Embedded newform data - 80.11.h.c.79.3

Formats: - HTML - YAML - JSON - 2026-06-24T21:36:40.243126

• 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': 9680, 'analytic_conductor': 50.82858021389793, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 20, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 8, 'char_orbit_label': 'h', 'char_order': 2, 'char_parity': -1, 'char_values': [80, 2, [31, 21, 17], [1, 2, 1]], 'cm_discs': [], 'conrey_index': 79, 'dim': 20, 'field_disc': 787969794983265852136628450849006822718319272258845412889853187466561168514151630172866723591198835678458777600000000, 'field_disc_factorization': [[2, 18], [3, 10], [5, 8], [7, 8], [19, 8], [31, 2], [61, 2], [157, 4], [3617, 4], [4211, 4], [10973, 4], [941329, 4]], 'field_poly': [194778931182571164656591746997324510793307, 223325972861622235247709821925222032910, -223218497096280455990144915735000010485, -214923298254622747695853817303185810, 107391072475341785783771967456383675, 84679605753079351811071943161932, -28205908842254805246850374647570, -17677228481765665286177431460, 4416119216716945090091828055, 2124992308086770262858130, -424721632969752082446931, -150981009601297521310, 25149806639226868205, 6320219911274660, -902509057687710, -151791690812, 18968501725, 1926870, -214065, -10, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [[3, [-451800182661776513261568, 0, 64775941244464942080, 0, -3151588886881920, 0, 60127773840, 0, -428240, 0, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007680475627600, 'hecke_ring_generator_nbound': 11, 'hecke_ring_index': 1953885794681483683044370535971347023180681183232000000000000, 'hecke_ring_index_factorization': [[2, 139], [3, 14], [5, 12], [7, 4]], 'hecke_ring_index_proved': True, 'inner_twist_count': 4, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 5, 2, 1, 2, 0], [1, 1, 20, 4, -1, 2, 0], [1, 1, 4, 2, -1, 2, 0]], 'is_cm': False, 'is_largest': True, 'is_maximal': False, 'is_polredabs': False, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '80.11.h.c', 'level': 80, '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': False, 'level_primes': [2, 5], 'level_radical': 10, 'minimal_twist': '80.11.h.c', 'prim_orbit_index': 4, 'qexp_display': 'q+\\beta _{10}q^{3}+(-432-\\beta _{1})q^{5}+(-6\\beta _{10}+\\cdots)q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 20, 'rm_discs': [], 'sato_tate_group': '10.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '80.11.h', 'trace_display': [0, 0, -8644, 0], 'trace_hash': 589939729208536200, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.033', 'prec': 17}, {'__RealLiteral__': 0, 'data': '15.360', 'prec': 20}, {'__RealLiteral__': 0, 'data': '24.281', 'prec': 20}, {'__RealLiteral__': 0, 'data': '2720.605', 'prec': 27}, {'__RealLiteral__': 0, 'data': '5653.160', 'prec': 27}, {'__RealLiteral__': 0, 'data': '810534.780', 'prec': 34}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.759', 'prec': 17}, 'traces': [20, 0, 0, 0, -8644, 0, 0, 0, 531980, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -9918720, 0, 0, 0, -27949132, 0, 0, 0, 72610760, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -22549160, 0, 0, 0, -376019996, 0, 0, 0, 1955095660, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1108414520, 0, 0, 0, 1858963008, 0, 0, 0, -3380864640, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 18825762580, 0, 0, 0, 19740011904, 0, 0, 0, -5262787480, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -20441995000, 0, 0, 0, -56185770816, 0, 0, 0, 78174599480, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 56427041780, 0, 0, 0, 534871004, 0, 0, 0, -146586296640, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -285128747520, 0, 0, 0, -277162737832, 0, 0, 0, -50021980040, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1022544358080, 0, 0, 0, 429772700928, 0, 0, 0, -894112750540, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 4252368520, 0, 0, 0, -1290465566400, 0, 0, 0, 266875862400, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2515529472960, 0, 0, 0, -356348554808, 0, 0, 0, 223214787840, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 3980819178240, 0, 0, 0, -4931395837588, 0, 0, 0, 2317620008200, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 5166444686360, 0, 0, 0, -2521795781372, 0, 0, 0, -9522739475520, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 20242057765240, 0, 0, 