {'hecke_orbit_code': 36028797388062768, 'n': 27, 'trace_an': 411782264189298}
  • id: 201122027
    {'hecke_orbit_code': 36028797388062768, 'n': 28, 'trace_an': 0}
  • id: 201122028
    {'hecke_orbit_code': 36028797388062768, 'n': 29, 'trace_an': -2113791894718452}
  • id: 201122029
    {'hecke_orbit_code': 36028797388062768, 'n': 30, 'trace_an': 0}
  • id: 201122030
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