Embedded newform data - 2.26.a.b.1.1

Formats: - HTML - YAML - JSON - 2025-05-17T06:49:43.079015

• 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': 0, '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': 2, 'field_disc': 106705, 'field_disc_factorization': [[5, 1], [21341, 1]], 'field_poly': [-26676, -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, [-2422412074224, -379848, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503600063578114, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 9600, 'hecke_ring_index_factorization': [[2, 7], [3, 1], [5, 2]], '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.b', '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.b', 'nf_label': '2.2.106705.1', 'prim_orbit_index': 1, 'qexp_display': 'q+2^{12}q^{2}+(189924-\\beta )q^{3}+2^{24}q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '25.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '2.26.a', 'trace_display': [8192, 379848, 741953100, -376536944], 'trace_hash': 2263560724764652822, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.013', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.942', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.159', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.813', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.908', 'prec': 17}, {'__RealLiteral__': 0, 'data': '71.718', 'prec': 20}], 'trace_zratio': 0, 'traces': [2, 8192, 379848, 33554432, 741953100, 1555857408, -376536944, 137438953472, 3294531432666, 3039039897600, 8323034610264, 6372791943168, -106467053152292, -1542295322624, -1452182413035600, 562949953421312, 1327878920113956, 13494400748199936, -477079242949400, 12447907420569600, -94860791661752256, 34091149763641344, -115305025781473872, 26102955799216128, 195364218352298750, -436089049711788032, 2171569557205152720, -6317241641467904, 1724412645206435580, -5948139163793817600, -8688082288351126976, 2305843009213693952, -3356662204005020064, 5438992056786763776, 30572039779548136800, 55273065464626937856, -34908364049750170484, -1954116579120742400, -153494373835331105808, 50986628794653081600, 83014324355953468884, -388549802646537240576, 44539608583471901848, 139637349431874945024, 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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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-0.3452122424711236, -0.29217194803892055, -0.2927358909217147, -0.202616909194309, -0.27780190510204517, -0.3305267908340793, -0.2509096786483839, -0.31563682283486805, -0.40328365544339423, -0.12396050930277598, -0.14631122799258744, -0.14469952795701926, -0.3714684936254333, -0.20776228953886866, -0.2740274053518701, -0.20387172260503353, -0.19494366593186066, -0.16439870245456534, -0.4197137746927319, -0.30438684558920237, -0.23161490899643522, -0.3011003491889367, -0.2619687252671073, -0.28919654651382276, -0.4234554736096126, -0.18010938258248677, -0.11782819011013372, -0.19568900577649592, -0.32600199436003857, -0.2738030861682879, -0.13309503984425747, -0.29743745748953965, -0.3986685152326741, -0.13721008526212236, -0.29815316975094386, -0.22298319120753649, -0.12908073001064527, -0.2799628583925995, -0.3501033433363507, -0.26396207194815635, -0.19120825519131768, -0.08198507025915297, -0.1157635596835732, -0.20917270849783645, -0.18449473448047773, -0.31614710853956346, 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-0.14024268416386293, -0.3580609226772065, -0.36935973397308375, -0.3000728813829771, -0.2584391630737247, -0.17709800787728858, -0.2955528981687317, -0.09084122806984612, -0.21714508152004244, -0.19229408991129177, -0.18106092832145182, -0.17907279761103106, -0.12049173715011334, -0.3010461946764744, -0.39535760893891503, -0.10631536906927073, -0.14045415250159787, -0.2900361773526482, -0.16014835602587438, -0.26252468650169825, -0.35169041469906803, -0.22861696796008144, -0.2177593622181213, -0.28968657366592604, -0.19810089950716248, -0.21716459356406534, -0.2919252124083682, -0.08669125170716917, -0.3163110430403228, -0.2902395009350459, -0.235009493554715, -0.07052947