0, -3682945187136, 0, 0, 0, -10544587455560, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 4468379212120, 0, 0, 0, -20976333765888, 0, 0, 0, -10265848974700, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 41200144836480, 0, 0, 0, -19058092881304, 0, 0, 0, -9430684813440, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 32361433128000, 0, 0, 0, -37090001102976, 0, 0, 0, -11926241396160, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 73246994672640, 0, 0, 0, -47128236007872, 0, 0, 0, -22114283821880, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 61137515782580, 0, 0, 0, -33231593496576, 0, 0, 0, -43166304994840, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 175119706035840, 0, 0, 0, -64991978424576, 0, 0, 0, -31374570753800, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 112764039577640, 0, 0, 0, -82844116115716, 0, 0, 0, -78787838549800, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 100720675379960, 0, 0, 0, -80691511481088, 0, 0, 0, -97041990673920, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 280305681156340, 0, 0, 0, -32796318332104, 0, 0, 0, -4280739849320, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -15547695526840, 0, 0, 0, -271506132077568, 0, 0, 0, 64226305073280, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 177018656630400, 0, 0, 0, -157956878314368, 0, 0, 0, -127773487112640, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -79430574122880, 0, 0, 0, 3935491679000, 0, 0, 0, -294768118463800, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 261494108411240, 0, 0, 0, 204302913437952, 0, 0, 0, 199089964915180, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 109253682218440, 0, 0, 0, -13616866033816, 0, 0, 0, -65526517206520, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -385372114498560, 0, 0, 0, 82217186963712, 0, 0, 0, 93775681702360, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -185169626866560, 0, 0, 0, 384017296999872, 0, 0, 0, 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-34800373777920, 0, 0, 0, -1806052890652224, 0, 0, 0, 2453805372449280, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -3753705742881320, 0, 0, 0, 2061623112858624, 0, 0, 0, 2280147075211880, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -437085150258440, 0, 0, 0, -1096938283670016, 0, 0, 0, -1455762974808520, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 518305352604060, 0, 0, 0, 2954272716434588, 0, 0, 0, 2230783878511680, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 13254128818560, 0, 0, 0, -3170503775764800, 0, 0, 0, -1084626997862400, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1136645535323800, 0, 0, 0, 4112622984338688, 0, 0, 0, 2391910498729920, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1193333804017920, 0, 0, 0, -3237466879764584, 0, 0, 0, -8448269970950600, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 4566071588295360, 0, 0, 0, 2010130636579200, 0, 0, 0, -1541979477025640, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 5291280891227720, 0, 0, 0, -8706749836700160, 0, 0, 0, -7823168266383360, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -2360621306845420, 0, 0, 0, -1096590184758912, 0, 0, 0, 10069634505077760, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 17059209740666120, 0, 0, 0, -7908559084037952, 0, 0, 0, -4992988715043840, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], 'weight': 11, 'weight_parity': -1}
• 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

  
  {'an_normalized': [[1.0, 0.0], [0.0, 0.0], [-1.6249830209694531, 0.0], [0.0, 0.0], [0.17291792637322131, -0.9849362368898736], [0.0, 0.0], [1.779818777567575, 0.0], [0.0, 0.0], [1.6405698184390105, 0.0], [0.0, 0.0], [0.0, -0.6572001360590435], [0.0, 0.0], [0.0, -0.9596995770982927], [0.0, 0.0], [-0.28098869437773066, 1.6005046616835918], [0.0, 0.0], [0.0, 1.1942258408561341], [0.0, 0.0], [0.0, 1.4750057841235267], [0.0, 0.0], [-2.8921752939499172, 0.0], [0.0, 0.0], [1.5562834830495498, 0.0], [0.0, 0.0], [-0.9401987814775704, -0.3406262633856817], [0.0, 0.0], [-1.0409150787088772, 0.0], [0.0, 0.0], [-0.29430940779272347, 0.0], [0.0, 0.0], [0.0, 0.6679817904414244], [0.0, 0.0], [0.0, 1.06793906247476], [0.0, 0.0], [0.3077625723371067, -1.7530080091233422], [0.0, 0.0], [0.0, -0.8114649835063705], [0.0, 0.0], [0.0, 1.5594955180162904], [0.0, 0.0], [0.024041089721227996, 0.0], [0.0, 0.0], [1.1260995065819444, 