Embedded newform data - 2.26.a.a.1.1

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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': 1352, 'analytic_conductor': 7.919935599044865, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 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': [2, 1, [], []], 'cm_discs': [], 'conrey_index': 1, '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, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[3, [-97956, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 436207618, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], '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': '2.26.a.a', 'level': 2, 'level_is_powerful': False, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2], 'level_radical': 2, 'minimal_twist': '2.26.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-2^{12}q^{2}+97956q^{3}+2^{24}q^{4}+341005350q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '25.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '2.26.a', 'trace_display': [-4096, 97956, 341005350, -40882637368], 'trace_hash': 390955006068678502, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.997', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.001', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5.000', 'prec': 17}], 'trace_zratio': 0, 'traces': [1, -4096, 97956, 16777216, 341005350, -401227776, -40882637368, -68719476736, -837693231507, -1396757913600, -14506222377108, 1643428970496, 87843989537006, 167455282659328, 33403520064600, 281474976710656, -2655425868886638, 3431191476252672, -13999424704097740, 5721120414105600, -4004699626019808, 59417486856634368, 85852780724035416, -6731485063151616, -181738575148330625, -359808981143576576, -165054081212098200, -685896837772607488, 2080230429601526910, -136820818184601600, 2663532371302675232, -1152921504606846976, -1420971519171991248, 10876624358959669248, -13941198064597918800, -14054160286730944512, -51379607980315436218, 57341643587984343040, 8604845839086959736, -23433709216176537600, 233559807284225330922, 16403249668177133568, -40133597094729613684, -243374026164774371328, -285657873602675562450, -351652989845649063936, 279826395037007620272, 27572162818669019136, 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• mf_hecke_cc •

  Column	Type
  an_normalized	double precision[]
  angles	double precision[]
  char_orbit_index	smallint
  conrey_index	integer
  dual_conrey_index	integer
  dual_embedding_index	integer
  dual_embedding_m	integer
  embedding_index	integer
  embedding_m	integer
  embedding_root_imag	double precision
  embedding_root_real	double precision
  hecke_orbit	integer
  hecke_orbit_code	bigint
  label	text
  level	integer
  weight	smallint

  
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0.0], [0.7227591465368498, 0.0], [0.4600120490427527, 0.0], [0.27154915199379404, 0.0], [0.35552218051559714, 0.0]], 'angles': [None, -0.24152751835248237, -0.1994461791506082, -0.34425232450123966, -0.3726994605410848, -0.16243146121894736, -0.34320200701203873, -0.3792045111152927, -0.1830367594273155, -0.15809550268893752, -0.20089340905108255, -0.36085683267391094, -0.10019532423368517, -0.262200227907257, -0.2218994793293044, -0.24053635063497086, -0.29934338264044247, -0.15034587454118864, -0.4404863659085664, -0.3046173113036801, -0.2335318330588151, -0.38902832302390317, -0.2492659024670402, -0.11184865869222989, -0.3592269277894888, -0.19789030473740102, -0.16173638441088659, -0.2714824841366263, -0.29566872275207556, -0.33299014695739826, -0.251468564429993, -0.2878909922080593, -0.3194069573599296, -0.2551992798667474, -0.18730750415143027, -0.26223354974206614, -0.27365587353405574, -0.3986865869817928, -0.1990781773765849, -0.2903642216160195, -0.28881726129534674, 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-0.22719433970786135, -0.2276444683687377, -0.3675374810477624, -0.16650744715778212, -0.15998333956036245, -0.3376230112544964, -0.22111042608993478, -0.20688757521556095, -0.25177987766288057, -0.20206741414868715, -0.09519888294539941, -0.2843925466718316, -0.33434716077644705, -0.30454907054885133, -0.3840039509649062, -0.11884737725027987, -0.25853539800253783, -0.23106440617719903, -0.14830655762638298, -0.2512971767727556, -0.34348101956244004, -0.2409233629079168, -0.18929170238700604, -0.21186924018918998, -0.32639974648212244, -0.2172737980923781, -0.39417058938098726, -0.13574055050837733, -0.25463792061102214, -0.22921155090572184, -0.2698470509572789, -0.35945760940391813, -0.24282973774622138, -0.22200203905781002, -0.19115293184696014], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 1, 'dual_embedding_m': 1, 'embedding_index': 1, 'embedding_m': 1, 'embedding_root_imag': 0.0, 'embedding_root_real': 0.0, 'hecke_orbit': 1, 'hecke_orbit_code': 436207618, 'label': '2.26.a.a.1.1', 'level': 2, 'weight': 26}
