Newform data - 10.26.a.d

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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': 6760, 'analytic_conductor': 39.599677995224326, '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': [10, 1, [7], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 381404, 'field_disc_factorization': [[2, 2], [97, 1], [983, 1]], 'field_poly': [-95351, 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, [-442512911484, 97092, 1]]], 'hecke_orbit': 4, 'hecke_orbit_code': 13510799318319114, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 2160, 'hecke_ring_index_factorization': [[2, 4], [3, 3], [5, 1]], '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': '10.26.a.d', 'level': 10, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 5], 'level_radical': 10, 'minimal_twist': '10.26.a.d', 'nf_label': '2.2.381404.1', 'prim_orbit_index': 1, 'qexp_display': 'q+2^{12}q^{2}+(-48546+\\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': '10.26.a', 'trace_display': [8192, -97092, -488281250, -16137160124], 'trace_hash': 1568312435894829459, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.019', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.967', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.052', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.824', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.680', 'prec': 17}, {'__RealLiteral__': 0, 'data': '67.741', 'prec': 20}], 'trace_zratio': 0, 'traces': [2, 8192, -97092, 33554432, -488281250, -397688832, -16137160124, 137438953472, -800124539454, -2000000000000, 14416600801344, -1628933455872, 93404548866628, -66097807867904, 23704101562500, 562949953421312, 499266882181236, -3277310113603584, -3830204591906120, -8192000000000000, 75412053748282104, 59050396882305024, 169271186050723788, -6672111435251712, 119209289550781250, 382585032157708288, 34721228182863240, -270736621026934784, 569443622853716940, 97092000000000000, 3982769593868414584, 2305843009213693952, -9837705729224836224, 2044997149414342656, 3939736358398437500, -13423862225320280064, 28241444663789328196, -15688518008447467520, 36736718047624459512, -33554432000000000000, 36676428854020432524, 308887772152963497984, 909017314298263251628, 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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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[-6711931112660140032, -1628933455872], [14120722331894664098, -89331156658632], [-7844259004223733760, 41459645841408], [18368359023812229756, 44450436571322], [-16777216000000000000, 0], [18338214427010216262, 126120645308724], [154443886076481748992, -49727377014784], [454508657149131625814, 5307428261793], [120935212814960689152, -172306068406272], [97671452570068359375, 23704101562500], [346667389031882317824, -360496295153664], [477464542194602409498, 1549005936226797], [-13664484219395506176, 281474976710656], [1853847387275706325437, -1353536579720748], [244140625000000000000, 0], [826021376386772055372, 158172154342530], [783534145858986573824, 778222102904832], [1376846459887497304794, -5066933050210548], [71109075318503915520, -5089842999042048], [-1759838965007812500000, 2507383300781250], [-554468599863162437632, 5763983550185472], [4595933720848344559560, -2406484123838068], [1166220539604412293120, 3964062878171136], [229433376067453088940, 29695974977559012], 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[4282815202552207009658850890803112770392294, 45143056523136834220150591485848186367], [1563930020621323468424195292663834326039490, -16709070682949390512834256673655839408], [14633001175759705300705247358717479960672738, 11547093527399917511429543413287730356], [33089284908977630563792556071483987680435738, -6638010404134351793811668297210062275], [4582816643043609927998687024061671455781340, -16632764926540889407830061433447930580], [-6033810184565130737198612571119692120038646, -27691998663749822858912687966511597024], [6853307487677210213012778239159327275350138, -30563373309504738971761480824744566328], [55026910204104794072501215701955503102414, -7842968650970627069630970171886156863], [14306400867032694483045805711706843545365630, 