0.0], [0.0, 0.0], [0.28368393107496587, -1.6158566633284221], [0.0, 0.0], [0.8278604965034332, 0.0], [0.0, 0.0], [2.1677548809821365, 0.0], [0.0, 0.0], [0.0, -1.9405967145941863], [0.0, 0.0], [0.0, 1.634980404217807], [0.0, 0.0], [-0.6473002288935071, -0.11364168473952871], [0.0, 0.0], [0.0, -2.3968593550324657], [0.0, 0.0], [0.0, -0.41793412669378666], [0.0, 0.0], [-0.050058945409684585, 0.0], [0.0, 0.0], [2.9199169687683777, 0.0], [0.0, 0.0], [-0.9452428900119956, -0.16594926081309422], [0.0, 0.0], [0.5349829535071857, 0.0], [0.0, 0.0], [-2.5289342357707203, 0.0], [0.0, 0.0], [0.0, 1.7876717289166082], [0.0, 0.0], [0.0, -0.21382295444723318], [0.0, 0.0], [1.5278070562372212, 0.5535118944980016], [0.0, 0.0], [0.0, -1.1696971427778506], [0.0, 0.0], [0.0, -0.7510845290823199], [0.0, 0.0], [0.050899510733997164, 0.0], [0.0, 0.0], [0.6975355128219577, 0.0], [0.0, 0.0], [1.1762363056894858, 0.20650305602215932], [0.0, 0.0], [0.47824779057475053, 0.0], [0.0, 0.0], [0.5583871063411865, 0.0], [0.0, 0.0], [0.0, -1.708091328143202], [0.0, 0.0], [0.0, -1.08545906778409], [0.0, 0.0], [1.4527866464054238, 0.25505494157914754], [0.0, 0.0], [0.0, -1.85011269262679], [0.0, 0.0], [0.0, -1.078182707892478], [0.0, 0.0]], 'angles': [None, -0.4009446609124766, None, -0.07538371408771787, -0.44671159074150096, -0.42034557797674593, 0.10184279008285294, 0.13199759023551905, -0.10808125421840978, -0.2735057591647917, 0.05419774025091673, -0.4335082305874526, -0.24808682479132574, -0.15481396664291078, -0.1820778689720665, 0.15231760230133196, -0.4664949266834542, -0.2539839803548389, -0.20690264035751663, 0.1759980265949989, -0.48295192736749637, -0.4387282442873466, -0.1933000997078058, -0.20496644625579144, -0.31200874148421864, -0.2706437969385503, -0.2671395646604582, -0.3403324630228539, -0.13445626471843466, -0.47268112023408954, -0.338879881423114, -0.4523691626750859, -0.4449293308150319, 0.04006812558104, -0.136661463807496, -0.48397871423115874, -0.2819344302507322, -0.17844662639164757, -0.22715925217164926, -0.4721415922630651, 0.04196944994639743, -0.35545619120453004, -0.40649183562070856, -0.44962140704663267, 0.02910885115680412, 0.060519645341780885, -0.4770096085971851, -0.24598844255745655, -0.24123609326309248, -0.16877974395623055, -0.49398128431146454, -0.40099546733503316, -0.06922649924424362, -0.4775033327033117, 0.15889721347184954, -0.31131140203305346, -0.323180415047208, 0.08939241566959329, -0.3975047290665322, -0.33171125928435274, -0.31805651495803056, 0.07775949041727973, -0.3471177659817049, 0.07317287644356008, -0.47791378678639845, -0.4888495550708937, -0.39871129592515187, -0.4922201808233005, -0.1003860915790737, -0.4343264152292574, -0.4764594154576542, -0.47133540321223233, -0.32439507577861115, 0.031943359007341604, -0.4723738430609219, -0.14048685731647848, -0.3198247617764469, -0.38611382576034325, -0.23630258975610735, -0.34527252076409387, 0.1108920539368005, -0.25459294452978226, -0.37436275022291615, 0.10080043774834384, 0.11841628566482626, -0.3334941983798736, -0.2544149318481369, -0.41985546684506253, -0.35095227342950647, -0.16925448785546782, -0.08777760166793716, 0.1254780715598236, -0.13207489350474919, 0.05262278100028644, -0.43724624045665816, -0.2817014643649918, -0.30668574247885555, -0.1540777434062869, -0.26416723955941035, -0.16939223257424943], 'char_orbit_index': 8, 'conrey_index': 79, 'dual_conrey_index': 79, 'dual_embedding_index': 4, 'dual_embedding_m': 4, 'embedding_index': 3, 'embedding_m': 3, 'embedding_root_imag': 0.8660254037844386, 'embedding_root_real': 197.93543704778855, 'hecke_orbit': 3, 'hecke_orbit_code': 9007680475627600, 'label': '80.11.h.c.79.3', 'level': 80, 'weight': 11}
• mf_newspaces •

  Column	Type
  ALdims	integer[]
  ALdims_eis_new	integer[]
  ALdims_eis_old	integer[]
  ALdims_old	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

  