063411691, -0.15891955781662687, -0.3179540955743537, -0.2954945354999087, -0.2947148349971236, -0.20159165585152708, -0.20469658498820179, -0.24884010519362415, -0.35530379954125835, -0.4126498120824932, -0.22840952876378634, -0.3884576332494945, -0.23242150726596392, -0.34978052213466054, -0.15147579576704517, -0.29661724520165605, -0.22333935911282624, -0.2716694390210167, -0.05483082375911445, -0.142835824237373, -0.41306258287460496, -0.263877777950887, -0.255573603065909, -0.1351379030925844, -0.19399664914089465, -0.3247269611013547, -0.09653035204400258, -0.29231348123234946, -0.25516066218104994, -0.23607677547807054, -0.21023475045076173, -0.2063853421544033, -0.36712682183212997, -0.07955276184355606], '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': 163.8286563956246, 'hecke_orbit': 2, 'hecke_orbit_code': 4503600063578114, 'label': '2.26.a.b.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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-55688920158240104637264608397429721500, 21490679866876133023915521443625959424, 26999809847290894370955110974810929048, -19185320909162467544515622684497805312, 11558807993079654562706011321937245920, 19355301081906762516399086974964121600, 19399692276732432344239225049250474756, 55384303377416864003343847041703870464, 23405113355678229578168071249006697760, 10002116216275938019303073394418417664, 52449513291613805408213075359351215000, 16402618868466857997902590927580430336, -53583259947346328292206432130776771082, -29058183736492937843697390857688121344, -67799561596987475405129905378626548760, -3623934054184504575270619054709145600, 8532579738350166245827177852537360290, -28975575526469254005938800096629178368, 23432264284703216667380049152860995144, 24763237366097307219972072994058010624, 43655611774931353005047174760308347500, 69521964514610351519217342882225438720, -95427052382929528060203910662746095104, -27605426390850911369228228351376752640, 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: 34489995
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503600063578114, 'source_is_minimal': True, 'source_label': '2.26.a.b.1.1', 'source_level': 2, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503600063578114, 'target_is_minimal': True, 'target_label': '2.26.a.b.1.1', 'target_level': 2, 'twist_class_label': '2.26.a.b.1.1', 'twist_class_level': 2, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 26}
  • id: 34489996
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503600063578114, 'source_is_minimal': True, 'source_label': '2.26.a.b.1.1', 'source_level': 2, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014398945689618, 'target_is_minimal': False, 'target_label': '18.26.a.e.1.1', 'target_level': 18, 'twist_class_label': '2.26.a.b.1.1', 'twist_class_level': 2, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 26}
  • id: 34489997
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503600063578114, 'source_is_minimal': True, 'source_label': '2.26.a.b.1.1', 'source_level': 2, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 9007199690948624, 'target_is_minimal': False, 'target_label': '16.26.a.c.1.2', 'target_level': 16, 'twist_class_label': '2.26.a.b.1.1', 'twist_class_level': 2, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 26}
  • id: 34489998
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503600063578114, 'source_is_minimal': True, 'source_label': '2.26.a.b.1.1', 'source_level': 2, 'target_conrey_index': 49, 'target_dim': 4, 'target_embedding_index': 4, 'target_hecke_orbit_code': 18014467665166386, 'target_is_minimal': False, 'target_label': '50.26.b.e.49.4', 'target_level': 50, 'twist_class_label': '2.26.a.b.1.1', 'twist_class_level': 2, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 26}
  • id: 34489999
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503600063578114, 'source_is_minimal': True, 'source_label': '2.26.a.b.1.1', 'source_level': 2, 'target_conrey_index': 49, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014467665166386, 'target_is_minimal': False, 'target_label': '50.26.b.e.49.1', 'target_level': 50, 'twist_class_label': '2.26.a.b.1.1', 'twist_class_level': 2, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 26}
