Embedded newform data - 81.10.c.f.28.2

Formats: - HTML - YAML - JSON - 2025-06-13T12:58:20.766196

• 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': 8100, 'analytic_conductor': 41.717902729273725, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 9, 'char_degree': 2, 'char_is_minimal': False, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [81, 3, [2], [1]], 'cm_discs': [], 'conrey_index': 28, 'dim': 4, 'field_disc': 28224, 'field_disc_factorization': [[2, 6], [3, 2], [7, 2]], 'field_poly': [196, 0, 14, 0, 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': [[2, [254016, 0, 504, 0, 1]]], 'hecke_orbit': 6, 'hecke_orbit_code': 22518135743578193, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 36, 'hecke_ring_index_factorization': [[2, 2], [3, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 4, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 9, 3, 1, 3, 0], [1, 1, 3, 2, -1, 2, 0], [1, 1, 9, 4, -1, 6, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '81.10.c.f', 'level': 81, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3], 'level_radical': 3, 'minimal_twist': '27.10.a.a', 'nf_label': '4.0.28224.6', 'prim_orbit_index': 3, 'qexp_display': 'q+\\beta _{1}q^{2}-8\\beta _{2}q^{4}+(22\\beta _{1}+22\\beta _{3})q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '9.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '81.10.c', 'trace_display': [0, 0, 0, 1526], 'trace_hash': 182637693209168521, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.070', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.553', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.210', 'prec': 17}, {'__RealLiteral__': 0, 'data': '72.113', 'prec': 20}, {'__RealLiteral__': 0, 'data': '50.627', 'prec': 20}, {'__RealLiteral__': 0, 'data': '2276.556', 'prec': 27}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.509', 'prec': 17}, 'traces': [4, 0, 0, 16, 0, 0, 1526, 0, 0, -44352, 0, 0, 146030, 0, 0, 515968, 0, 0, -2392516, 0, 0, 2554272, 0, 0, 3418378, 0, 0, 24416, 0, 0, 3648200, 0, 0, -7553952, 0, 0, 57088700, 0, 0, -11531520, 0, 0, -15513808, 0, 0, 215554752, 0, 0, 79542876, 0, 0, -1168240, 0, 0, 112387968, 0, 0, 208954368, 0, 0, 305532986, 0, 0, 544995328, 0, 0, 641504138, 0, 0, -16920288, 0, 0, 265855940, 0, 0, -9570064, 0, 0, 230714906, 0, 0, 2678215680, 0, 0, 166186944, 0, 0, -1328221440, 0, 0, 222841780, 0, 0, -1391461344, 0, 0, 470613686, 0, 0, 54694048, 0, 0, -201598834, 0, 0, -444564288, 0, 0, -9069331960, 0, 0, -393683584, 0, 0, 2371102272, 0, 0, -11243808576, 0, 0, -1756629866, 0, 0, -29185600, 0, 0, -10447782832, 0, 0, -1619180640, 0, 0, -912744854, 0, 0, -7856110080, 0, 0, -13597949074, 0, 0, -4900900032, 0, 0, 9193992192, 0, 0, 228354800, 0, 0, -9918434542, 0, 0, 3897819072, 0, 0, -11381897884, 0, 0, 183085056, 0, 0, 31555275524, 0, 0, 27597213504, 0, 0, 10546618296, 0, 0, -248220928, 0, 0, -2608222414, 0, 0, 15167047392, 0, 0, 4680578420, 0, 0, 56044235520, 0, 0, 19141714368, 0, 0, 26528217408, 0, 0, 23479099250, 0, 0, -636343008, 0, 0, 92526150212, 0, 0, 41135915520, 0, 0, 29460372480, 0, 0, 75346807040, 0, 0, -51581321626, 0, 0, -67748226336, 0, 0, 5567153200, 0, 0, 449551872, 0, 0, 2006735864, 0, 0, 104133234240, 0, 0, -62181817492, 0, 0, -108656271360, 0, 0, -61224299136, 0, 0, 5763665376, 0, 0, 154678583678, 0, 0, 4888527776, 0, 0, -87344777870, 0, 0, -81215475264, 0, 0, -546215741568, 0, 0, 6440869888, 0, 0, 21779339050, 0, 0, -293543099136, 0, 0, 9780414336, 0, 0, -5132033104, 0, 0, -281355229828, 0, 0, 2545302816, 0, 0, 268654507340, 0, 0, -17597099520, 0, 0, -280575249664, 0, 0, -186500170080, 0, 0, -361132873412, 0, 0, 1063423760, 0, 0, -123681894336, 0, 0, 131062038912, 0, 0, 11837035504, 0, 0, -308615423872, 0, 0, 794128410944, 0, 0, -40451241600, 0, 0, 119195507354, 0, 0, 3691438496, 0, 0, -529490368512, 0, 0, 82234137888, 