  {'Nk2': 9680, 'analytic_conductor': 50.82858021389793, 'char_conductor': 20, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 8, 'char_orbit_label': 'h', 'char_order': 2, 'char_parity': -1, 'char_values': [80, 2, [31, 21, 17], [1, 2, 1]], 'conrey_index': 79, 'cusp_dim': 114, 'dim': 30, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 481220886608, 'hecke_orbit_dims': [2, 8, 20], 'label': '80.11.h', 'level': 80, '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': False, 'level_primes': [2, 5], 'level_radical': 10, 'mf_dim': 126, 'mf_new_dim': 30, 'num_forms': 3, 'prim_orbit_index': 4, 'relative_dim': 30, 'sturm_bound': 132, 'trace_bound': 1, 'trace_display': [0, 0, -4674, 0], 'traces': [30, 0, 0, 0, -4674, 0, 0, 0, 590490, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -8860920, 0, 0, 0, -22721682, 0, 0, 0, 58026540, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 142012620, 0, 0, 0, -127093926, 0, 0, 0, 2072651370, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2603161500, 0, 0, 0, 2674425408, 0, 0, 0, 1372193160, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 24382202790, 0, 0, 0, 22648543104, 0, 0, 0, 5868241500, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -23878180980, 0, 0, 0, -48569534616, 0, 0, 0, 67014068700, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 29944583790, 0, 0, 0, 20714194254, 0, 0, 0, -197123015640, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -530881310520, 0, 0, 0, -286056353172, 0, 0, 0, -52589902020, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 748646090280, 0, 0, 0, 605200988928, 0, 0, 0, -641706520050, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -857074222260, 0, 0, 0, -665521425600, 0, 0, 0, 753358592400, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1523379513960, 0, 0, 0, 1244222415852, 0, 0, 0, 1613355651840, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 594128490240, 0, 0, 0, -1588146091638, 0, 0, 0, 3988498647180, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -506080920660, 0, 0, 0, 1381840947498, 0, 0, 0, -4696306999320, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 5092237481220, 0, 0, 0, 4369591030464, 0, 0, 0, -7531752837540, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -16285228566900, 0, 0, 0, -9476219013888, 0, 0, 0, -295067346210, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 8804708500680, 0, 0, 0, 2043856788156, 0, 0, 0, -2283286600440, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -15677101527000, 0, 0, 0, -9131244878976, 0, 0, 0, 8066567393640, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 11384518640640, 0, 0, 0, 1948346756328, 0, 0, 0, 3934438541100, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -7844518663410, 0, 0, 0, 19837928769024, 0, 0, 0, 10279160767140, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 63177529920840, 0, 0, 0, 5198057351424, 0, 0, 0, 18312036759420, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -5775530558340, 0, 0, 0, 2645372646054, 0, 0, 0, -10537716417780, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -36919820320260, 0, 0, 0, 3277708230912, 0, 0, 0, -50106922129920, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 97310324476350, 0, 0, 0, 84988242163356, 0, 0, 0, 30992167982700, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -187787306780820, 0, 0, 0, -196481853293568, 0, 0, 0, 118740532598280, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 30353049206400, 0, 0, 0, -77880732893568, 0, 0, 0, -145798219506840, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -219556699589880, 0, 0, 0, 42118992750540, 0, 0, 0, -297244166324820, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 149977659602460, 0, 0, 0, 247073761994952, 0, 0, 0, 308517288334890, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 292744647759660, 0, 0, 0, -123371041513476, 0, 0, 0, -58596206485740, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -246321191746560, 0, 0, 0, 38856251488512, 0, 0, 0, -8638166850420, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 205925726415240, 0, 0, 0, 109409576014272, 0, 0, 0, -220662724592640, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 162199745900940, 0, 0, 0, 31366853259534, 0, 0, 0, 1053722079439440, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 232309410963600, 0, 0, 0, -102516387593538, 0, 0, 0, -65715949344000, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -761147398564500, 0, 0, 0, -305757044309112, 0, 0, 0, 317063759842560, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 799336958185020, 0, 0, 0, 272974839088896, 0, 0, 0, -1928108606802360, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -905484632847000, 0, 0, 0, 475828668230016, 0, 0, 0, 1055833763552640, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 265416773482140, 0, 0, 0, -1082129321721816, 0, 0, 0, -125221393032180, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -332792436472920, 0, 0, 0, 