  • id: 34490000
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503600063578114, 'source_is_minimal': True, 'source_label': '2.26.a.b.1.1', 'source_level': 2, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 9007199690948658, 'target_is_minimal': False, 'target_label': '50.26.a.c.1.2', 'target_level': 50, 'twist_class_label': '2.26.a.b.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: 3425
    {'charpoly_factorization': [[[-4096, 1], 2]], 'hecke_orbit_code': 4503600063578114, 'p': 2}
  • id: 3426
    {'charpoly_factorization': [[[-2422412074224, -379848, 1], 1]], 'hecke_orbit_code': 4503600063578114, 'p': 3}
  • id: 3427
    {'charpoly_factorization': [[[-120458131753297500, -741953100, 1], 1]], 'hecke_orbit_code': 4503600063578114, 'p': 5}
  • id: 3428
    {'charpoly_factorization': [[[-913638408122879585216, 376536944, 1], 1]], 'hecke_orbit_code': 4503600063578114, 'p': 7}
  • id: 3429
    {'charpoly_factorization': [[[14839260767403051996737424, -8323034610264, 1], 1]], 'hecke_orbit_code': 4503600063578114, 'p': 11}
  • id: 3430
    {'charpoly_factorization': [[[1027624986586529766259413316, 106467053152292, 1], 1]], 'hecke_orbit_code': 4503600063578114, 'p': 13}
  • id: 3431
    {'charpoly_factorization': [[[-4898923220601713977614734307516, -1327878920113956, 1], 1]], 'hecke_orbit_code': 4503600063578114, 'p': 17}
  • id: 3432
    {'charpoly_factorization': [[[-26867118221955573699701400710000, 477079242949400, 1], 1]], 'hecke_orbit_code': 4503600063578114, 'p': 19}
  • id: 3433
    {'charpoly_factorization': [[[1125372488165977962442270287468096, 115305025781473872, 1], 1]], 'hecke_orbit_code': 4503600063578114, 'p': 23}
  • id: 3434
    {'charpoly_factorization': [[[-4227782986156361895302216167382715900, -1724412645206435580, 1], 1]], 'hecke_orbit_code': 4503600063578114, 'p': 29}
  • id: 3435
    {'charpoly_factorization': [[[18864924273553996028879362599195526144, 8688082288351126976, 1], 1]], 'hecke_orbit_code': 4503600063578114, 'p': 31}
  • id: 3436
    {'charpoly_factorization': [[[-459796274788480094202407916340782601436, 34908364049750170484, 1], 1]], 'hecke_orbit_code': 4503600063578114, 'p': 37}
  • id: 3437
    {'charpoly_factorization': [[[-12008214119815634248091983117599686148636, -83014324355953468884, 1], 1]], 'hecke_orbit_code': 4503600063578114, 'p': 41}
  • id: 3438
    {'charpoly_factorization': [[[-25523573203242391314631329080207204346224, -44539608583471901848, 1], 1]], 'hecke_orbit_code': 4503600063578114, 'p': 43}
  • id: 3439
    {'charpoly_factorization': [[[655209128200887175911779234138888864012544, -1869360732054674599776, 1], 1]], 'hecke_orbit_code': 4503600063578114, 'p': 47}
  • id: 3440
    {'charpoly_factorization': [[[2485078558969997282496446140159345802608356, 3242170458210097794132, 1], 1]], 'hecke_orbit_code': 4503600063578114, 'p': 53}
  • id: 3441
    {'charpoly_factorization': [[[55198109502627700582485955800763671102512400, 17413675430632049453640, 1], 1]], 'hecke_orbit_code': 4503600063578114, 'p': 59}
  • id: 3442
    {'charpoly_factorization': [[[-8107885570587407483083868499679471561979516, -33975859953090212810044, 1], 1]], 'hecke_orbit_code': 4503600063578114, 'p': 61}
  • id: 3443
    {'charpoly_factorization': [[[-4655385325286439342267692174234464500002065136, -33012908196969622380616, 1], 1]], 'hecke_orbit_code': 4503600063578114, 'p': 67}
  • id: 3444
    {'charpoly_factorization': [[[11650365721908958398960331840042989588382853184, 278348008145600813615856, 1], 1]], 'hecke_orbit_code': 4503600063578114, 'p': 71}
  • id: 3445
    {'charpoly_factorization': [[[9724709485117404330671906652005809115498213476, -313442631796571689392148, 1], 1]], 'hecke_orbit_code': 4503600063578114, 'p': 73}
  • id: 3446
    {'charpoly_factorization': [[[185729328238269416988939489016433651052764473600, -928546182288781647817120, 1], 1]], 'hecke_orbit_code': 4503600063578114, 'p': 79}
  • id: 3447