4257240860840282969351919413033137644], [13564628414607171141555928511112612901637192, -25249097638243680024529108885508817894], [27294065347518681731150161436742608167032360, 6406957697743075640560129702480911144]], 'char_orbit_index': 1, 'field_poly': [-95351, 0, 1], 'hecke_orbit_code': 13510799318319114, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1], 'hecke_ring_inverse_denominators': [1, 2160], 'hecke_ring_inverse_numerators': [[1, 0], [0, 1]], 'hecke_ring_numerators': [[1, 0], [0, 2160]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 2, 'label': '10.26.a.d', 'level': 10, 'maxp': 2999, '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': [2, 2, 2, 1], 'Nk2': 6760, 'analytic_conductor': 39.599677995224326, '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': [10, 1, [7], [1]], 'conrey_index': 1, 'cusp_dim': 35, 'dim': 7, 'eis_dim': 4, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 436207626, 'hecke_orbit_dims': [1, 2, 2, 2], 'label': '10.26.a', 'level': 10, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 5], 'level_radical': 10, 'mf_dim': 39, 'mf_new_dim': 7, 'num_forms': 4, 'plus_dim': 3, 'prim_orbit_index': 1, 'relative_dim': 7, 'sturm_bound': 39, 'trace_bound': 3, 'trace_display': [-4096, 172396, -244140625, -29178793288], 'traces': [7, -4096, 172396, 117440512, -244140625, -167329792, -29178793288, -68719476736, 1158717865771, 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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: 7005
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': True, 'source_label': '10.26.a.d', 'source_level': 10, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': True, 'target_label': '10.26.a.d', 'target_level': 10, 'twist_class_label': '10.26.a.d', 'twist_class_level': 10, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 26}
  • id: 7006
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': True, 'source_label': '10.26.a.d', 'source_level': 10, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '50.26.a.d', 'target_level': 50, 'twist_class_label': '10.26.a.d', 'twist_class_level': 10, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 26}
  • id: 7007
    {'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': True, 'source_label': '10.26.a.d', 'source_level': 10, 'target_char_orbit': 2, 'target_dim': 4, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '50.26.b.d', 'target_level': 50, 'twist_class_label': '10.26.a.d', 'twist_class_level': 10, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 26}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 45450
    {'charpoly_factorization': [[[-4096, 1], 2]], 'hecke_orbit_code': 13510799318319114, 'p': 2}
  • id: 45451
    {'charpoly_factorization': [[[-442512911484, 97092, 1], 1]], 'hecke_orbit_code': 13510799318319114, 'p': 3}
  • id: 45452
    {'charpoly_factorization': [[[244140625, 1], 2]], 'hecke_orbit_code': 13510799318319114, 'p': 5}
  • id: 45453
    {'charpoly_factorization': [[[-3064712038505863378556, 16137160124, 1], 1]], 'hecke_orbit_code': 13510799318319114, 'p': 7}
  • id: 45454
    {'charpoly_factorization': [[[5035693801777953576413184, -14416600801344, 1], 1]], 'hecke_orbit_code': 13510799318319114, 'p': 11}
  • id: 45455
    {'charpoly_factorization': [[[1223908177944883255887960196, -93404548866628, 1], 1]], 'hecke_orbit_code': 13510799318319114, 'p': 13}
  • id: 45456
    {'charpoly_factorization': [[[-1516749810141652741004832928476, -499266882181236, 1], 1]], 'hecke_orbit_code': 13510799318319114, 'p': 17}
  • id: 45457
    {'charpoly_factorization': [[[-41911303618168612495173824898800, 3830204591906120, 1], 1]], 'hecke_orbit_code': 13510799318319114, 'p': 19}
  • id: 45458
    {'charpoly_factorization': [[[3717189978650876435926169002953636, -169271186050723788, 1], 1]], 'hecke_orbit_code': 13510799318319114, 'p': 23}
  • id: 45459
    {'charpoly_factorization': [[[-335605116480999063309756657730532700, -569443622853716940, 1], 1]], 'hecke_orbit_code': 13510799318319114, 'p': 29}