89341585142604, 0, 0, 0, -415472981269470, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -529604440327680, 0, 0, 0, -233563025563812, 0, 0, 0, -3308486883679800, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -592900976022180, 0, 0, 0, 2502863750084736, 0, 0, 0, 3017942456365500, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2219744205166080, 0, 0, 0, -3176751771177024, 0, 0, 0, 408521647766280, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1609462813266540, 0, 0, 0, 1729678330182024, 0, 0, 0, 2350317625000860, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 664195659108540, 0, 0, 0, -2312417786390016, 0, 0, 0, -2236410440691300, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1660552056234090, 0, 0, 0, 3755207345843118, 0, 0, 0, 4610001643456680, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 798624446313360, 0, 0, 0, -3668093859105600, 0, 0, 0, -2938998213734400, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -157805915819220, 0, 0, 0, 5605263372626688, 0, 0, 0, 4832547013503720, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -244025400718080, 0, 0, 0, -3920716394480244, 0, 0, 0, -9908958700444380, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -705794442844440, 0, 0, 0, 5526784228387200, 0, 0, 0, 2858056603078380, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1983534485557740, 0, 0, 0, -7611992353091760, 0, 0, 0, -9759089611023360, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -8663837054893410, 0, 0, 0, 4254406421743488, 0, 0, 0, 15199440547445760, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 9615429789277140, 0, 0, 0, -6662097679340352, 0, 0, 0, -7811084397779640, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], 'weight': 11, '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: 41067977
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 79, 'source_dim': 20, 'source_embedding_index': 3, 'source_hecke_orbit_code': 9007680475627600, 'source_is_minimal': True, 'source_label': '80.11.h.c.79.3', 'source_level': 80, 'target_conrey_index': 79, 'target_dim': 20, 'target_embedding_index': 3, 'target_hecke_orbit_code': 9007680475627600, 'target_is_minimal': True, 'target_label': '80.11.h.c.79.3', 'target_level': 80, 'twist_class_label': '80.11.h.c.79.3', 'twist_class_level': 80, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 11}
  • id: 41067978
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 79, 'source_dim': 20, 'source_embedding_index': 3, 'source_hecke_orbit_code': 9007680475627600, 'source_is_minimal': True, 'source_label': '80.11.h.c.79.3', 'source_level': 80, 'target_conrey_index': 79, 'target_dim': 20, 'target_embedding_index': 17, 'target_hecke_orbit_code': 9007680475627600, 'target_is_minimal': True, 'target_label': '80.11.h.c.79.17', 'target_level': 80, 'twist_class_label': '80.11.h.c.79.3', 'twist_class_level': 80, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 11}
  • id: 41067979
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 79, 'source_dim': 20, 'source_embedding_index': 3, 'source_hecke_orbit_code': 9007680475627600, 'source_is_minimal': True, 'source_label': '80.11.h.c.79.3', 'source_level': 80, 'target_conrey_index': 79, 'target_dim': 20, 'target_embedding_index': 18, 'target_hecke_orbit_code': 9007680475627600, 'target_is_minimal': True, 'target_label': '80.11.h.c.79.18', 'target_level': 80, 'twist_class_label': '80.11.h.c.79.3', 'twist_class_level': 80, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 11}
  • id: 41067980
    {'conductor': 20, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 79, 'source_dim': 20, 'source_embedding_index': 3, 'source_hecke_orbit_code': 9007680475627600, 'source_is_minimal': True, 'source_label': '80.11.h.c.79.3', 'source_level': 80, 'target_conrey_index': 79, 'target_dim': 20, 'target_embedding_index': 4, 'target_hecke_orbit_code': 9007680475627600, 'target_is_minimal': True, 'target_label': '80.11.h.c.79.4', 'target_level': 80, 'twist_class_label': '80.11.h.c.79.3', 'twist_class_level': 80, 'twisting_char_label': '20.19', 'twisting_conrey_index': 19, 'weight': 11}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 250400
    {'charpoly_factorization': [[[0, 1], 20]], 'hecke_orbit_code': 9007680475627600, 'p': 2}
  • id: 250401
    {'charpoly_factorization': [[[-451800182661776513261568, 0, 64775941244464942080, 0, -3151588886881920, 0, 60127773840, 0, -428240, 0, 1], 2]], 'hecke_orbit_code': 9007680475627600, 'p': 3}