• 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': [1, 2], 'Nk2': 1352, 'analytic_conductor': 7.919935599044865, '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': [2, 1, [], []], 'conrey_index': 1, 'cusp_dim': 5, 'dim': 3, 'eis_dim': 2, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 436207618, 'hecke_orbit_dims': [1, 2], 'label': '2.26.a', 'level': 2, 'level_is_powerful': False, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2], 'level_radical': 2, 'mf_dim': 7, 'mf_new_dim': 3, 'num_forms': 2, 'plus_dim': 1, 'prim_orbit_index': 1, 'relative_dim': 3, 'sturm_bound': 6, 'trace_bound': 1, 'trace_display': [4096, 477804, 1082958450, -41259174312], 'traces': [3, 4096, 477804, 50331648, 1082958450, 1154629632, -41259174312, 68719476736, 2456838201159, 1642281984000, -6183187766844, 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9113044633933935528390643517760709728, 1488879063639194255096549977165824000, -16334201219647296532912118131684155744, -13087520653125202789894059908826923008, -16929811733430418047999878896140704112, -37122298785088198869926957426289672192, -6339230023462241147869885890851526000, -76288075687668297428882864021880963072, 98816187386883586722718524492974588178, 22621124975357618813798184920135843840, 46193251185332390584772515248270849360, 27345315421277228092472791400448000000], 'weight': 26, 'weight_parity': 1}
• mf_twists_cc •

  Column	Type
  conductor	integer
  degree	integer
  order	integer
  parity	smallint
  source_conrey_index	integer
  source_dim	integer
  source_embedding_index	integer
  source_hecke_orbit_code	bigint
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_conrey_index	integer
  target_dim	integer
  target_embedding_index	integer
  target_hecke_orbit_code	bigint
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_conrey_index	integer
  weight	smallint

  
  
  • id: 469442
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 436207618, 'source_is_minimal': True, 'source_label': '2.26.a.a.1.1', 'source_level': 2, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 436207618, 'target_is_minimal': True, 'target_label': '2.26.a.a.1.1', 'target_level': 2, 'twist_class_label': '2.26.a.a.1.1', 'twist_class_level': 2, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 26}
  • id: 469443
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 436207618, 'source_is_minimal': True, 'source_label': '2.26.a.a.1.1', 'source_level': 2, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007199690948626, 'target_is_minimal': False, 'target_label': '18.26.a.c.1.1', 'target_level': 18, 'twist_class_label': '2.26.a.a.1.1', 'twist_class_level': 2, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 26}
  • id: 469444
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 436207618, 'source_is_minimal': True, 'source_label': '2.26.a.a.1.1', 'source_level': 2, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 436207632, 'target_is_minimal': False, 'target_label': '16.26.a.a.1.1', 'target_level': 16, 'twist_class_label': '2.26.a.a.1.1', 'twist_class_level': 2, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 26}
  • id: 469445
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 436207618, 'source_is_minimal': True, 'source_label': '2.26.a.a.1.1', 'source_level': 2, 'target_conrey_index': 49, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 69155684402, 'target_is_minimal': False, 'target_label': '50.26.b.a.49.1', 'target_level': 50, 'twist_class_label': '2.26.a.a.1.1', 'twist_class_level': 2, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 26}
  • id: 469446