  • id: 45460
    {'charpoly_factorization': [[[2714720504429210475950581809592539664, -3982769593868414584, 1], 1]], 'hecke_orbit_code': 13510799318319114, 'p': 31}
  • id: 45461
    {'charpoly_factorization': [[[-3350689525607465712995991369516912700796, -28241444663789328196, 1], 1]], 'hecke_orbit_code': 13510799318319114, 'p': 37}
  • id: 45462
    {'charpoly_factorization': [[[-6739991744058492669317237133258849652956, -36676428854020432524, 1], 1]], 'hecke_orbit_code': 13510799318319114, 'p': 41}
  • id: 45463
    {'charpoly_factorization': [[[206565587982331028554263391335486704628196, -909017314298263251628, 1], 1]], 'hecke_orbit_code': 13510799318319114, 'p': 43}
  • id: 45464
    {'charpoly_factorization': [[[-839456416840824256723781116137703373538396, -954929084389204818996, 1], 1]], 'hecke_orbit_code': 13510799318319114, 'p': 47}
  • id: 45465
    {'charpoly_factorization': [[[-9525792306466616421304417881593182006799964, -2753692919774994609588, 1], 1]], 'hecke_orbit_code': 13510799318319114, 'p': 53}
  • id: 45466
    {'charpoly_factorization': [[[-392256053331251211359877216380552793125362800, -458866752134906177880, 1], 1]], 'hecke_orbit_code': 13510799318319114, 'p': 59}
  • id: 45467
    {'charpoly_factorization': [[[71099588176516505445605592500385788575950724, 26987853585082462424636, 1], 1]], 'hecke_orbit_code': 13510799318319114, 'p': 61}
  • id: 45468
    {'charpoly_factorization': [[[-2426010320089080898592265334575518205440088956, 14159647018044347838524, 1], 1]], 'hecke_orbit_code': 13510799318319114, 'p': 67}
  • id: 45469
    {'charpoly_factorization': [[[-4008199984509191386756973974828947211267537776, 173327708998984655450136, 1], 1]], 'hecke_orbit_code': 13510799318319114, 'p': 71}
  • id: 45470
    {'charpoly_factorization': [[[6780288532339835904613453023747624015658071556, 341978509295241035156732, 1], 1]], 'hecke_orbit_code': 13510799318319114, 'p': 73}
  • id: 45471
    {'charpoly_factorization': [[[214023716798257231442569378653360533873716033600, 927961875376490258946800, 1], 1]], 'hecke_orbit_code': 13510799318319114, 'p': 79}
  • id: 45472
    {'charpoly_factorization': [[[-2012505660549680715833936080870849997017485970524, -681902409230287477811148, 1], 1]], 'hecke_orbit_code': 13510799318319114, 'p': 83}
  • id: 45473
    {'charpoly_factorization': [[[3627881991898630384958210848677413307564327992100, -3822788098104790038225780, 1], 1]], 'hecke_orbit_code': 13510799318319114, 'p': 89}
  • id: 45474
    {'charpoly_factorization': [[[44343433175033003930389755639559431575754154341124, 16314734149871901683914364, 1], 1]], 'hecke_orbit_code': 13510799318319114, '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': 4, 'label': '10.26.a.d', 'level': 10, 'portrait': 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', 'weight': 26}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 35695309
    {'hecke_orbit_code': 13510799318319114, 'n': 1, 'trace_an': 2}
  • id: 35695310
    {'hecke_orbit_code': 13510799318319114, 'n': 2, 'trace_an': 8192}
  • id: 35695311
    {'hecke_orbit_code': 13510799318319114, 'n': 3, 'trace_an': -97092}
  • id: 35695312
    {'hecke_orbit_code': 13510799318319114, 'n': 4, 'trace_an': 33554432}
  • id: 35695313
    {'hecke_orbit_code': 13510799318319114, 'n': 5, 'trace_an': -488281250}
  • id: 35695314
    {'hecke_orbit_code': 13510799318319114, 'n': 6, 'trace_an': -397688832}
  • id: 35695315
    {'hecke_orbit_code': 13510799318319114, 'n': 7, 'trace_an': -16137160124}
  • id: 35695316
    {'hecke_orbit_code': 13510799318319114, 'n': 8, 'trace_an': 137438953472}
  • id: 35695317
    {'hecke_orbit_code': 13510799318319114, 'n': 9, 'trace_an': -800124539454}
  • id: 35695318
    {'hecke_orbit_code': 13510799318319114, 'n': 10, 'trace_an': -2000000000000}
  • id: 35695319
    {'hecke_orbit_code': 13510799318319114, 'n': 11, 'trace_an': 14416600801344}
  • id: 35695320
    {'hecke_orbit_code': 13510799318319114, 'n': 12, 'trace_an': -1628933455872}
  • id: 35695321
    {'hecke_orbit_code': 13510799318319114, 'n': 13, 'trace_an': 93404548866628}
