Embedded newform data - 531.6.a.c.1.6

Formats: - HTML - YAML - JSON - 2024-05-05T09:33:01.211771

• 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
  conrey_indexes	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_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_prime	boolean
  level_is_prime_power	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': 19116, 'analytic_conductor': 85.16380832069271, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [59, -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': [531, 1, [119, 415], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 12, 'field_disc': 906725263489645311281476593655919422265403573339860560, 'field_disc_factorization': [[2, 4], [5, 1], [1789, 1], [138059, 1], [45889218900836691931159143404353172352065407, 1]], 'field_poly': [49172480, 21512960, -75006848, 6775664, 15565376, -720516, -1009736, 8539, 25384, 143, -269, -2, 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': [[2, [15131776, 78147904, 88035904, -12144672, -24399488, -2586728, 1174642, 191819, -15182, -3917, -49, 22, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007199355404819, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 8, 'hecke_ring_index_factorization': [[2, 3]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '531.6.a.c', 'level': 531, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 59], 'level_radical': 177, 'minimal_twist': '177.6.a.c', 'prim_orbit_index': 1, 'qexp_display': 'q+(-2+\\beta _{1})q^{2}+(17-2\\beta _{1}+\\beta _{2})q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 12, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '531.6.a', 'trace_display': [-22, 0, -158, 413], 'trace_hash': 643723632098718005, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '10.116', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '300.919', 'prec': 24}, {'__RealLiteral__': 0, 'data': '37.312', 'prec': 20}, {'__RealLiteral__': 0, 'data': '13699.921', 'prec': 30}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [12, -22, 0, 198, -158, 0, 413, -723, 0, 601, -1480, 0, 472, -1065, 0, 6370, -1565, 0, 3939, -8033, 0, -1738, -7245, 0, 9690, -3764, 0, 12154, -10003, 0, 7295, -11628, 0, -16344, -11015, 0, 6741, -3035, 0, 5572, -34025, 0, -6336, -41168, 0, 2345, -66167, 0, 28319, -31173, 0, 16440, -62290, 0, 55764, -107306, 0, 37952, 41772, 0, 68469, -99190, 0, 68525, -80156, 0, 113310, -33887, 0, 32034, -84520, 0, 135895, 31962, 0, -61848, 3799, 0, 14122, -77609, 0, -1501, -114463, 0, -101097, 203536, 0, -244967, -189109, 0, -168249, 71946, 0, -472284, -21923, 0, 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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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• mf_newspaces •

  Column	Type
  AL_dims	jsonb
  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_prime	boolean
  level_is_prime_power	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

  
  {'AL_dims': [[[[3, -1], [59, -1]], 33, 3], [[[3, 1], [59, -1]], 25, 1], [[[3, -1], [59, 1]], 39, 3], [[[3, 1], [59, 1]], 25, 1]], 'ALdims': [25, 25, 39, 33], 'Nk2': 19116, 'analytic_conductor': 85.16380832069271, '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': [531, 1, [119, 415], [1, 1]], 'conrey_index': 1, 'cusp_dim': 296, 'dim': 122, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 100663827, 'hecke_orbit_dims': [9, 11, 12, 12, 13, 15, 25, 25], 'label': '531.6.a', 'level': 531, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 59], 'level_radical': 177, 'mf_dim': 304, 'mf_new_dim': 