Newform data - 72.21.b.a

Formats: - HTML - YAML - JSON - 2024-12-12T16:49:48.946892

• 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': 31752, 'analytic_conductor': 182.52991087391638, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 8, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [72, 2, [55, 37, 65], [1, 1, 2]], 'cm_discs': [-8], 'conrey_index': 19, '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': [[5, [0, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 69071798344, '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, 8, 4, -1, 2, -8]], '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': False, 'label': '72.21.b.a', 'level': 72, 'level_is_powerful': True, '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, 3], 'level_radical': 6, 'minimal_twist': '8.21.d.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 4, 'qexp_display': 'q-2^{10}q^{2}+2^{20}q^{4}-2^{30}q^{8}+42383023726q^{11}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '20.2.1.d2', 'self_twist_discs': [-8], 'self_twist_type': 1, 'space_label': '72.21.b', 'trace_display': [-1024, 0, 0, 0], 'trace_hash': 1518427084386207348, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.959', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.795', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.152', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.507', 'prec': 17}, 'traces': [1, -1024, 0, 1048576, 0, 0, 0, -1073741824, 0, 0, 42383023726, 0, 0, 0, 0, 1099511627776, 3353535763774, 0, -1014654432526, 0, 0, -43400216295424, 0, 0, 95367431640625, 0, 0, 0, 0, 0, 0, -1125899906842624, 0, -3434020622104576, 0, 0, 0, 1039006138906624, 0, 0, 25418071370591326, 0, 2781113986388498, 44441821486514176, 0, 0, 0, 0, 79792266297612001, -97656250000000000, 0, 0, 0, 0, 0, 0, 0, 0, 173912197184497198, 0, 0, 0, 0, 1152921504606846976, 0, 0, -356137514166464974, 3516437117035085824, 0, 0, 0, 0, -6016717170316692574, 0, 0, -1063942286240382976, 0, 0, 0, 0, 0, -26028105083485517824, 31022856480301602574, 0, 0, -2847860722061821952, 0, -45508425202190516224, -61202446863210984674, 0, 0, 0, 0, 0, 0, 0, -50009130514058267902, -81707280688754689024, 0, 100000000000000000000, 0, 0, 0, 0, 0, 0, -362646817436936119826, 0, 0, 0, 0, 0, -152948156188402348226, 0, 0, 0, 0, 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0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1952164265702155561334446082048, 0, 0], 'weight': 21, '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], [-1024], [0], [1048576], [0], [0], [0], [-1073741824], [0], [0], [42383023726], [0], [0], [0], [0], [1099511627776], [3353535763774], [0], [-1014654432526], [0], [0], [-43400216295424], [0], [0], [95367431640625], [0], [0], [0], [0], [0], [0], [-1125899906842624], [0], [-3434020622104576], [0], [0], [0], [1039006138906624], [0], [0], [25418071370591326], [0], [2781113986388498], [44441821486514176], [0], [0], [0], [0], [79792266297612001], [-97656250000000000], [0], [0], [0], [0], [0], [0], [0], [0], [173912197184497198], [0], [0], [0], [0], [1152921504606846976], [0], [0], [-356137514166464974], [3516437117035085824], [0], [0], [0], [0], [-6016717170316692574], [0], [0], [-1063942286240382976], [0], [0], [0], [0], [0], [-26028105083485517824], [31022856480301602574], [0], [0], [-2847860722061821952], [0], [-45508425202190516224], [-61202446863210984674], [0], [0], [0], [0], [0], [0], [0], [-50009130514058267902], [-81707280688754689024], [0], [100000000000000000000]], 