  • id: 35695322
    {'hecke_orbit_code': 13510799318319114, 'n': 14, 'trace_an': -66097807867904}
  • id: 35695323
    {'hecke_orbit_code': 13510799318319114, 'n': 15, 'trace_an': 23704101562500}
  • id: 35695324
    {'hecke_orbit_code': 13510799318319114, 'n': 16, 'trace_an': 562949953421312}
  • id: 35695325
    {'hecke_orbit_code': 13510799318319114, 'n': 17, 'trace_an': 499266882181236}
  • id: 35695326
    {'hecke_orbit_code': 13510799318319114, 'n': 18, 'trace_an': -3277310113603584}
  • id: 35695327
    {'hecke_orbit_code': 13510799318319114, 'n': 19, 'trace_an': -3830204591906120}
  • id: 35695328
    {'hecke_orbit_code': 13510799318319114, 'n': 20, 'trace_an': -8192000000000000}
  • id: 35695329
    {'hecke_orbit_code': 13510799318319114, 'n': 21, 'trace_an': 75412053748282104}
  • id: 35695330
    {'hecke_orbit_code': 13510799318319114, 'n': 22, 'trace_an': 59050396882305024}
  • id: 35695331
    {'hecke_orbit_code': 13510799318319114, 'n': 23, 'trace_an': 169271186050723788}
  • id: 35695332
    {'hecke_orbit_code': 13510799318319114, 'n': 24, 'trace_an': -6672111435251712}
  • id: 35695333
    {'hecke_orbit_code': 13510799318319114, 'n': 25, 'trace_an': 119209289550781250}
  • id: 35695334
    {'hecke_orbit_code': 13510799318319114, 'n': 26, 'trace_an': 382585032157708288}
  • id: 35695335
    {'hecke_orbit_code': 13510799318319114, 'n': 27, 'trace_an': 34721228182863240}
  • id: 35695336
    {'hecke_orbit_code': 13510799318319114, 'n': 28, 'trace_an': -270736621026934784}
  • id: 35695337
    {'hecke_orbit_code': 13510799318319114, 'n': 29, 'trace_an': 569443622853716940}
  • id: 35695338
    {'hecke_orbit_code': 13510799318319114, 'n': 30, 'trace_an': 97092000000000000}
  • id: 35695339
    {'hecke_orbit_code': 13510799318319114, 'n': 31, 'trace_an': 3982769593868414584}
  • id: 35695340
    {'hecke_orbit_code': 13510799318319114, 'n': 32, 'trace_an': 2305843009213693952}
  • id: 35695341
    {'hecke_orbit_code': 13510799318319114, 'n': 33, 'trace_an': -9837705729224836224}
  • id: 35695342
    {'hecke_orbit_code': 13510799318319114, 'n': 34, 'trace_an': 2044997149414342656}
  • id: 35695343
    {'hecke_orbit_code': 13510799318319114, 'n': 35, 'trace_an': 3939736358398437500}
  • id: 35695344
    {'hecke_orbit_code': 13510799318319114, 'n': 36, 'trace_an': -13423862225320280064}
  • id: 35695345
    {'hecke_orbit_code': 13510799318319114, 'n': 37, 'trace_an': 28241444663789328196}
  • id: 35695346
    {'hecke_orbit_code': 13510799318319114, 'n': 38, 'trace_an': -15688518008447467520}
  • id: 35695347
    {'hecke_orbit_code': 13510799318319114, 'n': 39, 'trace_an': 36736718047624459512}
  • id: 35695348
    {'hecke_orbit_code': 13510799318319114, 'n': 40, 'trace_an': -33554432000000000000}
  • id: 35695349
    {'hecke_orbit_code': 13510799318319114, 'n': 41, 'trace_an': 36676428854020432524}
  • id: 35695350
    {'hecke_orbit_code': 13510799318319114, 'n': 42, 'trace_an': 308887772152963497984}
  • id: 35695351
    {'hecke_orbit_code': 13510799318319114, 'n': 43, 'trace_an': 909017314298263251628}
  • id: 35695352
    {'hecke_orbit_code': 13510799318319114, 'n': 44, 'trace_an': 241870425629921378304}
  • id: 35695353
    {'hecke_orbit_code': 13510799318319114, 'n': 45, 'trace_an': 195342905140136718750}
  • id: 35695354
    {'hecke_orbit_code': 13510799318319114, 'n': 46, 'trace_an': 693334778063764635648}
  • id: 35695355
    {'hecke_orbit_code': 13510799318319114, 'n': 47, 'trace_an': 954929084389204818996}
  • id: 35695356
    {'hecke_orbit_code': 13510799318319114, 'n': 48, 'trace_an': -27328968438791012352}
  • id: 35695357
    {'hecke_orbit_code': 13510799318319114, 'n': 49, 'trace_an': 3707694774551412650874}
  • id: 35695358
    {'hecke_orbit_code': 13510799318319114, 'n': 50, 'trace_an': 488281250000000000000}
  • id: 35695359
    {'hecke_orbit_code': 13510799318319114, 'n': 51, 'trace_an': 1652042752773544110744}
  • id: 35695360
    {'hecke_orbit_code': 13510799318319114, 'n': 52, 'trace_an': 1567068291717973147648}
