Newform data - 200.14.a.f

Formats: - HTML - YAML - JSON - 2024-06-02T16:37:09.579032

• 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': 39200, 'analytic_conductor': 214.4618579038254, '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': [200, 1, [151, 101, 177], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 4, 'field_disc': 272353922393256, 'field_disc_factorization': [[2, 3], [3, 2], [11, 1], [343881215143, 1]], 'field_poly': [3057138, -128406, -7121, -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, [1273839436800, -2472664320, -4119216, 936, 1]]], 'hecke_orbit': 6, 'hecke_orbit_code': 22517998371733704, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 1002700800, 'hecke_ring_index_factorization': [[2, 18], [3, 2], [5, 2], [17, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '200.14.a.f', 'level': 200, '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, 5], 'level_radical': 10, 'minimal_twist': '40.14.a.d', 'prim_orbit_index': 1, 'qexp_display': 'q+(-234+\\beta _{1})q^{3}+(-28106-17\\beta _{1}+\\cdots)q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '13.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '200.14.a', 'trace_display': [0, -936, 0, -112424], 'trace_hash': 673482198732465310, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.016', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.814', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '37.833', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '544.901', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.002', 'prec': 17}, 'traces': [4, 0, -936, 0, 0, 0, -112424, 0, 2737236, 0, -85280, 0, -22276696, 0, 0, 0, -92966696, 0, -52003280, 0, -124736832, 0, 498172904, 0, 0, 0, -1984218768, 0, 5868734200, 0, 1204156144, 0, 2413789344, 0, 0, 0, 1227431400, 0, 47183929776, 0, 17822906952, 0, -92192384488, 0, 0, 0, -187731312904, 0, 218812853892, 0, 436920457680, 0, -617748697656, 0, 0, 0, -962043447456, 0, 155305995248, 0, 918726826936, 0, -453684626952, 0, 0, 0, -1172014952696, 0, 2007735561792, 0, 1499341271376, 0, -3669705031176, 0, 0, 0, -2543134824608, 0, 1474589017632, 0, 1358685231876, 0, 10007128523992, 0, 0, 0, 6056521948368, 0, -2840927507160, 0, -16479691138768, 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

  
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139047475166920694, 85779113077873082, -14372538178981962], [902153835933681670062, -1706234279975795911, 72341290799858204, 6820318019369668], [25500360899985382980402, 4297192507220798301, 67403505359157411, -612728316008035], [-8339107815340977951280, -15917300532802584894, 15586760658736149, 1578994529978172], [-32535793470261453810568, -11864283019253357008, -13432826093784874, 10045560836145464]], 'char_orbit_index': 1, 'field_poly': [3057138, -128406, -7121, -1, 1], 'hecke_orbit_code': 22517998371733704, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 11355, 2271, 3785], 'hecke_ring_inverse_denominators': [1, 65280, 130560, 3840], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0], [16320, -2211, -3, 1], [464891520, -159061, 653, 111], [390318720, -749923, -553, 553]], 'hecke_ring_numerators': [[1, 0, 0, 0], [4173126, -844984, -4424, 116], [-1139688552, -1887712, 378208, -2032], [-2684620098, -385106968, -1369448, 75332]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 4, 'label': '200.14.a.f', 'level': 200, 'maxp': 2999, 'weight': 14}
• 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': [14, 17, 15, 16], 'Nk2': 39200, 'analytic_conductor': 214.4618579038254, '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': [200, 1, [151, 101, 177], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 378, 'dim': 62, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 234881224, 'hecke_orbit_dims': [1, 2, 3, 3, 3, 4, 6, 6, 7, 7, 10, 10], 'label': '200.14.a', 'level': 200, '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, 5], 'level_radical': 10, 'mf_dim': 402, 'mf_new_dim': 62, 'num_forms': 12, 'plus_dim': 30, 'prim_orbit_index': 1, 'relative_dim': 62, 'sturm_bound': 420, 