  • id: 250402
    {'charpoly_factorization': [[[88817841970012523233890533447265625, 39308361010625958442687988281250, 15205820091068744659423828125, 4154728984832763671875000, 602187385559082031250, 141468424804687500, 61663988281250, 43565491000, 16327125, 4322, 1], 2]], 'hecke_orbit_code': 9007680475627600, 'p': 5}
  • id: 250403
    {'charpoly_factorization': [[[-551140320189477962517657319844464849477632, 0, 37518943567314375590071188007111680, 0, -347709885332200138289162880, 0, 1242978571910129040, 0, -1901150160, 0, 1], 2]], 'hecke_orbit_code': 9007680475627600, 'p': 7}
  • id: 250404
    {'charpoly_factorization': [[[1140982187626258742134213401077054564939687245381632, 0, 491948016509811102389016303479954268487680, 0, 71514544599240746263591857684480, 0, 4444652057344713584640, 0, 115580362560, 0, 1], 2]], 'hecke_orbit_code': 9007680475627600, 'p': 11}
  • id: 250405
    {'charpoly_factorization': [[[61998453881943523821297403344566635651471019862053093376, 0, 2633625783966214002745960082627309048671764480, 0, 40675033399719946368368446195138560, 0, 287057164363714888104960, 0, 912820646880, 0, 1], 2]], 'hecke_orbit_code': 9007680475627600, 'p': 13}
  • id: 250406
    {'charpoly_factorization': [[[12108389917382578824612655186907099817911426428552072736538624, 0, 49900061505400353574589081844442621561507235758080, 0, 74733901312151118933883565958380912640, 0, 48559986801265651374735360, 0, 12646431745920, 0, 1], 2]], 'hecke_orbit_code': 9007680475627600, 'p': 17}
  • id: 250407
    {'charpoly_factorization': [[[65611654241384014399930768149161455381694262777290038444032, 0, 3302004343815844238851635577035281477412354785280, 0, 17287418199596016949614397821627924480, 0, 28381623183386833052528640, 0, 15370952343360, 0, 1], 2]], 'hecke_orbit_code': 9007680475627600, 'p': 19}
  • id: 250408
    {'charpoly_factorization': [[[-30879735756423564306963436642200289998822088378772983749305863200768, 0, 7587578756695538621771356070584389772441053522717281280, 0, -632449236223608546422556631729374055931520, 0, 21289709352075510901310436240, 0, -256905047297040, 0, 1], 2]], 'hecke_orbit_code': 9007680475627600, 'p': 23}
  • id: 250409
    {'charpoly_factorization': [[[-233640165148398482643392703041540768, 33334078073736746062694316880, 7069310340205845706480, -951796175207960, -18152690, 1], 4]], 'hecke_orbit_code': 9007680475627600, 'p': 29}
  • id: 250410
    {'charpoly_factorization': [[[172001457617866364062871458349626212143893656876722067851222938426540032, 0, 406966877684893733633283642302407081624413501200538670202880, 0, 2866927835580616317146289353222763381553889280, 0, 6380786664239888339056475504640, 0, 4688296761615360, 0, 1], 2]], 'hecke_orbit_code': 9007680475627600, 'p': 31}
  • id: 250411
    {'charpoly_factorization': [[[28692913936350112148878624390280258088376927436932581083926914662400000000, 0, 2165871955869768534871631535110840706629065964742283100160000, 0, 15948997745218815234385546946524520776028160000, 0, 24047084207081082650169282739200, 0, 9238074161292000, 0, 1], 2]], 'hecke_orbit_code': 9007680475627600, 'p': 37}
  • id: 250412
    {'charpoly_factorization': [[[109719877614647009884773567636037777568, -34249974331688645124555203463920, -1781680408615364943516880, -23205345107948360, 5637290, 1], 4]], 'hecke_orbit_code': 9007680475627600, 'p': 41}
  • id: 250413
    {'charpoly_factorization': [[[-570179810449133799454587461546841576953164742775132765500345108581480598416416768, 0, 374922275453231430241237091222267937277025649000493715530317204480, 0, -70524240352100188915467124834487592854502826926720, 0, 4560419087420347196232474630122640, 0, -117115481618810640, 0, 1], 2]], 'hecke_orbit_code': 9007680475627600, 'p': 43}
  • id: 250414
    {'charpoly_factorization': [[[-53626610863436224908038807938159289270148295001133985942346458548653968611524370432, 0, 8541254648033091057513662299429867661735012959101637188819337006080, 0, -513730357703580795639182087067759142027587755940480, 0, 14576726714443068841737516731748240, 0, -195656266391361360, 0, 1], 2]], 'hecke_orbit_code': 9007680475627600, 'p': 47}
  • id: 250415
    {'charpoly_factorization': [[[277523927031436246846835251727905237876010292956182210498468987791655219191617918337024, 0, 14252348933639835218352060093829980626525719339664712988039088418324480, 0, 209273008653195761872284539493823503304943097371197440, 0, 936893209735498474989341939048463360, 0, 1647704413700932320, 0, 1], 2]], 'hecke_orbit_code': 9007680475627600, 'p': 53}