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 436207618, 'source_is_minimal': True, 'source_label': '2.26.a.a.1.1', 'source_level': 2, 'target_conrey_index': 49, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 69155684402, 'target_is_minimal': False, 'target_label': '50.26.b.a.49.2', 'target_level': 50, 'twist_class_label': '2.26.a.a.1.1', 'twist_class_level': 2, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 26}
  • id: 469447
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 436207618, 'source_is_minimal': True, 'source_label': '2.26.a.a.1.1', 'source_level': 2, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503600063578162, 'target_is_minimal': False, 'target_label': '50.26.a.b.1.1', 'target_level': 50, 'twist_class_label': '2.26.a.a.1.1', 'twist_class_level': 2, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 26}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 3400
    {'charpoly_factorization': [[[4096, 1], 1]], 'hecke_orbit_code': 436207618, 'p': 2}
  • id: 3401
    {'charpoly_factorization': [[[-97956, 1], 1]], 'hecke_orbit_code': 436207618, 'p': 3}
  • id: 3402
    {'charpoly_factorization': [[[-341005350, 1], 1]], 'hecke_orbit_code': 436207618, 'p': 5}
  • id: 3403
    {'charpoly_factorization': [[[40882637368, 1], 1]], 'hecke_orbit_code': 436207618, 'p': 7}
  • id: 3404
    {'charpoly_factorization': [[[14506222377108, 1], 1]], 'hecke_orbit_code': 436207618, 'p': 11}
  • id: 3405
    {'charpoly_factorization': [[[-87843989537006, 1], 1]], 'hecke_orbit_code': 436207618, 'p': 13}
  • id: 3406
    {'charpoly_factorization': [[[2655425868886638, 1], 1]], 'hecke_orbit_code': 436207618, 'p': 17}
  • id: 3407
    {'charpoly_factorization': [[[13999424704097740, 1], 1]], 'hecke_orbit_code': 436207618, 'p': 19}
  • id: 3408
    {'charpoly_factorization': [[[-85852780724035416, 1], 1]], 'hecke_orbit_code': 436207618, 'p': 23}
  • id: 3409
    {'charpoly_factorization': [[[-2080230429601526910, 1], 1]], 'hecke_orbit_code': 436207618, 'p': 29}
  • id: 3410
    {'charpoly_factorization': [[[-2663532371302675232, 1], 1]], 'hecke_orbit_code': 436207618, 'p': 31}
  • id: 3411
    {'charpoly_factorization': [[[51379607980315436218, 1], 1]], 'hecke_orbit_code': 436207618, 'p': 37}
  • id: 3412
    {'charpoly_factorization': [[[-233559807284225330922, 1], 1]], 'hecke_orbit_code': 436207618, 'p': 41}
  • id: 3413
    {'charpoly_factorization': [[[40133597094729613684, 1], 1]], 'hecke_orbit_code': 436207618, 'p': 43}
  • id: 3414
    {'charpoly_factorization': [[[-279826395037007620272, 1], 1]], 'hecke_orbit_code': 436207618, 'p': 47}
  • id: 3415
    {'charpoly_factorization': [[[-425070456489000653526, 1], 1]], 'hecke_orbit_code': 436207618, 'p': 53}
  • id: 3416
    {'charpoly_factorization': [[[8338905271550069098980, 1], 1]], 'hecke_orbit_code': 436207618, 'p': 59}
  • id: 3417
    {'charpoly_factorization': [[[-24297948469063188136862, 1], 1]], 'hecke_orbit_code': 436207618, 'p': 61}
  • id: 3418
    {'charpoly_factorization': [[[124700073335102453318428, 1], 1]], 'hecke_orbit_code': 436207618, 'p': 67}
  • id: 3419
    {'charpoly_factorization': [[[93048982696907739984888, 1], 1]], 'hecke_orbit_code': 436207618, 'p': 71}
  • id: 3420
    {'charpoly_factorization': [[[-40421798466182077528586, 1], 1]], 'hecke_orbit_code': 436207618, 'p': 73}
  • id: 3421
    {'charpoly_factorization': [[[805270113539155989394480, 1], 1]], 'hecke_orbit_code': 436207618, 'p': 79}
  • id: 3422
    {'charpoly_factorization': [[[-8983348403447711887476, 1], 1]], 'hecke_orbit_code': 436207618, 'p': 83}
  • id: 3423
    {'charpoly_factorization': [[[-3556004636909897335022490, 1], 1]], 'hecke_orbit_code': 436207618, 'p': 89}
  • id: 3424
    {'charpoly_factorization': [[[8660489591283862898255518, 1], 1]], 'hecke_orbit_code': 436207618, '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': 1, 'label': '2.26.a.a', 'level': 2, 'portrait': 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', 'weight': 26}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 4029391
    {'hecke_orbit_code': 436207618, 'n': 90, 'trace_an': 1170054650276559103795200}
  • id: 4029408
    {'hecke_orbit_code': 436207618, 'n': 91, 'trace_an': -3591293969199802514440208}
  • id: 4029410
    {'hecke_orbit_code': 436207618, 'n': 94, 'trace_an': -1146168914071583212634112}