    {'charpoly_factorization': [[[-1973416926437920280946664945584929912855185248624, 452542629950725008985752, 1], 1]], 'hecke_orbit_code': 4503600063578114, 'p': 83}
  • id: 3448
    {'charpoly_factorization': [[[-2816850387230358472311515267493446281546450263900, 2346904179674200701244620, 1], 1]], 'hecke_orbit_code': 4503600063578114, 'p': 89}
  • id: 3449
    {'charpoly_factorization': [[[36064573669353380694285337776563799671719381979524, -13645482361777595497674436, 1], 1]], 'hecke_orbit_code': 4503600063578114, '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': 2, 'label': '2.26.a.b', 'level': 2, 'portrait': 'data:image/png;base64,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', 'weight': 26}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 20040474
    {'hecke_orbit_code': 4503600063578114, 'n': 1, 'trace_an': 2}
  • id: 20040475
    {'hecke_orbit_code': 4503600063578114, 'n': 2, 'trace_an': 8192}
  • id: 20040476
    {'hecke_orbit_code': 4503600063578114, 'n': 3, 'trace_an': 379848}
  • id: 20040477
    {'hecke_orbit_code': 4503600063578114, 'n': 4, 'trace_an': 33554432}
  • id: 20040478
    {'hecke_orbit_code': 4503600063578114, 'n': 5, 'trace_an': 741953100}
  • id: 20040479
    {'hecke_orbit_code': 4503600063578114, 'n': 6, 'trace_an': 1555857408}
  • id: 20040480
    {'hecke_orbit_code': 4503600063578114, 'n': 7, 'trace_an': -376536944}
  • id: 20040481
    {'hecke_orbit_code': 4503600063578114, 'n': 8, 'trace_an': 137438953472}
  • id: 20040482
    {'hecke_orbit_code': 4503600063578114, 'n': 9, 'trace_an': 3294531432666}
  • id: 20040483
    {'hecke_orbit_code': 4503600063578114, 'n': 10, 'trace_an': 3039039897600}
  • id: 20040484
    {'hecke_orbit_code': 4503600063578114, 'n': 11, 'trace_an': 8323034610264}
  • id: 20040485
    {'hecke_orbit_code': 4503600063578114, 'n': 12, 'trace_an': 6372791943168}
  • id: 20040486
    {'hecke_orbit_code': 4503600063578114, 'n': 13, 'trace_an': -106467053152292}
  • id: 20040487
    {'hecke_orbit_code': 4503600063578114, 'n': 14, 'trace_an': -1542295322624}
  • id: 20040488
    {'hecke_orbit_code': 4503600063578114, 'n': 15, 'trace_an': -1452182413035600}
  • id: 20040489
    {'hecke_orbit_code': 4503600063578114, 'n': 16, 'trace_an': 562949953421312}
  • id: 20040490
    {'hecke_orbit_code': 4503600063578114, 'n': 17, 'trace_an': 1327878920113956}
  • id: 20040491
    {'hecke_orbit_code': 4503600063578114, 'n': 18, 'trace_an': 13494400748199936}
  • id: 20040492
    {'hecke_orbit_code': 4503600063578114, 'n': 19, 'trace_an': -477079242949400}
  • id: 20040493
    {'hecke_orbit_code': 4503600063578114, 'n': 20, 'trace_an': 12447907420569600}
  • id: 20040494
    {'hecke_orbit_code': 4503600063578114, 'n': 21, 'trace_an': -94860791661752256}
  • id: 20040495
    {'hecke_orbit_code': 4503600063578114, 'n': 22, 'trace_an': 34091149763641344}
  • id: 20040496
    {'hecke_orbit_code': 4503600063578114, 'n': 23, 'trace_an': -115305025781473872}
  • id: 20040497
    {'hecke_orbit_code': 4503600063578114, 'n': 24, 'trace_an': 26102955799216128}
  • id: 20040498
    {'hecke_orbit_code': 4503600063578114, 'n': 25, 'trace_an': 195364218352298750}
  • id: 20040499
    {'hecke_orbit_code': 4503600063578114, 'n': 26, 'trace_an': -436089049711788032}
  • id: 20040500
    {'hecke_orbit_code': 4503600063578114, 'n': 27, 'trace_an': 2171569557205152720}
  • id: 20040501
    {'hecke_orbit_code': 4503600063578114, 'n': 28, 'trace_an': -6317241641467904}
  • id: 20040502
    {'hecke_orbit_code': 4503600063578114, 'n': 29, 'trace_an': 1724412645206435580}
  • id: 20040503
    {'hecke_orbit_code': 4503600063578114, 'n': 30, 'trace_an': -5948139163793817600}
  • id: 20040504
    {'hecke_orbit_code': 4503600063578114, 'n': 31, 'trace_an': -8688082288351126976}
  • id: 20040505
    {'hecke_orbit_code': 4503600063578114, 'n': 32, 'trace_an': 2305843009213693952}
  • id: 20040506
    {'hecke_orbit_code': 4503600063578114, 'n': 33, 'trace_an': -3356662204005020064}
  • id: 20040507
    {'hecke_orbit_code': 4503600063578114, 'n': 34, 'trace_an': 5438992056786763776}
  • id: 20040508