122, 'num_forms': 8, 'plus_dim': 58, 'prim_orbit_index': 1, 'relative_dim': 122, 'sturm_bound': 360, 'trace_bound': 2, 'trace_display': [-6, 0, -44, 2], 'traces': [122, -6, 0, 1958, 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9820408312, -1080159219, 0, 2184640004, -1438503340, 0, -5231238412, 277668492, 0, 618029126, -4051626208, 0, 1128797736, -1919602656, 0, -528900124, 1508405268, 0, -9960762672, 3974928796, 0, 2061282073, 3846160332, 0, 1399599356, 2158527711, 0], 'weight': 6, '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: 40498065
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 12, 'source_embedding_index': 6, 'source_hecke_orbit_code': 9007199355404819, 'source_is_minimal': False, 'source_label': '531.6.a.c.1.6', 'source_level': 531, 'target_conrey_index': 1, 'target_dim': 12, 'target_embedding_index': 6, 'target_hecke_orbit_code': 9007199355404819, 'target_is_minimal': False, 'target_label': '531.6.a.c.1.6', 'target_level': 531, 'twist_class_label': '177.6.a.c.1.7', 'twist_class_level': 177, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
  • id: 40498066
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 12, 'source_embedding_index': 6, 'source_hecke_orbit_code': 9007199355404819, 'source_is_minimal': False, 'source_label': '531.6.a.c.1.6', 'source_level': 531, 'target_conrey_index': 1, 'target_dim': 12, 'target_embedding_index': 7, 'target_hecke_orbit_code': 9007199355404465, 'target_is_minimal': True, 'target_label': '177.6.a.c.1.7', 'target_level': 177, 'twist_class_label': '177.6.a.c.1.7', 'twist_class_level': 177, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 1015275
    {'charpoly_factorization': [[[15131776, 78147904, 88035904, -12144672, -24399488, -2586728, 1174642, 191819, -15182, -3917, -49, 22, 1], 1]], 'hecke_orbit_code': 9007199355404819, 'p': 2}
  • id: 1015276
    {'charpoly_factorization': [[[0, 1], 12]], 'hecke_orbit_code': 9007199355404819, 'p': 3}
  • id: 1015277
    {'charpoly_factorization': [[[-659380912218579363840, -6767956329512233920, 1953100084230636496, 35490493399256368, -1661090387328638, -39664756772442, 484029707037, 16727756618, -11859943, -2786782, -11113, 158, 1], 1]], 'hecke_orbit_code': 9007199355404819, 'p': 5}
  • id: 1015278
    {'charpoly_factorization': [[[179486905933520214259712, 98081146292276244206848, 1998292785039627431056, -35283152612462006888, -622725300436496463, 6882289430733117, 61742243285267, -701221763620, -1729721320, 30924452, -29717, -413, 1], 1]], 'hecke_orbit_code': 9007199355404819, 'p': 7}
  • id: 1015279
    {'charpoly_factorization': [[[-338182705134316415968534720, -253847263457261686243934720, -14969357766903797276646012, -160443471775811084275668, -112955751653621044035, 5664578792566664692, 23561665253073632, -16851341306852, -271814348806, -429186564, 378788, 1480, 1], 1]], 'hecke_orbit_code': 9007199355404819, 'p': 11}
  • id: 1015280
    {'charpoly_factorization': [[[-17410087829607147997594733774160, 378525645454120129929756112776, -22626450940294600035205294, -16086498949655200979509122, 20547849508291248410215, 187386281323908188254, -318127682424420370, -697398554727854, 1319432358072, 984558370, -2008336, -472, 1], 1]], 'hecke_orbit_code': 9007199355404819, 'p': 13}
  • id: 1015281
    {'charpoly_factorization': [[[683286937388460635091431336517673328, -2675817661893471213174875337880192, -6550149090020466960843987381928, 19036602176470772676904901812, 25709693471462130299129619, -39607951749742090831783, -39724671046095865535, 33946994996183446, 27740048302598, -12435602130, -8804725, 1565, 1], 1]], 'hecke_orbit_code': 9007199355404819, 'p': 17}