0, 0, 499185739340, 0, 0, 696336076800, 0, 0, -90096442978, 0, 0, 830655354816, 0, 0, 204960464006, 0, 0, -1329495552, 0, 0, 244541637340, 0, 0, 832558228992, 0, 0, 435918483122, 0, 0, -42176139264, 0, 0, 107819800704, 0, 0, 825848630208, 0, 0, 140282411448, 0, 0, 891367120, 0, 0, -650690073922, 0, 0, -632999505600, 0, 0, 1027798533842, 0, 0, 723559898880, 0, 0, 2596938797996, 0, 0, 465833509344, 0, 0, 42876009792, 0, 0, 7529818976, 0, 0, -807683655744, 0, 0, -1172617175520, 0, 0, -1200659519368, 0, 0, -881886829952, 0, 0, -266373323000, 0, 0, 318864365568, 0, 0, -356893914226, 0, 0, 1612790672, 0, 0, 1214277394176, 0, 0, -1527784157088, 0, 0, -340921979122, 0, 0, -462346859520, 0, 0, -233121668318, 0, 0, 172017103104, 0, 0, -3578431236472, 0, 0, -36277327840, 0, 0, -1632328458376, 0, 0, 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0, 0, -14362735310784, 0, 0, -2182094217800, 0, 0, 7363985590400, 0, 0, 253601276544, 0, 0, 7869365108640, 0, 0, 1474088715788, 0, 0, -158694952672, 0, 0, -3747781537402, 0, 0, -3387749748768, 0, 0, -6501603513556, 0, 0, 1013432958720, 0, 0, -5289781089982, 0, 0, -2018800018368, 0, 0, -4889779075442, 0, 0, 91055183072, 0, 0, -10142440264324, 0, 0, -13588682788800, 0, 0, -5807823091140, 0, 0, -5855429099520, 0, 0, 1195380959504, 0, 0, 4518237755808, 0, 0, 28491810931584, 0, 0, 126221102096, 0, 0, -3228974090496, 0, 0, -2123370010944, 0, 0, -17996384568694, 0, 0, -14350551022080, 0, 0, -44683637870592, 0, 0, -7112997882144, 0, 0, 7602984737114, 0, 0, 168745892736, 0, 0, -359078242418, 0, 0, -4659247555200, 0, 0, 111993323904, 0, 0, 4002314243072, 0, 0, -2284955052880, 0, 0, -17146995868800, 0, 0, -10035274152960, 0, 0, 20865779312, 0, 0, -34146407042300, 0, 0, 14068446864192, 0, 0, 20299307211230, 0, 0, 15773729287680, 0, 0, 4103003741760, 0, 0, -10685420538912, 0, 0, -307639820684, 0, 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80132296076564, 0, 0, -84464094274560], 'weight': 10, '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], [0.49607837082461076, 0.85923294280422], [0.0, 0.0], [0.0078125, -0.013531646934131853], [-0.17670259760399676, 0.30605787687952096], [0.0, 0.0], [0.06005557953062065, 0.10401931502502844], [1.0076591907374906, 0.0], [0.0, 0.0], [-0.3506333469594699, 0.0], [-0.585766863023654, -1.0145779681472078], [0.0, 0.0], [0.35451695342762074, -0.6140413754811685], [-0.05958454810495627, 0.10320346466381612], [0.0, 0.0], [0.4920654296875, 0.852282324866961], [-0.48854976731743305, 0.0], [0.0, 0.0], [-1.052940074771259, 0.0], [0.0027609780875624493, 0.004782154326242515], [0.0, 0.0], [0.5811725421836343, -1.0066203710260213], [0.8942873431302913, -1.5489511148674469], [0.0, 0.0], [0.437552384, 0.7578629600608875], [0.703472770744314, 0.0], [0.0, 0.0], [0.0018767368603318953, 0.0], [-0.6109212110569345, -1.05814657697212], [0.0, 0.0], [0.1773744351384755, -0.30722153362366994], [0.015623561971771187, -0.027060803130308685], [0.0, 0.0], [-0.24235897263757486, -0.419778054278475], [-0.04244790761469634, 0.0], [0.0, 0.0], [1.251936795528686, 0.0], [-0.5223407968684699, -0.9047207990422043], [0.0, 0.0], [-0.1780559965028558, 0.3084020325352526], [0.8241626669589383, -1.4274916128743487], [0.0, 0.0], [-0.1730017000415149, -0.2996477342676946], [-0.018305214469489187, 0.0], [0.0, 0.0], [1.7745464329165783, 0.0], [0.463186108063737, 0.802261872526481], [0.0, 0.0], [0.4927866547344826, -0.8535315232920261], [-0.43412054761028895, 0.7519188450706442], [0.0, 0.0], [-0.005539327397306574, -0.009594396491893259], [-0.17236452847995876, 0.0], [0.0, 0.0], [0.41402610514649685, 0.0], [0.06051555666909621, 0.10481601879918825], [0.0, 0.0], [0.6061295981666445, -1.0498472599959356], [-0.6726267509666625, 1.165023707204238], [0.0, 0.0], [0.7063400887678326, 1.223416921168597], [0.3519664832377221, 0.0], [0.0, 