'trace_bound': 3, 'trace_display': [0, 860, 0, 133900], 'traces': [62, 0, 860, 0, 0, 0, 133900, 0, 31566632, 0, -5600238, 0, -23330200, 0, 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0, 0, 17499684450073983820, 0, 22818002883331222540, 0, -27957475420264261832, 0, -13651179398160511680, 0, 0, 0, -10166751280529565560, 0, 8993331370768429692, 0, 14645662945484017434, 0, 11629789564002497720, 0, 0, 0, 13717497538871955360, 0, 26264322812339148506, 0, -15376659405839612540, 0, 10021826752140126200, 0, 0, 0, -18184343949330427920, 0, -18236254091549892926, 0, 4372822395690551096, 0, -21955549271220590800, 0, 0, 0, -2367793230916033340, 0, 6660648451116041540, 0, 13759269816946728164, 0, 21770001498172898240, 0, 0, 0, -3758349823172481960, 0, -24853518821209203360, 0, 30298814608778683932, 0, -4922486976279418960, 0, 0, 0, 9580109047900744760, 0, -18778862193625540564, 0, 25059771716481929088, 0, 5360189312955729840, 0, 0, 0, 13014260680086800720, 0, 26184290519919978056, 0, -17556544887915550956, 0, -24774161170852771900, 0, 0, 0, -20652468070510784700, 0, -42619711084151028760, 0, 14130027521791204712, 0, -1055840505174748000, 0, 0, 0, 4471381078549254880, 0, 778673285669738928, 0, 3715147460481893290, 0, 8422875074709742120, 0, 0, 0, -5695782436915304260, 0, 3851071801134442726, 0, 47752204171285027984, 0, -4570976287090589960, 0, 0, 0, 28212054391852180880, 0, -815333304701233798, 0, 1222774983079936436, 0, -4312217510059261900, 0, 0, 0, -78108515122043722540, 0, -73561814087573967348, 0, 59293142273138905792, 0, 6537586531242027600, 0, 0, 0, 35287871733097510520, 0, 95108747157219514292, 0, 1366910342967469020, 0, 44993477228044088860, 0, 0, 0, -46237690591953202740, 0, -45075218396073713424, 0, -39831463725493070862, 0, -50552008735234214320, 0, 0, 0, 126776765765176377040, 0, 107300830835455182480, 0, 13014326818555142940, 0, 24918371387220512080, 0, 0, 0, -96164807746272066780, 0, -10961843389199449968, 0, -118254225544207465904, 0, -82773382992560628800, 0, 0, 0, 92374269952849778720, 0, 12024941391837143772, 0, -88184062960690207918, 0, 68819394837592256080, 0, 0, 0, -114459241096788071180, 0, -105299811983567444804, 0, 76341011676478644834, 0, -16195747978866748080, 0, 0, 0, 73349082073463727680, 0, 29937035448137218972, 0, -58026795619291268272, 0, 75443518696277685240, 0, 0, 0, -140006452769830820780, 0, -244124905314661896776, 0, -15704087154990761952, 0, -11019408196329348640, 0, 0, 0, 262392050795147171200, 0, 27457661274568150492, 0, 120569596735100519878, 0, 107268142283396145300, 0, 0, 0, -113304101115438274020, 0, -145180880492893088710, 0, -77120544799175960862, 0, -153664096247340845040, 0, 0, 0, 159813798910378955840, 0, 125088246120967207542, 0, -272403580322368852232, 0, 24411133063714526740, 0, 0, 0, -234518419106773741520, 0, -134795965301100164456, 0, 119997357754883009156, 0, -191973443496951098080, 0, 0, 0, 104528401424657958120, 0, 380597644398054764828, 0], 'weight': 14, '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: 168456
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '200.14.a.f', 'source_level': 200, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 4, 'target_is_minimal': True, 'target_label': '40.14.a.d', 'target_level': 40, 'twist_class_label': '40.14.a.d', 'twist_class_level': 40, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 14}
  • id: 168457
    {'conductor': 20, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '200.14.a.f', 'source_level': 200, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 11, 'target_is_minimal': False, 'target_label': '80.14.a.k', 'target_level': 80, 'twist_class_label': '40.14.a.d', 'twist_class_level': 40, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 14}
  • id: 168458
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '200.14.a.f', 'source_level': 200, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '200.14.a.f', 'target_level': 200, 'twist_class_label': '40.14.a.d', 'twist_class_level': 40, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 14}
  • id: 168459