  • id: 1015282
    {'charpoly_factorization': [[[373665467281041600196122552462899200, 2463323143445975910466515451037440, -2671306278212809832229583949248, -27077999015634421186453533200, -2725652953991738896818228, 73960492656236387027548, 5989482340746602519, -72007006950508063, 3134068890308, 28830582141, -4707528, -3939, 1], 1]], 'hecke_orbit_code': 9007199355404819, 'p': 19}
  • id: 1015283
    {'charpoly_factorization': [[[-83419748937052751463248656425457152, -44782399631936426546010643472640, 5836914012023274849924006667232, 4155551165737442087467588944, -89853873195346098951499964, -100251662114865170839624, 155207674257260429121, 114973957775336745, -70465096827146, -49427738255, 6217238, 7245, 1], 1]], 'hecke_orbit_code': 9007199355404819, 'p': 23}
  • id: 1015284
    {'charpoly_factorization': [[[-3471614446876279535585309768515777762880, -7789156988167374177869770756465833120, 40017381755853871785941930038498328, 74019060267055919424743907190320, -41341937211371831864223395850, -46375072285803317684116836, 10217027799593212776525, 9793958586444167867, -417659362983198, -742411469525, -54457480, 10003, 1], 1]], 'hecke_orbit_code': 9007199355404819, 'p': 29}
  • id: 1015285
    {'charpoly_factorization': [[[-269981387608508436384553272370331732237824, -782141068201923842259665365560992505600, -290982628334487220490383666979460200, 686834572652776747304944825961616, 596440651866993331470825589914, 59508156655334262027504720, -71472408406155606645453, -14035132982507777759, 3561677478358512, 641056156181, -100851746, -7295, 1], 1]], 'hecke_orbit_code': 9007199355404819, 'p': 31}
  • id: 1015286
    {'charpoly_factorization': [[[3558143609558376290002572138837743172354320, 4763175719779938204110232892450541379176, -1683789253645344808302448506421973282, -3203834347085604504204299353676008, 404021028785724443656534113841, 692704266210365499141804625, -81102865181516058914585, -53725710742019855456, 7272908831275654, 1285385157840, -183896193, -6741, 1], 1]], 'hecke_orbit_code': 9007199355404819, 'p': 37}
  • id: 1015287
    {'charpoly_factorization': [[[-200705522317599800648942377532545705402804512400, -15758932203035773291620626619267400459012320, 46547522915124478669399109518418949793096, 6659980074327545403720134099400246812, -1457851565881000142511174766925705, -232675620552544158483735377483, 15684814412163168208780201, 3010953230474773260274, -43041460629711582, -16817134584398, -219775449, 34025, 1], 1]], 'hecke_orbit_code': 9007199355404819, 'p': 41}
  • id: 1015288
    {'charpoly_factorization': [[[25923570797549950980428914822457299294143952896, -23239530854956319442448359150954749603235072, -16742500451051629475529702053907724540144, 4031637870497464280919183525837896360, 1337290400368466274581859316181233, -150712229936674447004696442152, -35225745136994588831111060, 1430898816607696270168, 292793572892837014, -5084337789976, -933348484, 6336, 1], 1]], 'hecke_orbit_code': 9007199355404819, 'p': 43}
  • id: 1015289
    {'charpoly_factorization': [[[-146897307344845458544551931416180120304048948961280, 8940911016422442594637898762307815838616450560, 5785626665053689373733510834630582685795712, -54686502978388959141190573097754721696, -76921476421207062976377756963383800, -1431467849578806661073361422424, 437274942033777684839386291, 16363727869983644804675, -1009768677266494104, -57972079582133, 379262884, 66167, 1], 1]], 'hecke_orbit_code': 9007199355404819, 'p': 47}