    {'hecke_orbit_code': 4503600063578114, 'n': 35, 'trace_an': 30572039779548136800}
  • id: 20040509
    {'hecke_orbit_code': 4503600063578114, 'n': 36, 'trace_an': 55273065464626937856}
  • id: 20040510
    {'hecke_orbit_code': 4503600063578114, 'n': 37, 'trace_an': -34908364049750170484}
  • id: 20040511
    {'hecke_orbit_code': 4503600063578114, 'n': 38, 'trace_an': -1954116579120742400}
  • id: 20040512
    {'hecke_orbit_code': 4503600063578114, 'n': 39, 'trace_an': -153494373835331105808}
  • id: 20040513
    {'hecke_orbit_code': 4503600063578114, 'n': 40, 'trace_an': 50986628794653081600}
  • id: 20040514
    {'hecke_orbit_code': 4503600063578114, 'n': 41, 'trace_an': 83014324355953468884}
  • id: 20040515
    {'hecke_orbit_code': 4503600063578114, 'n': 42, 'trace_an': -388549802646537240576}
  • id: 20040516
    {'hecke_orbit_code': 4503600063578114, 'n': 43, 'trace_an': 44539608583471901848}
  • id: 20040517
    {'hecke_orbit_code': 4503600063578114, 'n': 44, 'trace_an': 139637349431874945024}
  • id: 20040518
    {'hecke_orbit_code': 4503600063578114, 'n': 45, 'trace_an': 617059152350257182300}
  • id: 20040519
    {'hecke_orbit_code': 4503600063578114, 'n': 46, 'trace_an': -472289385600916979712}
  • id: 20040520
    {'hecke_orbit_code': 4503600063578114, 'n': 47, 'trace_an': 1869360732054674599776}
  • id: 20040521
    {'hecke_orbit_code': 4503600063578114, 'n': 48, 'trace_an': 106917706953589260288}
  • id: 20040522
    {'hecke_orbit_code': 4503600063578114, 'n': 49, 'trace_an': -854718643011973772046}
  • id: 20040523
    {'hecke_orbit_code': 4503600063578114, 'n': 50, 'trace_an': 800211838371015680000}
  • id: 20040524
    {'hecke_orbit_code': 4503600063578114, 'n': 51, 'trace_an': -6994225992587553820656}
  • id: 20040525
    {'hecke_orbit_code': 4503600063578114, 'n': 52, 'trace_an': -1786220747619483779072}
  • id: 20040526
    {'hecke_orbit_code': 4503600063578114, 'n': 53, 'trace_an': -3242170458210097794132}
  • id: 20040527
    {'hecke_orbit_code': 4503600063578114, 'n': 54, 'trace_an': 8894748906312305541120}
  • id: 20040528
    {'hecke_orbit_code': 4503600063578114, 'n': 55, 'trace_an': 4687370283547568509200}
  • id: 20040529
    {'hecke_orbit_code': 4503600063578114, 'n': 56, 'trace_an': -25875421763452534784}
  • id: 20040530
    {'hecke_orbit_code': 4503600063578114, 'n': 57, 'trace_an': 16181115057055601354400}
  • id: 20040531
    {'hecke_orbit_code': 4503600063578114, 'n': 58, 'trace_an': 7063194194765560135680}
  • id: 20040532
    {'hecke_orbit_code': 4503600063578114, 'n': 59, 'trace_an': -17413675430632049453640}
  • id: 20040533
    {'hecke_orbit_code': 4503600063578114, 'n': 60, 'trace_an': -24363578014899476889600}
  • id: 20040534
    {'hecke_orbit_code': 4503600063578114, 'n': 61, 'trace_an': 33975859953090212810044}
  • id: 20040535
    {'hecke_orbit_code': 4503600063578114, 'n': 62, 'trace_an': -35586385053086216093696}
  • id: 20040536
    {'hecke_orbit_code': 4503600063578114, 'n': 63, 'trace_an': -36625774166984600306352}
  • id: 20040537
    {'hecke_orbit_code': 4503600063578114, 'n': 64, 'trace_an': 9444732965739290427392}
  • id: 20040538
    {'hecke_orbit_code': 4503600063578114, 'n': 65, 'trace_an': 3683906908205094047400}
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  • id: 20040706
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  • id: 20040712
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  • id: 20040720
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  • id: 20040721
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  • id: 20040722
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  • id: 20040723
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  • id: 20040724
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  • id: 20040725
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  • id: 20040729
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  • id: 20040730
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  • id: 20040731
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  • id: 20040732
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