0.0], [1.0151329040527344, 0.0], [0.12528813313063145, 0.21700541216770722], [0.0, 0.0], [0.972305760207218, -1.6840829771707833], [-0.0038167950571674457, 0.006610882961091774], [0.0, 0.0], [-0.02105748885441215, -0.036472640575657196], [-0.5097626488089431, 0.0], [0.0, 0.0], [0.27392615801895664, 0.0], [0.6210587659012543, 1.075705337026998], [0.0, 0.0], [-0.00822609433415046, 0.014248013334603071], [0.07035713685743845, -0.12186213571216029], [0.0, 0.0], [0.16660719479882782, 0.28857212629809503], [-0.3477969584676323, 0.0], [0.0, 0.0], [1.6353970924778254, 0.0], [-0.7107854977197742, -1.2311165953337813], [0.0, 0.0], [0.08632801294381862, -0.14952450453515753], [0.17164480301296542, -0.2972975196736076], [0.0, 0.0], [-0.5902533631552536, -1.0223488143233028], [0.5706906404475593, 0.0], [0.0, 0.0], [0.08516288436610327, 0.0], [-0.013973239736410802, -0.024202361169803857], [0.0, 0.0], [-0.4595532197537015, 0.7959695253952764], [0.18605724633342802, -0.3222606037658555], [0.0, 0.0], [0.13493721962440233, 0.233718120221545], [0.9778432033791683, 0.0], [0.0, 0.0], [0.013673512, 0.0], [-0.43802583463989714, 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-0.34056598678806443, -0.43916992867780846, -0.13324232219268148, -0.24354947607368316, -0.12883829710242956, -0.36741890973378194, -0.3559692412883664, -0.16244370896965404, -0.4905770332122487, -0.08117115342152215, 0.031346877458945, -0.4775957143107245, -0.18807299137333872, 0.25966149304418346, 0.04887655612494562, -0.30866007040483334, -0.20474609121205806, -0.033095599791469366, -0.10794416733951168, -0.3148180617665087, 0.036863701858885094, -0.4898391431196554, 0.1959605084698399, 0.19260885777125875, -0.13992427647268607, -0.42751899737247917, -0.05525797957645233, 0.07587657901535785, -0.09977761129864725, -0.38194941622886314, -0.47417243318233754, -0.019014612721855752, -0.4931096533604952, -0.31170893194435423, -0.16085976307008915, -0.2960604274329858, -0.10023285660321672, -0.29881643995869817, -0.11629996161502462, -0.2990325732835716, -0.3158449955914343, -0.4418643278753443, -0.4023432352302581, -0.10443999102897229, -0.18049414675555248, -0.3547198120113914, -0.4954793987740401, -0.058118646697316804, -0.22540829059005354, 0.03423113044457521, 0.05702915590258756, -0.21623778368266935, -0.26108172114941874, -0.0570539360413107, -0.2493803347020164, -0.45988196937744114, -0.4631546935633267, -0.2762385252236209, -0.29474036775782064, -0.11727802252427041, -0.20631878377601126, -0.16654630008259733, -0.07763781580987543, -0.27375943330761826, -0.37432017475299284, 0.025187012214159785, -0.25991039465980764, -0.10372141530678337, -0.12238572526909712, -0.26673600253410734, 0.23578349206838214, -0.0649546550171362, -0.4618560476108273, -0.287339624731937, 0.19038074906080096, -0.14229502878713374, -0.3015662665428396, -0.09660402053416738, -0.4056851644995615, -0.3220785179785145, -0.41197957665195484, -0.1153094408777651, 0.26790481886633477, -0.025206785262610117, -0.12020846293337147, -0.23595029138197263, -0.09852643334374737, -0.18204073905991755, 0.05266542594308979, -0.3157364237494025, 0.04722168537484664, -0.3987423281568956, -0.29505141190803136, -0.4383444051871739, -0.3272008693460623, -0.18395691805000208, -0.3926058240651935, -0.4550299713536289, -0.1796021103874174, -0.4431931870067392, -0.481826544836309, -0.17516142299262785, -0.2567525951031428, -0.01772205386137893, -0.459713194749958, -0.3582690008775253, -0.23669168797494283, -0.4758470582861674, 0.04271393412339055, 0.04950819491507954, -0.4168795070651037, -0.04972449833424428, -0.33911657827997177, -0.14127508801420546, -0.2844471094393583, -0.43588018739117634, -0.15226059387341995, -0.008558420183222965, -0.463259862185682, -0.03942208332546862, -0.17656030047167384, -0.36620552663586925, -0.07912626031843316, -0.4036100474475709, -0.41342646424288926, -0.1844985207245172, -0.4796853304035829, 0.0390825923183719, -0.20507561701492702, 0.027640102556784178], 'char_orbit_index': 3, 'conrey_index': 28, 'dual_conrey_index': 55, 'dual_embedding_index': 2, 'dual_embedding_m': 4, 'embedding_index': 2, 'embedding_m': 2, 'embedding_root_imag': 3.24037034920393, 'embedding_root_real': 1.8708286933869707, 'hecke_orbit': 6, 'hecke_orbit_code': 22518135743578193, 'label': '81.10.c.f.28.2', 'level': 81, 'weight': 10}