'ap': [[-1024], [0], [0], [0], [42383023726], [0], [3353535763774], [-1014654432526], [0], [0], [0], [0], [25418071370591326], [2781113986388498], [0], [0], [173912197184497198], [0], [-356137514166464974], [0], [-6016717170316692574], [0], [31022856480301602574], [-61202446863210984674], [-50009130514058267902], [0], [0], [-362646817436936119826], [0], [-152948156188402348226], [0], [-2172940798248513783602], [-2116403153546311797026], [2542390685813946237074], [0], [0], [0], [70679155446967099826], [0], [0], [39223372648761065424526], [0], [0], [120383610792393698116226], [0], [0], [-282329070495580832698126], [0], [221143024593650726842702], [0], [785873597218067503579102], [0], [713387456315373240363074], [1557659566675807116852526], [-1504072781429979874730498], [0], [0], [0], [0], [-2044201570035889992261602], [-768741734404861133171374], [0], [2648673660753493352909426], [0], [15361771727312529620841698], [0], [-30869067915369365901199726], [1119420523751313423925826], [50399363804099416022118574], [0], [-56278995596599716081204098], [0], [0], [0], [-38300763970462329736039726], [0], [0], [0], [213089545138808110344990526], [127052872960919940563429474], [316628626680511185268219726], [0], [0], [-240752313245869391105194174], [0], [-130434004735451145461743826], [595619891910556202636166526], [694600393489111328145621026], [0], [0], [922043394124427772387481102], [0], [0], [-1592017643284972790583958802], [1906410415724761290365670002], [0], [0], [2578847374310616289494728926], [2215975393325985240020878226], [0], [-4193734846312413088332580174], [0], [-2783556262732588270063491698], [6379846809300183052622884126], [-7293818093842084499630007598], [-8179427373801150559795819774], [7681620219008736577914884974], [-3000070015661982055752489026], [0], [8693914607092565996378626274], [0], [0], [-14724151424646361280371684898], [6025243609314221615043602], [0], [-17717516320241974305527356802], [-23577429124348807443383415502], [0], [0], [-19664596970449202819587161074], [0], [-28219027856515271390638408702], [0], [-43426496426662293004708894226], [-38470608195480230913220176526], [0], [0], [0], [0], [0], [56880724049162662781047489202], [0], [0], [0], [71600271564380232994720976926], [-43262309314102930835906483326], [0], [-182292238457966560495503884302], [0], [124018793203811569402461487198], [-111744825141209354978463874798], [0], [0], [-219923573660836889621248803026], [0], [0], [0], [35015307561134012444840239774], [-425331847184040057801762737326], [0], [0], [-559187941648255434910886673602], [450563832873710856514085511026], [0], [-739354968149790967985726043502], [0], [0], [933454634145842574031780377598], [734116307275545394923391182626], [0], [842381928210016083425331413902], [907851930598533072717177804574], [0], [767973221757635946827978518126], [546005287302852786846817613374], [0], [0], [0]], 'char_orbit_index': 2, 'field_poly': [0, 1], 'hecke_orbit_code': 69071798344, 'hecke_ring_character_values': [[55, [-1]], [37, [-1]], [65, [1]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '72.21.b.a', 'level': 72, 'maxp': 997, 'weight': 21}
• mf_newspaces •

  Column	Type
  ALdims	integer[]
  Nk2	integer
  a4_dim	integer
  a5_dim	integer
  analytic_conductor	double precision
  char_conductor	integer
  char_degree	integer
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  conrey_index	integer
  cusp_dim	integer
  dihedral_dim	integer
  dim	integer
  eis_dim	integer
  eis_new_dim	integer
  hecke_cutter_primes	integer[]
  hecke_orbit_code	bigint
  hecke_orbit_dims	integer[]
  label	text
  level	integer
  level_is_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  mf_dim	integer
  mf_new_dim	integer
  num_forms	smallint
  plus_dim	integer
  prim_orbit_index	smallint
  relative_dim	integer
  s4_dim	integer
  sturm_bound	integer
  trace_bound	integer
  trace_display	numeric[]
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'Nk2': 31752, 'analytic_conductor': 182.52991087391638, 'char_conductor': 8, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [72, 2, [55, 37, 65], [1, 1, 2]], 'conrey_index': 19, 'cusp_dim': 236, 'dim': 99, 'eis_dim': 8, 'eis_new_dim': 2, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 69071798344, 'hecke_orbit_dims': [1, 18, 40, 40], 'label': '72.21.b', 'level': 72, 'level_is_powerful': True, '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, 3], 'level_radical': 6, 'mf_dim': 244, 'mf_new_dim': 101, 'num_forms': 4, 'prim_orbit_index': 4, 'relative_dim': 99, 'sturm_bound': 252, 'trace_bound': 2, 'trace_display': [628, 0, 0, 0], 'traces': [99, 628, 0, -267504, 0, 0, 0, 609676444, 0, -10300080972, -14520628702, 0, 0, 347346537852, 0, 3184617175248, 990389375402, 0, 1375336086078, 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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: 62896