    {'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '200.14.a.f', 'source_level': 200, 'target_char_orbit': 3, 'target_dim': 8, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '200.14.c.f', 'target_level': 200, 'twist_class_label': '40.14.a.d', 'twist_class_level': 40, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 14}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 504025
    {'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 22517998371733704, 'p': 2}
  • id: 504026
    {'charpoly_factorization': [[[1273839436800, -2472664320, -4119216, 936, 1], 1]], 'hecke_orbit_code': 22517998371733704, 'p': 3}
  • id: 504027
    {'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 22517998371733704, 'p': 5}
  • id: 504028
    {'charpoly_factorization': [[[8958356625403084017664, -33442131527214592, -296864869872, 112424, 1], 1]], 'hecke_orbit_code': 22517998371733704, 'p': 7}
  • id: 504029
    {'charpoly_factorization': [[[1814562962223373520445143296, -62206188314866055680, -108041167277472, 85280, 1], 1]], 'hecke_orbit_code': 22517998371733704, 'p': 11}
  • id: 504030
    {'charpoly_factorization': [[[16880350865771641368043630864, -2906723332044435851168, -143032691670312, 22276696, 1], 1]], 'hecke_orbit_code': 22517998371733704, 'p': 13}
  • id: 504031
    {'charpoly_factorization': [[[13502154970823095250471467978000, 127041193528278856403360, -14944088350785576, 92966696, 1], 1]], 'hecke_orbit_code': 22517998371733704, 'p': 17}
  • id: 504032
    {'charpoly_factorization': [[[625857459151387525537791095101696, -1316907131543463504858880, -97850412696336672, 52003280, 1], 1]], 'hecke_orbit_code': 22517998371733704, 'p': 19}
  • id: 504033
    {'charpoly_factorization': [[[-2588754324411629595051900142186496, 220472012348645162496328192, -442771047805086192, -498172904, 1], 1]], 'hecke_orbit_code': 22517998371733704, 'p': 23}
  • id: 504034
    {'charpoly_factorization': [[[19157340267709649902200307006575329296, 57006750796162597991454778400, -10147260684649393128, -5868734200, 1], 1]], 'hecke_orbit_code': 22517998371733704, 'p': 29}
  • id: 504035
    {'charpoly_factorization': [[[184518606328064815979937674719740313600, -73743976845012926766751283200, -51308926306391361216, -1204156144, 1], 1]], 'hecke_orbit_code': 22517998371733704, 'p': 31}
  • id: 504036
    {'charpoly_factorization': [[[6078074085576279718835086283259601890576, 644508386090481159125110850400, -262862539344838061352, -1227431400, 1], 1]], 'hecke_orbit_code': 22517998371733704, 'p': 37}
  • id: 504037
    {'charpoly_factorization': [[[-15197976608754674250885365270496829007856, 10995153407465623330715147353824, -1932316339823619747048, -17822906952, 1], 1]], 'hecke_orbit_code': 22517998371733704, 'p': 41}
  • id: 504038
    {'charpoly_factorization': [[[20176208269716665373556048242459226292224, -16625626068201301926272526550016, 1420553250028205507472, 92192384488, 1], 1]], 'hecke_orbit_code': 22517998371733704, 'p': 43}
  • id: 504039
    {'charpoly_factorization': [[[-53824996640155268277800394288354183412481024, -1544325815214999615008055446064896, -1057586033090458855344, 187731312904, 1], 1]], 'hecke_orbit_code': 22517998371733704, 'p': 47}
  • id: 504040
    {'charpoly_factorization': [[[-3344381202295403856707521550798442694562483184, -19609130558701875183806033504488224, 67024679816701195364376, 617748697656, 1], 1]], 'hecke_orbit_code': 22517998371733704, 'p': 53}
  • id: 504041
    {'charpoly_factorization': [[[1185139138788468283905238131217816771109511424, 9177139968564663233100412585390336, -105683478996335857795488, -155305995248, 1], 1]], 'hecke_orbit_code': 22517998371733704, 'p': 59}
  • id: 504042
    {'charpoly_factorization': [[[-5703853384469303989723145046178076495268374000, 86482733961614771413506152196926240, 54035151766683534645144, -918726826936, 1], 1]], 'hecke_orbit_code': 22517998371733704, 'p': 61}
  • id: 504043
    {'charpoly_factorization': [[[-6518481080730482263723024372249250743768580096, 973085868266132876617933568724992, 365107254108717578504208, 1172014952696, 1], 1]], 'hecke_orbit_code': 22517998371733704, 'p': 67}