• 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

  
  {'Nk2': 8100, 'analytic_conductor': 41.717902729273725, 'char_conductor': 9, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [81, 3, [2], [1]], 'conrey_index': 28, 'cusp_dim': 150, 'dim': 70, 'eis_dim': 24, 'eis_new_dim': 4, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 137606725713, 'hecke_orbit_dims': [2, 2, 2, 2, 2, 4, 6, 6, 8, 8, 8, 20], 'label': '81.10.c', 'level': 81, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3], 'level_radical': 3, 'mf_dim': 174, 'mf_new_dim': 74, 'num_forms': 12, 'prim_orbit_index': 3, 'relative_dim': 35, 'sturm_bound': 90, 'trace_bound': 2, 'trace_display': [0, 0, 0, 1712], 'traces': [70, 0, 0, -8702, 0, 0, 1712, 0, 0, -2052, 0, 0, -162178, 0, 0, -2096126, 0, 0, -329044, 0, 0, -1055646, 0, 0, -10647917, 0, 0, -4552708, 0, 0, 16432778, 0, 0, -19250784, 0, 0, -52213756, 0, 0, 77162814, 0, 0, -78604252, 0, 0, 26624592, 0, 0, -207810519, 0, 0, -58523812, 0, 0, 130260204, 0, 0, 43645824, 0, 0, 36087050, 0, 0, 2527530388, 0, 0, -327047398, 0, 0, 580554810, 0, 0, -457726648, 0, 0, -146743396, 0, 0, -765317230, 0, 0, -485698464, 0, 0, -382001994, 0, 0, -3738784986, 0, 0, -3050515988, 0, 0, 5947108884, 0, 0, -1560307930, 0, 0, -10574664896, 0, 0, -4373822626, 0, 0, 8767709730, 0, 0, 8126137544, 0, 0, -1173849586, 0, 0, -11225120508, 0, 0, 23291138736, 0, 0, 5395541995, 0, 0, 22827165158, 0, 0, -45218764372, 0, 0, -14333138136, 0, 0, 16342023802, 0, 0, 20987203680, 0, 0, -11969157310, 0, 0, -20153753532, 0, 0, 24422112252, 0, 0, 34436747036, 0, 0, 28632250424, 0, 0, -72918900324, 0, 0, -28292349400, 0, 0, 15432298362, 0, 0, -10484479156, 0, 0, 23464538406, 0, 0, -58516944693, 0, 0, 141168239024, 0, 0, 53156672858, 0, 0, -59861820096, 0, 0, -101342583832, 0, 0, -36862238376, 0, 0, -35854000056, 0, 0, 34207504416, 0, 0, -40698890008, 0, 0, -129371565660, 0, 0, 6213285608, 0, 0, -31975663086, 0, 0, -11454767820, 0, 0, -11005841704, 0, 0, 41280224870, 0, 0, 176855040846, 0, 0, 487596621844, 0, 0, -5002791930, 0, 0, 187788240956, 0, 0, -556622014104, 0, 0, -175193258956, 0, 0, 129846270672, 0, 0, 416218351176, 0, 0, 453774594204, 0, 0, 135082603190, 0, 0, -198977392480, 0, 0, -53423166578, 0, 0, -97058435382, 0, 0, -21866858280, 0, 0, -758083426118, 0, 0, -307865705558, 0, 0, -575872445268, 0, 0, 440960817510, 0, 0, -86724340324, 0, 0, 891896754056, 0, 0, 148272864336, 0, 0, -48172809634, 0, 0, -2157081841404, 0, 0, -326233557844, 0, 0, -410215706748, 0, 0, 635924341222, 0, 0, 1175560752278, 0, 0, 459671632128, 0, 0, 607334621220, 0, 0, -299877036332, 0, 0, 382252875608, 0, 0, -1266977835616, 0, 0, -1118914704558, 0, 0, -360345904864, 0, 0, 963990891536, 0, 0, 1188679913244, 0, 0, 1730165191884, 0, 0, 1749241010408, 0, 0, 147745185624, 0, 0, -181665100690, 0, 0, -909840439728, 0, 0, -2222816328268, 0, 0, -1159369020180, 0, 0, -2568624001928, 0, 0, 1260751965102, 0, 0, 989849974304, 0, 0, 9187219685412, 0, 0, -143027211240, 0, 0, -3870019144854, 0, 0, -1268431651734, 0, 0, -1444702892936, 0, 0, 181305508340, 0, 0, -4719636009360, 0, 0, 1716857491484, 0, 0, 3659792814108, 0, 0, 3404718770324, 0, 0, -2662478893044, 0, 0, -4968748036566, 0, 0, -2189274910780, 0, 0, -905198247000, 0, 0, 1184630817258, 0, 0, -9046678029664, 0, 0, 9098214457564, 0, 0, 4813206232360, 0, 0, 14930122443840, 0, 0, 