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '72.21.b.a', 'source_level': 72, 'target_char_orbit': 4, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '8.21.d.a', 'target_level': 8, 'twist_class_label': '8.21.d.a', 'twist_class_level': 8, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 21}
  • id: 62897
    {'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '72.21.b.a', 'source_level': 72, 'target_char_orbit': 4, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '8.21.d.a', 'target_level': 8, 'twist_class_label': '8.21.d.a', 'twist_class_level': 8, 'twisting_char_label': '24.f', 'twisting_char_orbit': 6, 'weight': 21}
  • id: 62898
    {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '72.21.b.a', 'source_level': 72, 'target_char_orbit': 4, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '32.21.d.a', 'target_level': 32, 'twist_class_label': '8.21.d.a', 'twist_class_level': 8, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 21}
  • id: 62899
    {'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '72.21.b.a', 'source_level': 72, 'target_char_orbit': 4, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '32.21.d.a', 'target_level': 32, 'twist_class_label': '8.21.d.a', 'twist_class_level': 8, 'twisting_char_label': '24.h', 'twisting_char_orbit': 8, 'weight': 21}
  • id: 62900
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 2, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '72.21.b.a', 'source_level': 72, 'target_char_orbit': 2, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '72.21.b.a', 'target_level': 72, 'twist_class_label': '8.21.d.a', 'twist_class_level': 8, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 21}
  • id: 62901
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': -8, 'source_char_orbit': 2, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '72.21.b.a', 'source_level': 72, 'target_char_orbit': 2, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '72.21.b.a', 'target_level': 72, 'twist_class_label': '8.21.d.a', 'twist_class_level': 8, 'twisting_char_label': '8.d', 'twisting_char_orbit': 4, 'weight': 21}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 223575
    {'charpoly_factorization': [[[1024, 1], 1]], 'hecke_orbit_code': 69071798344, 'p': 2}
  • id: 223576
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69071798344, 'p': 3}
  • id: 223577
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69071798344, 'p': 5}
  • id: 223578
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69071798344, 'p': 7}
  • id: 223579
    {'charpoly_factorization': [[[-42383023726, 1], 1]], 'hecke_orbit_code': 69071798344, 'p': 11}
  • id: 223580
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69071798344, 'p': 13}
  • id: 223581
    {'charpoly_factorization': [[[-3353535763774, 1], 1]], 'hecke_orbit_code': 69071798344, 'p': 17}
  • id: 223582
    {'charpoly_factorization': [[[1014654432526, 1], 1]], 'hecke_orbit_code': 69071798344, 'p': 19}
  • id: 223583
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69071798344, 'p': 23}
  • id: 223584
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69071798344, 'p': 29}
  • id: 223585
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69071798344, 'p': 31}
  • id: 223586
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69071798344, 'p': 37}
  • id: 223587
    {'charpoly_factorization': [[[-25418071370591326, 1], 1]], 'hecke_orbit_code': 69071798344, 'p': 41}
  • id: 223588