  • id: 4029447
    {'hecke_orbit_code': 436207618, 'n': 1, 'trace_an': 1}
  • id: 4029448
    {'hecke_orbit_code': 436207618, 'n': 2, 'trace_an': -4096}
  • id: 4029449
    {'hecke_orbit_code': 436207618, 'n': 3, 'trace_an': 97956}
  • id: 4029450
    {'hecke_orbit_code': 436207618, 'n': 4, 'trace_an': 16777216}
  • id: 4029451
    {'hecke_orbit_code': 436207618, 'n': 5, 'trace_an': 341005350}
  • id: 4029452
    {'hecke_orbit_code': 436207618, 'n': 6, 'trace_an': -401227776}
  • id: 4029453
    {'hecke_orbit_code': 436207618, 'n': 7, 'trace_an': -40882637368}
  • id: 4029454
    {'hecke_orbit_code': 436207618, 'n': 8, 'trace_an': -68719476736}
  • id: 4029455
    {'hecke_orbit_code': 436207618, 'n': 9, 'trace_an': -837693231507}
  • id: 4029456
    {'hecke_orbit_code': 436207618, 'n': 10, 'trace_an': -1396757913600}
  • id: 4029457
    {'hecke_orbit_code': 436207618, 'n': 11, 'trace_an': -14506222377108}
  • id: 4029458
    {'hecke_orbit_code': 436207618, 'n': 12, 'trace_an': 1643428970496}
  • id: 4029459
    {'hecke_orbit_code': 436207618, 'n': 13, 'trace_an': 87843989537006}
  • id: 4029460
    {'hecke_orbit_code': 436207618, 'n': 14, 'trace_an': 167455282659328}
  • id: 4029461
    {'hecke_orbit_code': 436207618, 'n': 15, 'trace_an': 33403520064600}
  • id: 4029462
    {'hecke_orbit_code': 436207618, 'n': 16, 'trace_an': 281474976710656}
  • id: 4029463
    {'hecke_orbit_code': 436207618, 'n': 17, 'trace_an': -2655425868886638}
  • id: 4029464
    {'hecke_orbit_code': 436207618, 'n': 18, 'trace_an': 3431191476252672}
  • id: 4029465
    {'hecke_orbit_code': 436207618, 'n': 19, 'trace_an': -13999424704097740}
  • id: 4029466
    {'hecke_orbit_code': 436207618, 'n': 20, 'trace_an': 5721120414105600}
  • id: 4029467
    {'hecke_orbit_code': 436207618, 'n': 21, 'trace_an': -4004699626019808}
  • id: 4029468
    {'hecke_orbit_code': 436207618, 'n': 22, 'trace_an': 59417486856634368}
  • id: 4029469
    {'hecke_orbit_code': 436207618, 'n': 23, 'trace_an': 85852780724035416}
  • id: 4029470
    {'hecke_orbit_code': 436207618, 'n': 24, 'trace_an': -6731485063151616}
  • id: 4029471
    {'hecke_orbit_code': 436207618, 'n': 25, 'trace_an': -181738575148330625}
  • id: 4029472
    {'hecke_orbit_code': 436207618, 'n': 26, 'trace_an': -359808981143576576}
  • id: 4029473
    {'hecke_orbit_code': 436207618, 'n': 27, 'trace_an': -165054081212098200}
  • id: 4029474
    {'hecke_orbit_code': 436207618, 'n': 28, 'trace_an': -685896837772607488}
  • id: 4029475
    {'hecke_orbit_code': 436207618, 'n': 29, 'trace_an': 2080230429601526910}
  • id: 4029476
    {'hecke_orbit_code': 436207618, 'n': 30, 'trace_an': -136820818184601600}
  • id: 4029477
    {'hecke_orbit_code': 436207618, 'n': 31, 'trace_an': 2663532371302675232}
  • id: 4029478
    {'hecke_orbit_code': 436207618, 'n': 32, 'trace_an': -1152921504606846976}
  • id: 4029479
    {'hecke_orbit_code': 436207618, 'n': 33, 'trace_an': -1420971519171991248}
  • id: 4029480
    {'hecke_orbit_code': 436207618, 'n': 34, 'trace_an': 10876624358959669248}
  • id: 4029481
    {'hecke_orbit_code': 436207618, 'n': 35, 'trace_an': -13941198064597918800}
  • id: 4029482
    {'hecke_orbit_code': 436207618, 'n': 36, 'trace_an': -14054160286730944512}
  • id: 4029483
    {'hecke_orbit_code': 436207618, 'n': 37, 'trace_an': -51379607980315436218}
  • id: 4029484
    {'hecke_orbit_code': 436207618, 'n': 38, 'trace_an': 57341643587984343040}
  • id: 4029485
    {'hecke_orbit_code': 436207618, 'n': 39, 'trace_an': 8604845839086959736}
  • id: 4029486
    {'hecke_orbit_code': 436207618, 'n': 40, 'trace_an': -23433709216176537600}
  • id: 4029487
    {'hecke_orbit_code': 436207618, 'n': 41, 'trace_an': 233559807284225330922}
  • id: 4029488
    {'hecke_orbit_code': 436207618, 'n': 42, 'trace_an': 16403249668177133568}
  • id: 4029489
    {'hecke_orbit_code': 436207618, 'n': 43, 'trace_an': -40133597094729613684}
  • id: 4029490
    {'hecke_orbit_code': 436207618, 'n': 44, 'trace_an': -243374026164774371328}
  • id: 4029491
    {'hecke_orbit_code': 436207618, 'n': 45, 'trace_an': -285657873602675562450}
  • id: 4029492
    {'hecke_orbit_code': 436207618, 'n': 46, 'trace_an': -351652989845649063936}
  • id: 4029493
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