573820882976, 0, 0, -8954319103684, 0, 0, -5789901756708, 0, 0, -4854800461068, 0, 0, -480185063530, 0, 0, -16454769969708, 0, 0, 1496726648878, 0, 0, 13407878496096, 0, 0, 14791662394196, 0, 0, -2115796473628, 0, 0, -6600648866974, 0, 0, -10615499928432, 0, 0, -4183395485850, 0, 0, -1380780300850, 0, 0, -9216664042824, 0, 0, 4571279218980, 0, 0, 10902652353794, 0, 0, 35547895413648, 0, 0, -2162487623200, 0, 0, -8642142828864, 0, 0, -3487951950164, 0, 0, -9246237506136, 0, 0, -1069776280294, 0, 0, -22165096158072, 0, 0, 12267972571468, 0, 0, 20233298564200, 0, 0, 18411812059460, 0, 0, -5084024999292, 0, 0, -10774774989126, 0, 0, -11792298900316, 0, 0, -9244685439988, 0, 0, 68711492916, 0, 0, -9410298295068, 0, 0, 26331984981146, 0, 0, 9922758404764, 0, 0, 36613916552232, 0, 0, -2659325417892, 0, 0, -25577944497792, 0, 0, -17820147008380, 0, 0, -29956130438580, 0, 0, -854568009683, 0, 0, -36447399226448, 0, 0, 25789970399490, 0, 0, 14528552464764, 0, 0, 46215039957476, 0, 0, 1543585207500, 0, 0, -11866491648646, 0, 0, -50411018262528, 0, 0, -18411284238026, 0, 0, -32145529766596, 0, 0, -18086479038368, 0, 0, 29860587909720, 0, 0, 23281374518154, 0, 0, 90417150404424, 0, 0, 1823440049534, 0, 0, -24692897892924, 0, 0, -47218936123588, 0, 0, -37708135259940, 0, 0, -9870197137002, 0, 0, 20238996338136, 0, 0, 36178448321308, 0, 0, 52347354048452, 0, 0, 68719516209648, 0, 0, -25239780521676, 0, 0, -5112834134902, 0, 0, -72559824754756, 0, 0, -48623372751706, 0, 0, 5596817658084, 0, 0, -34717695291904, 0, 0, 69572580230574, 0, 0, 29885653029710, 0, 0, 115813046987928, 0, 0, -3787868624399, 0, 0, -29108747304772, 0, 0, -23720046233944, 0, 0, -56152328948730, 0, 0, -14825268881760, 0, 0, -47067141592476, 0, 0, 38043648247304, 0, 0, 52785612382140, 0, 0, 23370727525488, 0, 0, 3327293390996, 0, 0, -31705851248622, 0, 0, -95320690644600, 0, 0, -1185783909298, 0, 0, 2771198791938, 0, 0, -23049593286912, 0, 0, 62825694292368, 0, 0, 33372819005024, 0, 0, 83389025211852, 0, 0, -37201323605648, 0, 0, -36262339350930, 0, 0, -51242770259676, 0, 0, -72102294712672, 0, 0, -27677410946224, 0, 0, -113057673204492, 0, 0, 8819367588864, 0, 0, 47149554567908, 0, 0, 135736086040444, 0, 0, 44780700535344, 0, 0, -15102595840570, 0, 0, 24437016178560, 0, 0, -5394594043152, 0, 0, -20679544783296, 0, 0, -98397436539572, 0, 0, 69236429984156, 0, 0, 31181903333966, 0, 0, 70064884187604, 0, 0, 1497646933418, 0, 0, -101127022259328, 0, 0, -7820561663536, 0, 0, -14370267260358, 0, 0, 29184676535736, 0, 0, 8839836076968, 0, 0, -16874621623960, 0, 0, 72330526419948, 0, 0, 93803915874992, 0, 0, -54440432467200, 0, 0, -48926367125024, 0, 0, -52640034300216, 0, 0, -40058346083488, 0, 0, 47193006917090, 0, 0, -106515294023704, 0, 0, -27934255645218, 0, 0, -11695331935296, 0, 0, 140231574433344, 0, 0, -49670159797042, 0, 0, -51181333061292, 0, 0, 105426585775576, 0, 0, 94579637416418, 0, 0, -42361447292208, 0, 0, -177186024025560, 0, 0, 68150536766532, 0, 0, 151000996336326, 0, 0, 14845098275960, 0, 0, 54871936011072, 0, 0, -23913791249432, 0, 0, 77086708390656, 0, 0, 2271127823408, 0, 0, 12875387364792, 0, 0, 104910000967184, 0, 0, -94197629443408, 0, 0, -8467499521908, 0, 0, 61052997087072, 0, 0, 11374503620185, 0, 0, -72615400790812, 0, 0, -128380081384372, 0, 0, 11502162081324, 0, 0, 68285112486248, 0, 0, -41147239329972, 0, 0, -70411975896094, 0, 0, -159369932013660, 0, 0, 65772381471984, 0, 0, -82308467605406, 0, 0, 106202291077534, 0, 0, 152312373031968, 0, 0, 78438928919942, 0, 0, -116978843625786, 0, 0, -73415912336284, 0, 0, 76712134484808, 0, 0, 5610994288366, 0, 0, -660938184609736, 0, 0, 90806567626854, 0, 0, -40385116451304, 0, 0, 215285590188288, 0, 0, -14585673725244, 0, 0, 77321915200658, 0, 0, 345579723152712, 0, 0, -10552239308214, 0, 0, -203590977555364, 0, 0, -99831862444324, 0, 0, 