  • id: 1015290
    {'charpoly_factorization': [[[-11063511266432502386652743353435205227823255584768, -20337706440309347796296957813544467200493293504, -8377114650508859188905946408314629177258992, -1367537563177286664722763931023628248432, -72328826777421383427515010117283846, 5236967213606008920827735678854, 786932613621652100155886401, 18946317425630508919966, -1509063873576592231, -85907870747366, -240337733, 62290, 1], 1]], 'hecke_orbit_code': 9007199355404819, 'p': 53}
  • id: 1015291
    {'charpoly_factorization': [[[-3481, 1], 12]], 'hecke_orbit_code': 9007199355404819, 'p': 59}
  • id: 1015292
    {'charpoly_factorization': [[[-7469166522041778996696815221271712966806558272, 48199999783119963546834145751925536804640608, 56175995020730366314885808535584041526456, -4136382394765019166887634321864194232, -4502333201559190084281360250616014, 128964921536066876449655680352, 88766276110703138017785639, -3196222571991821073205, -572213248643671512, 28665455565979, 843694894, -68469, 1], 1]], 'hecke_orbit_code': 9007199355404819, 'p': 61}
  • id: 1015293
    {'charpoly_factorization': [[[145464938548554491772312121569432459466869128898758656, -39597387290584582255330705189435141070995391425536, 2992088908301547875338641596610837894065096448, 68450999556722202201843808393881831106944, -16750605535723160888749611422107345864, 350487440437546522802478900578196, 24695319785881748236373096585, -892903683222495313829222, -9251741319212442121, 603214443311248, -2200806425, -113310, 1], 1]], 'hecke_orbit_code': 9007199355404819, 'p': 67}
  • id: 1015294
    {'charpoly_factorization': [[[-4448230345581942805527233881841754461712124984948192760, -379826972340142581344580063354200273951624220065656, 25027475038940028740766559876892159669943949790, 2453657796715672949166011805113053151724142, -31573782370524447668442800835008433325, -4753323135585315279584845465576178, -4411401260428861676443619198, 3487799881539104486549570, 24281846713175067204, -996634678671726, -10134997760, 84520, 1], 1]], 'hecke_orbit_code': 9007199355404819, 'p': 71}
  • id: 1015295
    {'charpoly_factorization': [[[51979192471534012484051602524789240275368089606072320, -8174766089348369466918364740258427416124899337280, -1297513665716335488605934069755537063828173808, 321783246159794623248818919810096095970992, -16471581365206377290678865327865966776, -346227416509546875546024955730268, 46139826531130221572284727709, -633210137347436101860219, -28108702555938854658, 786960487271757, -734641042, -135895, 1], 1]], 'hecke_orbit_code': 9007199355404819, 'p': 73}
  • id: 1015296
    {'charpoly_factorization': [[[18524899907725441148985801495982463306276430037767192576, 4197365084627730022867131769036348767090265174874112, -343660317054359378013003450126818968956153919808, -6530026939008927959954203931588544461633696, 589108374257347006960089274274982143303, 4271503219046058766142704881239786, -392236992493384897686558681014, -1452423865137249070550558, 123159051399207396760, 240034389357310, -18158812650, -14122, 1], 1]], 'hecke_orbit_code': 9007199355404819, 'p': 79}
  • id: 1015297
    {'charpoly_factorization': [[[282434992095100722774645140642966643867368862715372492032, 90559842159687115185819203440116690686740420055491584, 8265605275851225760746934117891657718389637043296, 228042717810820171349861620305689869354192112, -2577211783931360270499658321710886345379, -160168022986721429259081846074074101, -414650278259453236670855977919, 36155881520660316984451122, 225894807414580318190, -3396406944922658, -26706961559, 114463, 1], 1]], 'hecke_orbit_code': 9007199355404819, 'p': 83}