    {'charpoly_factorization': [[[-2781113986388498, 1], 1]], 'hecke_orbit_code': 69071798344, 'p': 43}
  • id: 223589
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69071798344, 'p': 47}
  • id: 223590
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69071798344, 'p': 53}
  • id: 223591
    {'charpoly_factorization': [[[-173912197184497198, 1], 1]], 'hecke_orbit_code': 69071798344, 'p': 59}
  • id: 223592
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69071798344, 'p': 61}
  • id: 223593
    {'charpoly_factorization': [[[356137514166464974, 1], 1]], 'hecke_orbit_code': 69071798344, 'p': 67}
  • id: 223594
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69071798344, 'p': 71}
  • id: 223595
    {'charpoly_factorization': [[[6016717170316692574, 1], 1]], 'hecke_orbit_code': 69071798344, 'p': 73}
  • id: 223596
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69071798344, 'p': 79}
  • id: 223597
    {'charpoly_factorization': [[[-31022856480301602574, 1], 1]], 'hecke_orbit_code': 69071798344, 'p': 83}
  • id: 223598
    {'charpoly_factorization': [[[61202446863210984674, 1], 1]], 'hecke_orbit_code': 69071798344, 'p': 89}
  • id: 223599
    {'charpoly_factorization': [[[50009130514058267902, 1], 1]], 'hecke_orbit_code': 69071798344, 'p': 97}
• mf_newform_portraits •

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

  
  {'char_orbit_index': 2, 'hecke_orbit': 1, 'label': '72.21.b.a', 'level': 72, 'portrait': 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', 'weight': 21}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 5258845
    {'hecke_orbit_code': 69071798344, 'n': 1, 'trace_an': 1}
  • id: 5258846
    {'hecke_orbit_code': 69071798344, 'n': 2, 'trace_an': -1024}
  • id: 5258847
    {'hecke_orbit_code': 69071798344, 'n': 3, 'trace_an': 0}
  • id: 5258848
    {'hecke_orbit_code': 69071798344, 'n': 4, 'trace_an': 1048576}
  • id: 5258849
    {'hecke_orbit_code': 69071798344, 'n': 5, 'trace_an': 0}
  • id: 5258850
    {'hecke_orbit_code': 69071798344, 'n': 6, 'trace_an': 0}
  • id: 5258851
    {'hecke_orbit_code': 69071798344, 'n': 7, 'trace_an': 0}
  • id: 5258852
    {'hecke_orbit_code': 69071798344, 'n': 8, 'trace_an': -1073741824}
  • id: 5258853
    {'hecke_orbit_code': 69071798344, 'n': 9, 'trace_an': 0}
  • id: 5258854
    {'hecke_orbit_code': 69071798344, 'n': 10, 'trace_an': 0}
  • id: 5258855
    {'hecke_orbit_code': 69071798344, 'n': 11, 'trace_an': 42383023726}
  • id: 5258856
    {'hecke_orbit_code': 69071798344, 'n': 12, 'trace_an': 0}
  • id: 5258857
    {'hecke_orbit_code': 69071798344, 'n': 13, 'trace_an': 0}
  • id: 5258858
    {'hecke_orbit_code': 69071798344, 'n': 14, 'trace_an': 0}
  • id: 5258859
    {'hecke_orbit_code': 69071798344, 'n': 15, 'trace_an': 0}
  • id: 5258860
    {'hecke_orbit_code': 69071798344, 'n': 16, 'trace_an': 1099511627776}
  • id: 5258861
    {'hecke_orbit_code': 69071798344, 'n': 17, 'trace_an': 3353535763774}
  • id: 5258862
    {'hecke_orbit_code': 69071798344, 'n': 18, 'trace_an': 0}
  • id: 5258863
    {'hecke_orbit_code': 69071798344, 'n': 19, 'trace_an': -1014654432526}
  • id: 5258864
    {'hecke_orbit_code': 69071798344, 'n': 20, 'trace_an': 0}
  • id: 5258865
    {'hecke_orbit_code': 69071798344, 'n': 21, 'trace_an': 0}
  • id: 5258866
    {'hecke_orbit_code': 69071798344, 'n': 22, 'trace_an': -43400216295424}
  • id: 5258867
    {'hecke_orbit_code': 69071798344, 'n': 23, 'trace_an': 0}
  • id: 5258868
    {'hecke_orbit_code': 69071798344, 'n': 24, 'trace_an': 0}
  • id: 5258869
    {'hecke_orbit_code': 69071798344, 'n': 25, 'trace_an': 95367431640625}
  • id: 5258870
    {'hecke_orbit_code': 69071798344, 'n': 26, 'trace_an': 0}
  • id: 5258871
    {'hecke_orbit_code': 69071798344, 'n': 27, 'trace_an': 0}
  • id: 5258872
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  • id: 5259089
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  • id: 5259102
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