8243514295614, 0, 0, 64387059956732, 0, 0, -390219717088584, 0, 0, 28902092789652, 0, 0, 138673161313686, 0, 0, 26612843322200, 0, 0, -311922986843124, 0, 0, -181362020603616, 0, 0, -190114869434904, 0, 0, -32430867884708, 0, 0, 649807742818980, 0, 0, 423977609761632, 0, 0, 203627026945656, 0, 0, -85843434735033, 0, 0, 353511040658792, 0, 0, 15025341318716, 0, 0, -20443724159706, 0, 0, -658186868882420, 0, 0, 303452197870808, 0, 0, 150310045591524, 0, 0, 335192164099236, 0, 0, 223137376687764, 0, 0, 40212376106584, 0, 0, 546163333041056, 0, 0, -468486162136584, 0, 0, -210859123105312, 0, 0, -553171526593884], 'weight': 10, '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: 45145397
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 28, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 22518135743578193, 'source_is_minimal': False, 'source_label': '81.10.c.f.28.2', 'source_level': 81, 'target_conrey_index': 28, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 22518135743578193, 'target_is_minimal': False, 'target_label': '81.10.c.f.28.2', 'target_level': 81, 'twist_class_label': '27.10.a.a.1.1', 'twist_class_level': 27, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 10}
  • id: 45145398
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 28, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 22518135743578193, 'source_is_minimal': False, 'source_label': '81.10.c.f.28.2', 'source_level': 81, 'target_conrey_index': 28, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22518135743578193, 'target_is_minimal': False, 'target_label': '81.10.c.f.28.1', 'target_level': 81, 'twist_class_label': '27.10.a.a.1.1', 'twist_class_level': 27, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 10}
  • id: 45145399
    {'conductor': 9, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 28, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 22518135743578193, 'source_is_minimal': False, 'source_label': '81.10.c.f.28.2', 'source_level': 81, 'target_conrey_index': 55, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22518135743578193, 'target_is_minimal': False, 'target_label': '81.10.c.f.55.1', 'target_level': 81, 'twist_class_label': '27.10.a.a.1.1', 'twist_class_level': 27, 'twisting_char_label': '9.2', 'twisting_conrey_index': 2, 'weight': 10}
  • id: 45145400
    {'conductor': 9, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 28, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 22518135743578193, 'source_is_minimal': False, 'source_label': '81.10.c.f.28.2', 'source_level': 81, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 167772187, 'target_is_minimal': True, 'target_label': '27.10.a.a.1.1', 'target_level': 27, 'twist_class_label': '27.10.a.a.1.1', 'twist_class_level': 27, 'twisting_char_label': '9.4', 'twisting_conrey_index': 4, 'weight': 10}
  • id: 45145401
    {'conductor': 9, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 28, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 22518135743578193, 'source_is_minimal': False, 'source_label': '81.10.c.f.28.2', 'source_level': 81, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 167772187, 'target_is_minimal': True, 'target_label': '27.10.a.a.1.2', 'target_level': 27, 'twist_class_label': '27.10.a.a.1.1', 'twist_class_level': 27, 'twisting_char_label': '9.5', 'twisting_conrey_index': 5, 'weight': 10}
  • id: 45145402
    {'conductor': 9, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 28, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 22518135743578193, 'source_is_minimal': False, 'source_label': '81.10.c.f.28.2', 'source_level': 81, 'target_conrey_index': 55, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 22518135743578193, 'target_is_minimal': False, 'target_label': '81.10.c.f.55.2', 'target_level': 81, 'twist_class_label': '27.10.a.a.1.1', 'twist_class_level': 27, 'twisting_char_label': '9.7', 'twisting_conrey_index': 7, 'weight': 10}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 255925