  • id: 1015298
    {'charpoly_factorization': [[[199920043886106378121971375380875233263039135696331014144, 19158158623697028849503994653130743361927020498230656, -5538338316729397252748306833440250993678852672864, 255480518418312627795317423664399650988202880, 396438833794082765801482375111802664300, -172537915086280339049996327975010136, 292275786901045729042196522381, 47156073207122910338713713, 43485356375723600330, -5599723928934319, -21725874894, 189109, 1], 1]], 'hecke_orbit_code': 9007199355404819, 'p': 89}
  • id: 1015299
    {'charpoly_factorization': [[[-104654570089982734956897788296831595259631609211469076686592, -21560252682465969302510444954004830297545484206753229824, 8474615462287981158846310067031533666042581167920, 13863238793472301038326601103332225451959767088, 73502105583994776657900770699372152179080, -2724441567873476829208795489467525652, -20932935411090305274136514172505, 209556348675241831561885624, 1937170357735809548267, -6778612636727092, -73673351755, 76192, 1], 1]], 'hecke_orbit_code': 9007199355404819, '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': 3, 'label': '531.6.a.c', 'level': 531, 'portrait': 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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 112159000
    {'hecke_orbit_code': 9007199355404819, 'n': 1, 'trace_an': 12}
  • id: 112159001
    {'hecke_orbit_code': 9007199355404819, 'n': 2, 'trace_an': -22}
  • id: 112159002
    {'hecke_orbit_code': 9007199355404819, 'n': 3, 'trace_an': 0}
  • id: 112159003
    {'hecke_orbit_code': 9007199355404819, 'n': 4, 'trace_an': 198}
  • id: 112159004
    {'hecke_orbit_code': 9007199355404819, 'n': 5, 'trace_an': -158}
  • id: 112159005
    {'hecke_orbit_code': 9007199355404819, 'n': 6, 'trace_an': 0}
  • id: 112159006
    {'hecke_orbit_code': 9007199355404819, 'n': 7, 'trace_an': 413}
  • id: 112159007
    {'hecke_orbit_code': 9007199355404819, 'n': 8, 'trace_an': -723}
  • id: 112159008
    {'hecke_orbit_code': 9007199355404819, 'n': 9, 'trace_an': 0}
  • id: 112159009
    {'hecke_orbit_code': 9007199355404819, 'n': 10, 'trace_an': 601}
  • id: 112159010
    {'hecke_orbit_code': 9007199355404819, 'n': 11, 'trace_an': -1480}
  • id: 112159011
    {'hecke_orbit_code': 9007199355404819, 'n': 12, 'trace_an': 0}
  • id: 112159012
    {'hecke_orbit_code': 9007199355404819, 'n': 13, 'trace_an': 472}
  • id: 112159013
    {'hecke_orbit_code': 9007199355404819, 'n': 14, 'trace_an': -1065}
  • id: 112159014
    {'hecke_orbit_code': 9007199355404819, 'n': 15, 'trace_an': 0}
  • id: 112159015
    {'hecke_orbit_code': 9007199355404819, 'n': 16, 'trace_an': 6370}
  • id: 112159016
    {'hecke_orbit_code': 9007199355404819, 'n': 17, 'trace_an': -1565}
  • id: 112159017
    {'hecke_orbit_code': 9007199355404819, 'n': 18, 'trace_an': 0}
  • id: 112159018
    {'hecke_orbit_code': 9007199355404819, 'n': 19, 'trace_an': 3939}
  • id: 112159019
    {'hecke_orbit_code': 9007199355404819, 'n': 20, 'trace_an': -8033}
  • id: 112159020
    {'hecke_orbit_code': 9007199355404819, 'n': 21, 'trace_an': 0}
  • id: 112159021
    {'hecke_orbit_code': 9007199355404819, 'n': 22, 'trace_an': -1738}
  • id: 112159022
    {'hecke_orbit_code': 9007199355404819, 'n': 23, 'trace_an': -7245}
  • id: 112159023
    {'hecke_orbit_code': 9007199355404819, 'n': 24, 'trace_an': 0}
  • id: 112159024
    {'hecke_orbit_code': 9007199355404819, 'n': 25, 'trace_an': 9690}
  • id: 112159025