  • id: 250416
    {'charpoly_factorization': [[[1614886405949014053208009110659255001343337135388393196640567622621393964470485680914432, 0, 46709261626942592625181024734566588309840429080599164827277511968686080, 0, 448826878969352534649946691640308935676553366416916480, 0, 1638974177796813459628025902824714240, 0, 2357646913019031360, 0, 1], 2]], 'hecke_orbit_code': 9007680475627600, 'p': 59}
  • id: 250417
    {'charpoly_factorization': [[[530248369201654024584032989232649332942624, 4470448586883138811615012481150480, -263860171938833583194396560, -1739248242008380040, -277103630, 1], 4]], 'hecke_orbit_code': 9007680475627600, 'p': 61}
  • id: 250418
    {'charpoly_factorization': [[[-4885552040628039679096079260382839245669677846814082063551102219293736852028139241411207168, 0, 29139190729255114547218563005983310157423190413661729673524795315500026880, 0, -55695232357037459481501976092598873559639825966047662720, 0, 39480152011552320998287488615719594640, 0, -10829482082557207440, 0, 1], 2]], 'hecke_orbit_code': 9007680475627600, 'p': 67}
  • id: 250419
    {'charpoly_factorization': [[[411575909215616669569460269984401385665447922922131964376911478726170465800679742462983405568, 0, 980015511353836351722804170000524433355511266383157489573199673067181178880, 0, 755516323752743256215224621500479660957746344497585848320, 0, 230146928005705765242537189732661002240, 0, 26380321051264707840, 0, 1], 2]], 'hecke_orbit_code': 9007680475627600, 'p': 71}
  • id: 250420
    {'charpoly_factorization': [[[4119653664710812486330643352815873076534805407194693936790329247020434052709588322719105024, 0, 31834963944704946843643089343680451639687218070846923611109908401335828480, 0, 64236923753390695584032637584723950190258581686127165440, 0, 48030459340698230023965507958194831360, 0, 13525254554101816320, 0, 1], 2]], 'hecke_orbit_code': 9007680475627600, 'p': 73}
  • id: 250421
    {'charpoly_factorization': [[[922511153926507516760844733825360849891768268678333096471320161075161496932988223488000000000000, 0, 354252828396559282257522459668812661749076496619281257218141735983513600000000, 0, 47358386056975896089450267633637927867479688984133632000000, 0, 2940013425994497998402696714743971840000, 0, 87120494233696972800, 0, 1], 2]], 'hecke_orbit_code': 9007680475627600, 'p': 79}
  • id: 250422
    {'charpoly_factorization': [[[-117077028231424007809479112328823195610680062649284716335736828882059447320808293883189604933632, 0, 99628958911680991782487631633968682634355271279209308163848570294561767623680, 0, -24041970230111843603469986352214336994184666569893379441280, 0, 2292441126404580795506267445830822647440, 0, -84879393674835791760, 0, 1], 2]], 'hecke_orbit_code': 9007680475627600, 'p': 83}
  • id: 250423
    {'charpoly_factorization': [[[-175196299410884705053402550804683657194586431776, 386416186743283747394816647190945139280, 21269500075292187534150165040, -54612113774045854040, 1315696870, 1], 4]], 'hecke_orbit_code': 9007680475627600, 'p': 89}
  • id: 250424
    {'charpoly_factorization': [[[8872406964736125262080011258599599710458016957446446848616822879824690657260457295443378717878910976, 0, 587650559907326919495432528481045031599628157704634151238293873106285353846702080, 0, 13964872022167175764078558062388714168058150183402527009013760, 0, 145188815013256177605976378635723541954560, 0, 642785685105671441280, 0, 1], 2]], 'hecke_orbit_code': 9007680475627600, 'p': 97}
• mf_newform_portraits •

  Column	Type
  char_orbit_index	smallint
  hecke_orbit	integer
  label	text
  level	integer
  portrait	text
  weight	smallint

  
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', 'weight': 11}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 31117099
    {'hecke_orbit_code': 9007680475627600, 'n': 1, 'trace_an': 20}
  • id: 31117100
    {'hecke_orbit_code': 9007680475627600, 'n': 2, 'trace_an': 0}
  • id: 31117101
    {'hecke_orbit_code': 9007680475627600, 'n': 3, 'trace_an': 0}
  • id: 31117102
    {'hecke_orbit_code': 9007680475627600, 'n': 4, 'trace_an': 0}
  • id: 31117103
    {'hecke_orbit_code': 9007680475627600, 'n': 5, 'trace_an': -8644}
  • id: 31117104
    {'hecke_orbit_code': 9007680475627600, 'n': 6, 'trace_an': 0}
  • id: 31117105