  • id: 504044
    {'charpoly_factorization': [[[6717684639724420710888926046502253171459971891200, 4060016488606583711755325882238658560, -4707309750716510944848576, -1499341271376, 1], 1]], 'hecke_orbit_code': 22517998371733704, 'p': 71}
  • id: 504045
    {'charpoly_factorization': [[[-943705050260300632656068146101434973159846380016, -4969565421858644438353004691927964128, 1166548307973598762529688, 3669705031176, 1], 1]], 'hecke_orbit_code': 22517998371733704, 'p': 73}
  • id: 504046
    {'charpoly_factorization': [[[-4826226238035108288041227199963701427180450611200, 9504126844926875328572807646690754560, -4227030138550705247810304, -1474589017632, 1], 1]], 'hecke_orbit_code': 22517998371733704, 'p': 79}
  • id: 504047
    {'charpoly_factorization': [[[-8029977987913924328793404080312588010080559553536, 1254570347782942507311015227675742464, 24553820588560922536807632, -10007128523992, 1], 1]], 'hecke_orbit_code': 22517998371733704, 'p': 83}
  • id: 504048
    {'charpoly_factorization': [[[-171816394069329074413186724661905062129778052716784, -221245166009246375315059416041487737760, -48276907252520187003066792, 2840927507160, 1], 1]], 'hecke_orbit_code': 22517998371733704, 'p': 89}
  • id: 504049
    {'charpoly_factorization': [[[-341446840326452773298459426791155512146832583171824, -226466632565957376572407869140178219104, -23244694329902767991707944, 7763871939496, 1], 1]], 'hecke_orbit_code': 22517998371733704, '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': 6, 'label': '200.14.a.f', 'level': 200, 'portrait': 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', 'weight': 14}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 43955953
    {'hecke_orbit_code': 22517998371733704, 'n': 1, 'trace_an': 4}
  • id: 43955954
    {'hecke_orbit_code': 22517998371733704, 'n': 2, 'trace_an': 0}
  • id: 43955955
    {'hecke_orbit_code': 22517998371733704, 'n': 3, 'trace_an': -936}
  • id: 43955956
    {'hecke_orbit_code': 22517998371733704, 'n': 4, 'trace_an': 0}
  • id: 43955957
    {'hecke_orbit_code': 22517998371733704, 'n': 5, 'trace_an': 0}
  • id: 43955958
    {'hecke_orbit_code': 22517998371733704, 'n': 6, 'trace_an': 0}
  • id: 43955959
    {'hecke_orbit_code': 22517998371733704, 'n': 7, 'trace_an': -112424}
  • id: 43955960
    {'hecke_orbit_code': 22517998371733704, 'n': 8, 'trace_an': 0}
  • id: 43955961
    {'hecke_orbit_code': 22517998371733704, 'n': 9, 'trace_an': 2737236}
  • id: 43955962
    {'hecke_orbit_code': 22517998371733704, 'n': 10, 'trace_an': 0}
  • id: 43955963
    {'hecke_orbit_code': 22517998371733704, 'n': 11, 'trace_an': -85280}
  • id: 43955964
    {'hecke_orbit_code': 22517998371733704, 'n': 12, 'trace_an': 0}
  • id: 43955965
    {'hecke_orbit_code': 22517998371733704, 'n': 13, 'trace_an': -22276696}
  • id: 43955966
    {'hecke_orbit_code': 22517998371733704, 'n': 14, 'trace_an': 0}
  • id: 43955967
    {'hecke_orbit_code': 22517998371733704, 'n': 15, 'trace_an': 0}
  • id: 43955968
    {'hecke_orbit_code': 22517998371733704, 'n': 16, 'trace_an': 0}
  • id: 43955969
    {'hecke_orbit_code': 22517998371733704, 'n': 17, 'trace_an': -92966696}
  • id: 43955970
    {'hecke_orbit_code': 22517998371733704, 'n': 18, 'trace_an': 0}
  • id: 43955971
    {'hecke_orbit_code': 22517998371733704, 'n': 19, 'trace_an': -52003280}
  • id: 43955972
    {'hecke_orbit_code': 22517998371733704, 'n': 20, 'trace_an': 0}
  • id: 43955973
    {'hecke_orbit_code': 22517998371733704, 'n': 21, 'trace_an': -124736832}
  • id: 43955974
    {'hecke_orbit_code': 22517998371733704, 'n': 22, 'trace_an': 0}
  • id: 43955975
    {'hecke_orbit_code': 22517998371733704, 'n': 23, 'trace_an': 498172904}
  • id: 43955976
    {'hecke_orbit_code': 22517998371733704, 'n': 24, 'trace_an': 0}
  • id: 43955977
    {'hecke_orbit_code': 22517998371733704, 'n': 25, 'trace_an': 0}
  • id: 43955978
    {'hecke_orbit_code': 22517998371733704, 'n': 26, 'trace_an': 0}
  • id: 43955979
    {'hecke_orbit_code': 22517998371733704, 'n': 27, 'trace_an': -1984218768}