    {'hecke_orbit_code': 9007199355404819, 'n': 26, 'trace_an': -3764}
  • id: 112159026
    {'hecke_orbit_code': 9007199355404819, 'n': 27, 'trace_an': 0}
  • id: 112159027
    {'hecke_orbit_code': 9007199355404819, 'n': 28, 'trace_an': 12154}
  • id: 112159028
    {'hecke_orbit_code': 9007199355404819, 'n': 29, 'trace_an': -10003}
  • id: 112159029
    {'hecke_orbit_code': 9007199355404819, 'n': 30, 'trace_an': 0}
  • id: 112159030
    {'hecke_orbit_code': 9007199355404819, 'n': 31, 'trace_an': 7295}
  • id: 112159031
    {'hecke_orbit_code': 9007199355404819, 'n': 32, 'trace_an': -11628}
  • id: 112159032
    {'hecke_orbit_code': 9007199355404819, 'n': 33, 'trace_an': 0}
  • id: 112159033
    {'hecke_orbit_code': 9007199355404819, 'n': 34, 'trace_an': -16344}
  • id: 112159034
    {'hecke_orbit_code': 9007199355404819, 'n': 35, 'trace_an': -11015}
  • id: 112159035
    {'hecke_orbit_code': 9007199355404819, 'n': 36, 'trace_an': 0}
  • id: 112159036
    {'hecke_orbit_code': 9007199355404819, 'n': 37, 'trace_an': 6741}
  • id: 112159037
    {'hecke_orbit_code': 9007199355404819, 'n': 38, 'trace_an': -3035}
  • id: 112159038
    {'hecke_orbit_code': 9007199355404819, 'n': 39, 'trace_an': 0}
  • id: 112159039
    {'hecke_orbit_code': 9007199355404819, 'n': 40, 'trace_an': 5572}
  • id: 112159040
    {'hecke_orbit_code': 9007199355404819, 'n': 41, 'trace_an': -34025}
  • id: 112159041
    {'hecke_orbit_code': 9007199355404819, 'n': 42, 'trace_an': 0}
  • id: 112159042
    {'hecke_orbit_code': 9007199355404819, 'n': 43, 'trace_an': -6336}
  • id: 112159043
    {'hecke_orbit_code': 9007199355404819, 'n': 44, 'trace_an': -41168}
  • id: 112159044
    {'hecke_orbit_code': 9007199355404819, 'n': 45, 'trace_an': 0}
  • id: 112159045
    {'hecke_orbit_code': 9007199355404819, 'n': 46, 'trace_an': 2345}
  • id: 112159046
    {'hecke_orbit_code': 9007199355404819, 'n': 47, 'trace_an': -66167}
  • id: 112159047
    {'hecke_orbit_code': 9007199355404819, 'n': 48, 'trace_an': 0}
  • id: 112159048
    {'hecke_orbit_code': 9007199355404819, 'n': 49, 'trace_an': 28319}
  • id: 112159049
    {'hecke_orbit_code': 9007199355404819, 'n': 50, 'trace_an': -31173}
  • id: 112159050
    {'hecke_orbit_code': 9007199355404819, 'n': 51, 'trace_an': 0}
  • id: 112159051
    {'hecke_orbit_code': 9007199355404819, 'n': 52, 'trace_an': 16440}
  • id: 112159052
    {'hecke_orbit_code': 9007199355404819, 'n': 53, 'trace_an': -62290}
  • id: 112159053
    {'hecke_orbit_code': 9007199355404819, 'n': 54, 'trace_an': 0}
  • id: 112159054
    {'hecke_orbit_code': 9007199355404819, 'n': 55, 'trace_an': 55764}
  • id: 112159055
    {'hecke_orbit_code': 9007199355404819, 'n': 56, 'trace_an': -107306}
  • id: 112159056
    {'hecke_orbit_code': 9007199355404819, 'n': 57, 'trace_an': 0}
  • id: 112159057
    {'hecke_orbit_code': 9007199355404819, 'n': 58, 'trace_an': 37952}
  • id: 112159058
    {'hecke_orbit_code': 9007199355404819, 'n': 59, 'trace_an': 41772}
  • id: 112159059
    {'hecke_orbit_code': 9007199355404819, 'n': 60, 'trace_an': 0}
  • id: 112159060
    {'hecke_orbit_code': 9007199355404819, 'n': 61, 'trace_an': 68469}
  • id: 112159061
    {'hecke_orbit_code': 9007199355404819, 'n': 62, 'trace_an': -99190}
  • id: 112159062
    {'hecke_orbit_code': 9007199355404819, 'n': 63, 'trace_an': 0}
  • id: 112159063
    {'hecke_orbit_code': 9007199355404819, 'n': 64, 'trace_an': 68525}
  • id: 112159064
    {'hecke_orbit_code': 9007199355404819, 'n': 65, 'trace_an': -80156}
  • id: 112159065
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