    {'charpoly_factorization': [[[254016, 0, 504, 0, 1], 1]], 'hecke_orbit_code': 22518135743578193, 'p': 2}
  • id: 255926
    {'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 22518135743578193, 'p': 3}
  • id: 255927
    {'charpoly_factorization': [[[59504772096, 0, 243936, 0, 1], 1]], 'hecke_orbit_code': 22518135743578193, 'p': 5}
  • id: 255928
    {'charpoly_factorization': [[[582169, -763, 1], 2]], 'hecke_orbit_code': 22518135743578193, 'p': 7}
  • id: 255929
    {'charpoly_factorization': [[[10473395771499365376, 0, 3236262624, 0, 1], 1]], 'hecke_orbit_code': 22518135743578193, 'p': 11}
  • id: 255930
    {'charpoly_factorization': [[[5331190225, -73015, 1], 2]], 'hecke_orbit_code': 22518135743578193, 'p': 13}
  • id: 255931
    {'charpoly_factorization': [[[-28304658144, 0, 1], 2]], 'hecke_orbit_code': 22518135743578193, 'p': 17}
  • id: 255932
    {'charpoly_factorization': [[[598129, 1], 4]], 'hecke_orbit_code': 22518135743578193, 'p': 19}
  • id: 255933
    {'charpoly_factorization': [[[33199333714952132396368896, 0, 5761886298336, 0, 1], 1]], 'hecke_orbit_code': 22518135743578193, 'p': 23}
  • id: 255934
    {'charpoly_factorization': [[[469056070408247395322167296, 0, 21657702334464, 0, 1], 1]], 'hecke_orbit_code': 22518135743578193, 'p': 29}
  • id: 255935
    {'charpoly_factorization': [[[3327340810000, -1824100, 1], 2]], 'hecke_orbit_code': 22518135743578193, 'p': 31}
  • id: 255936
    {'charpoly_factorization': [[[-14272175, 1], 4]], 'hecke_orbit_code': 22518135743578193, 'p': 37}
  • id: 255937
    {'charpoly_factorization': [[[791190666251590354662850560000, 0, 889488991641600, 0, 1], 1]], 'hecke_orbit_code': 22518135743578193, 'p': 41}
  • id: 255938
    {'charpoly_factorization': [[[60169559665216, 7756904, 1], 2]], 'hecke_orbit_code': 22518135743578193, 'p': 43}
  • id: 255939
    {'charpoly_factorization': [[[922366513454279861392262562816, 0, 960399142780896, 0, 1], 1]], 'hecke_orbit_code': 22518135743578193, 'p': 47}
  • id: 255940
    {'charpoly_factorization': [[[-98034427661184, 0, 1], 2]], 'hecke_orbit_code': 22518135743578193, 'p': 53}
  • id: 255941
    {'charpoly_factorization': [[[245783505805678865034565300601856, 0, 15677484039401184, 0, 1], 1]], 'hecke_orbit_code': 22518135743578193, 'p': 59}
  • id: 255942
    {'charpoly_factorization': [[[23337601383519049, -152766493, 1], 2]], 'hecke_orbit_code': 22518135743578193, 'p': 61}
  • id: 255943
    {'charpoly_factorization': [[[102881889767780761, -320752069, 1], 2]], 'hecke_orbit_code': 22518135743578193, 'p': 67}
  • id: 255944
    {'charpoly_factorization': [[[-11914097779592064, 0, 1], 2]], 'hecke_orbit_code': 22518135743578193, 'p': 71}
  • id: 255945
    {'charpoly_factorization': [[[-66463985, 1], 4]], 'hecke_orbit_code': 22518135743578193, 'p': 73}
  • id: 255946
    {'charpoly_factorization': [[[13307341962647209, -115357453, 1], 2]], 'hecke_orbit_code': 22518135743578193, 'p': 79}
  • id: 255947
    {'charpoly_factorization': [[[142718370471322631486001250957541376, 0, 377780849794325376, 0, 1], 1]], 'hecke_orbit_code': 22518135743578193, 'p': 83}
  • id: 255948
    {'charpoly_factorization': [[[-114106808824987104, 0, 1], 2]], 'hecke_orbit_code': 22518135743578193, 'p': 89}
  • id: 255949
    {'charpoly_factorization': [[[55369310362626649, -235306843, 1], 2]], 'hecke_orbit_code': 22518135743578193, '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': 3, 'hecke_orbit': 6, 'label': '81.10.c.f', 'level': 81, 'portrait': 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', 'weight': 10}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 44196667
    {'hecke_orbit_code': 22518135743578193, 'n': 1, 'trace_an': 4}