    {'hecke_orbit_code': 9007680475627600, 'n': 7, 'trace_an': 0}
  • id: 31117106
    {'hecke_orbit_code': 9007680475627600, 'n': 8, 'trace_an': 0}
  • id: 31117107
    {'hecke_orbit_code': 9007680475627600, 'n': 9, 'trace_an': 531980}
  • id: 31117108
    {'hecke_orbit_code': 9007680475627600, 'n': 10, 'trace_an': 0}
  • id: 31117109
    {'hecke_orbit_code': 9007680475627600, 'n': 11, 'trace_an': 0}
  • id: 31117110
    {'hecke_orbit_code': 9007680475627600, 'n': 12, 'trace_an': 0}
  • id: 31117111
    {'hecke_orbit_code': 9007680475627600, 'n': 13, 'trace_an': 0}
  • id: 31117112
    {'hecke_orbit_code': 9007680475627600, 'n': 14, 'trace_an': 0}
  • id: 31117113
    {'hecke_orbit_code': 9007680475627600, 'n': 15, 'trace_an': 0}
  • id: 31117114
    {'hecke_orbit_code': 9007680475627600, 'n': 16, 'trace_an': 0}
  • id: 31117115
    {'hecke_orbit_code': 9007680475627600, 'n': 17, 'trace_an': 0}
  • id: 31117116
    {'hecke_orbit_code': 9007680475627600, 'n': 18, 'trace_an': 0}
  • id: 31117117
    {'hecke_orbit_code': 9007680475627600, 'n': 19, 'trace_an': 0}
  • id: 31117118
    {'hecke_orbit_code': 9007680475627600, 'n': 20, 'trace_an': 0}
  • id: 31117119
    {'hecke_orbit_code': 9007680475627600, 'n': 21, 'trace_an': -9918720}
  • id: 31117120
    {'hecke_orbit_code': 9007680475627600, 'n': 22, 'trace_an': 0}
  • id: 31117121
    {'hecke_orbit_code': 9007680475627600, 'n': 23, 'trace_an': 0}
  • id: 31117122
    {'hecke_orbit_code': 9007680475627600, 'n': 24, 'trace_an': 0}
  • id: 31117123
    {'hecke_orbit_code': 9007680475627600, 'n': 25, 'trace_an': -27949132}
  • id: 31117124
    {'hecke_orbit_code': 9007680475627600, 'n': 26, 'trace_an': 0}
  • id: 31117125
    {'hecke_orbit_code': 9007680475627600, 'n': 27, 'trace_an': 0}
  • id: 31117126
    {'hecke_orbit_code': 9007680475627600, 'n': 28, 'trace_an': 0}
  • id: 31117127
    {'hecke_orbit_code': 9007680475627600, 'n': 29, 'trace_an': 72610760}
  • id: 31117128
    {'hecke_orbit_code': 9007680475627600, 'n': 30, 'trace_an': 0}
  • id: 31117129
    {'hecke_orbit_code': 9007680475627600, 'n': 31, 'trace_an': 0}
  • id: 31117130
    {'hecke_orbit_code': 9007680475627600, 'n': 32, 'trace_an': 0}
  • id: 31117131
    {'hecke_orbit_code': 9007680475627600, 'n': 33, 'trace_an': 0}
  • id: 31117132
    {'hecke_orbit_code': 9007680475627600, 'n': 34, 'trace_an': 0}
  • id: 31117133
    {'hecke_orbit_code': 9007680475627600, 'n': 35, 'trace_an': 0}
  • id: 31117134
    {'hecke_orbit_code': 9007680475627600, 'n': 36, 'trace_an': 0}
  • id: 31117135
    {'hecke_orbit_code': 9007680475627600, 'n': 37, 'trace_an': 0}
  • id: 31117136
    {'hecke_orbit_code': 9007680475627600, 'n': 38, 'trace_an': 0}
  • id: 31117137
    {'hecke_orbit_code': 9007680475627600, 'n': 39, 'trace_an': 0}
  • id: 31117138
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  • id: 31117339
    {'hecke_orbit_code': 9007680475627600, 'n': 881, 'trace_an': 1136645535323800}
  • id: 31117340
    {'hecke_orbit_code': 9007680475627600, 'n': 883, 'trace_an': 0}
  • id: 31117341
    {'hecke_orbit_code': 9007680475627600, 'n': 887, 'trace_an': 0}
  • id: 31117342
    {'hecke_orbit_code': 9007680475627600, 'n': 907, 'trace_an': 0}
  • id: 31117343
    {'hecke_orbit_code': 9007680475627600, 'n': 911, 'trace_an': 0}
  • id: 31117344
    {'hecke_orbit_code': 9007680475627600, 'n': 919, 'trace_an': 0}
  • id: 31117345
    {'hecke_orbit_code': 9007680475627600, 'n': 929, 'trace_an': -1541979477025640}
  • id: 31117346
    {'hecke_orbit_code': 9007680475627600, 'n': 937, 'trace_an': 0}
  • id: 31117347
    {'hecke_orbit_code': 9007680475627600, 'n': 941, 'trace_an': 5291280891227720}
  • id: 31117348
    {'hecke_orbit_code': 9007680475627600, 'n': 947, 'trace_an': 0}
  • id: 31117349
    {'hecke_orbit_code': 9007680475627600, 'n': 953, 'trace_an': 0}
  • id: 31117350
    {'hecke_orbit_code': 9007680475627600, 'n': 961, 'trace_an': -2360621306845420}
  • id: 31117351
    {'hecke_orbit_code': 9007680475627600, 'n': 967, 'trace_an': 0}
  • id: 31117352
    {'hecke_orbit_code': 9007680475627600, 'n': 971, 'trace_an': 0}
  • id: 31117353
    {'hecke_orbit_code': 9007680475627600, 'n': 977, 'trace_an': 0}
  • id: 31117354
    {'hecke_orbit_code': 9007680475627600, 'n': 983, 'trace_an': 0}
  • id: 31117355
    {'hecke_orbit_code': 9007680475627600, 'n': 991, 'trace_an': 0}
  • id: 31117356
    {'hecke_orbit_code': 9007680475627600, 'n': 997, 'trace_an': 0}