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    {'hecke_orbit_code': 13510799318319114, 'n': 683, 'trace_an': -234894923759251595009785647297200532}
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  • id: 35695521
    {'hecke_orbit_code': 13510799318319114, 'n': 701, 'trace_an': 310213399994850080715184891762624644}
  • id: 35695522
    {'hecke_orbit_code': 13510799318319114, 'n': 709, 'trace_an': 117450426043392429689837898264491260}
  • id: 35695523
    {'hecke_orbit_code': 13510799318319114, 'n': 719, 'trace_an': 841800519560457725327380811966431440}
  • id: 35695524
    {'hecke_orbit_code': 13510799318319114, 'n': 727, 'trace_an': -415774296713286445405693283342926364}
  • id: 35695525
    {'hecke_orbit_code': 13510799318319114, 'n': 729, 'trace_an': 1096168355606130911440791160040764506}
  • id: 35695526
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  • id: 35695527
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  • id: 35695528
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  • id: 35695529
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  • id: 35695530
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  • id: 35695531
    {'hecke_orbit_code': 13510799318319114, 'n': 761, 'trace_an': 906458325028417053332623794710751444}
  • id: 35695532
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  • id: 35695533
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  • id: 35695534
    {'hecke_orbit_code': 13510799318319114, 'n': 787, 'trace_an': 2360778089267966461744633810030793716}
  • id: 35695535
    {'hecke_orbit_code': 13510799318319114, 'n': 797, 'trace_an': 1781757855653976936658191226820361876}
  • id: 35695536
    {'hecke_orbit_code': 13510799318319114, 'n': 809, 'trace_an': 1136969708989467316453044779603225460}
  • id: 35695537
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  • id: 35695538
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  • id: 35695539
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  • id: 35695540
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  • id: 35695541
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  • id: 35695542
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  • id: 35695543
    {'hecke_orbit_code': 13510799318319114, 'n': 841, 'trace_an': -6265247974683752982084997213844632498}
  • id: 35695544
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  • id: 35695545
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  • id: 35695546
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  • id: 35695547
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  • id: 35695548
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  • id: 35695549
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  • id: 35695550
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  • id: 35695551
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  • id: 35695552
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  • id: 35695553
    {'hecke_orbit_code': 13510799318319114, 'n': 911, 'trace_an': 13260675991051295353487134101792247704}
  • id: 35695554
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  • id: 35695555
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  • id: 35695556
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  • id: 35695557
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  • id: 35695558
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  • id: 35695559
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  • id: 35695560
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  • id: 35695561
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  • id: 35695562
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  • id: 35695563
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  • id: 35695564
    {'hecke_orbit_code': 13510799318319114, 'n': 983, 'trace_an': -55671981187662241661364726932611680612}
  • id: 35695565
    {'hecke_orbit_code': 13510799318319114, 'n': 991, 'trace_an': 12774227780529573056250554039298544504}
  • id: 35695566
    {'hecke_orbit_code': 13510799318319114, 'n': 997, 'trace_an': 36848391190929878100714687684708448756}