  • id: 43955980
    {'hecke_orbit_code': 22517998371733704, 'n': 28, 'trace_an': 0}
  • id: 43955981
    {'hecke_orbit_code': 22517998371733704, 'n': 29, 'trace_an': 5868734200}
  • id: 43955982
    {'hecke_orbit_code': 22517998371733704, 'n': 30, 'trace_an': 0}
  • id: 43955983
    {'hecke_orbit_code': 22517998371733704, 'n': 31, 'trace_an': 1204156144}
  • id: 43955984
    {'hecke_orbit_code': 22517998371733704, 'n': 32, 'trace_an': 0}
  • id: 43955985
    {'hecke_orbit_code': 22517998371733704, 'n': 33, 'trace_an': 2413789344}
  • id: 43955986
    {'hecke_orbit_code': 22517998371733704, 'n': 34, 'trace_an': 0}
  • id: 43955987
    {'hecke_orbit_code': 22517998371733704, 'n': 35, 'trace_an': 0}
  • id: 43955988
    {'hecke_orbit_code': 22517998371733704, 'n': 36, 'trace_an': 0}
  • id: 43955989
    {'hecke_orbit_code': 22517998371733704, 'n': 37, 'trace_an': 1227431400}
  • id: 43955990
    {'hecke_orbit_code': 22517998371733704, 'n': 38, 'trace_an': 0}
  • id: 43955991
    {'hecke_orbit_code': 22517998371733704, 'n': 39, 'trace_an': 47183929776}
  • id: 43955992
    {'hecke_orbit_code': 22517998371733704, 'n': 40, 'trace_an': 0}
  • id: 43955993
    {'hecke_orbit_code': 22517998371733704, 'n': 41, 'trace_an': 17822906952}
  • id: 43955994
    {'hecke_orbit_code': 22517998371733704, 'n': 42, 'trace_an': 0}
  • id: 43955995
    {'hecke_orbit_code': 22517998371733704, 'n': 43, 'trace_an': -92192384488}
  • id: 43955996
    {'hecke_orbit_code': 22517998371733704, 'n': 44, 'trace_an': 0}
  • id: 43955997
    {'hecke_orbit_code': 22517998371733704, 'n': 45, 'trace_an': 0}
  • id: 43955998
    {'hecke_orbit_code': 22517998371733704, 'n': 46, 'trace_an': 0}
  • id: 43955999
    {'hecke_orbit_code': 22517998371733704, 'n': 47, 'trace_an': -187731312904}
  • id: 43956000
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  • id: 43956182
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  • id: 43956183
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  • id: 43956184
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  • id: 43956185
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  • id: 43956187
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  • id: 43956188
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  • id: 43956189
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  • id: 43956190
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  • id: 43956191
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  • id: 43956192
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  • id: 43956193
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  • id: 43956194
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  • id: 43956195
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  • id: 43956196
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  • id: 43956197
    {'hecke_orbit_code': 22517998371733704, 'n': 911, 'trace_an': -30641440053024046544}
  • id: 43956198
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  • id: 43956199
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  • id: 43956200
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  • id: 43956201
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  • id: 43956202
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  • id: 43956203
    {'hecke_orbit_code': 22517998371733704, 'n': 953, 'trace_an': 66494129504971762200}
  • id: 43956204
    {'hecke_orbit_code': 22517998371733704, 'n': 961, 'trace_an': 6397659442135500804}
  • id: 43956205
    {'hecke_orbit_code': 22517998371733704, 'n': 967, 'trace_an': -11928904484260845672}
  • id: 43956206
    {'hecke_orbit_code': 22517998371733704, 'n': 971, 'trace_an': -81649437820709542912}
  • id: 43956207
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  • id: 43956208
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  • id: 43956209
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  • id: 43956210
    {'hecke_orbit_code': 22517998371733704, 'n': 997, 'trace_an': -89781781021175852088}