  • id: 44196668
    {'hecke_orbit_code': 22518135743578193, 'n': 2, 'trace_an': 0}
  • id: 44196669
    {'hecke_orbit_code': 22518135743578193, 'n': 3, 'trace_an': 0}
  • id: 44196670
    {'hecke_orbit_code': 22518135743578193, 'n': 4, 'trace_an': 16}
  • id: 44196671
    {'hecke_orbit_code': 22518135743578193, 'n': 5, 'trace_an': 0}
  • id: 44196672
    {'hecke_orbit_code': 22518135743578193, 'n': 6, 'trace_an': 0}
  • id: 44196673
    {'hecke_orbit_code': 22518135743578193, 'n': 7, 'trace_an': 1526}
  • id: 44196674
    {'hecke_orbit_code': 22518135743578193, 'n': 8, 'trace_an': 0}
  • id: 44196675
    {'hecke_orbit_code': 22518135743578193, 'n': 9, 'trace_an': 0}
  • id: 44196676
    {'hecke_orbit_code': 22518135743578193, 'n': 10, 'trace_an': -44352}
  • id: 44196677
    {'hecke_orbit_code': 22518135743578193, 'n': 11, 'trace_an': 0}
  • id: 44196678
    {'hecke_orbit_code': 22518135743578193, 'n': 12, 'trace_an': 0}
  • id: 44196679
    {'hecke_orbit_code': 22518135743578193, 'n': 13, 'trace_an': 146030}
  • id: 44196680
    {'hecke_orbit_code': 22518135743578193, 'n': 14, 'trace_an': 0}
  • id: 44196681
    {'hecke_orbit_code': 22518135743578193, 'n': 15, 'trace_an': 0}
  • id: 44196682
    {'hecke_orbit_code': 22518135743578193, 'n': 16, 'trace_an': 515968}
  • id: 44196683
    {'hecke_orbit_code': 22518135743578193, 'n': 17, 'trace_an': 0}
  • id: 44196684
    {'hecke_orbit_code': 22518135743578193, 'n': 18, 'trace_an': 0}
  • id: 44196685
    {'hecke_orbit_code': 22518135743578193, 'n': 19, 'trace_an': -2392516}
  • id: 44196686
    {'hecke_orbit_code': 22518135743578193, 'n': 20, 'trace_an': 0}
  • id: 44196687
    {'hecke_orbit_code': 22518135743578193, 'n': 21, 'trace_an': 0}
  • id: 44196688
    {'hecke_orbit_code': 22518135743578193, 'n': 22, 'trace_an': 2554272}
  • id: 44196689
    {'hecke_orbit_code': 22518135743578193, 'n': 23, 'trace_an': 0}
  • id: 44196690
    {'hecke_orbit_code': 22518135743578193, 'n': 24, 'trace_an': 0}
  • id: 44196691
    {'hecke_orbit_code': 22518135743578193, 'n': 25, 'trace_an': 3418378}
  • id: 44196692
    {'hecke_orbit_code': 22518135743578193, 'n': 26, 'trace_an': 0}
  • id: 44196693
    {'hecke_orbit_code': 22518135743578193, 'n': 27, 'trace_an': 0}
  • id: 44196694
    {'hecke_orbit_code': 22518135743578193, 'n': 28, 'trace_an': 24416}
  • id: 44196695
    {'hecke_orbit_code': 22518135743578193, 'n': 29, 'trace_an': 0}
  • id: 44196696
    {'hecke_orbit_code': 22518135743578193, 'n': 30, 'trace_an': 0}
  • id: 44196697
    {'hecke_orbit_code': 22518135743578193, 'n': 31, 'trace_an': 3648200}
  • id: 44196698
    {'hecke_orbit_code': 22518135743578193, 'n': 32, 'trace_an': 0}
  • id: 44196699
    {'hecke_orbit_code': 22518135743578193, 'n': 33, 'trace_an': 0}
  • id: 44196700
    {'hecke_orbit_code': 22518135743578193, 'n': 34, 'trace_an': -7553952}
  • id: 44196701
    {'hecke_orbit_code': 22518135743578193, 'n': 35, 'trace_an': 0}
  • id: 44196702
    {'hecke_orbit_code': 22518135743578193, 'n': 36, 'trace_an': 0}
  • id: 44196703
    {'hecke_orbit_code': 22518135743578193, 'n': 37, 'trace_an': 57088700}
  • id: 44196704
    {'hecke_orbit_code': 22518135743578193, 'n': 38, 'trace_an': 0}
  • id: 44196705
    {'hecke_orbit_code': 22518135743578193, 'n': 39, 'trace_an': 0}
  • id: 44196706
    {'hecke_orbit_code': 22518135743578193, 'n': 40, 'trace_an': -11531520}
  • id: 44196707
    {'hecke_orbit_code': 22518135743578193, 'n': 41, 'trace_an': 0}
  • id: 44196708
    {'hecke_orbit_code': 22518135743578193, 'n': 42, 'trace_an': 0}
  • id: 44196709
    {'hecke_orbit_code': 22518135743578193, 'n': 43, 'trace_an': -15513808}
  • id: 44196710
    {'hecke_orbit_code': 22518135743578193, 'n': 44, 'trace_an': 0}
  • id: 44196711
    {'hecke_orbit_code': 22518135743578193, 'n': 45, 'trace_an': 0}
  • id: 44196712
    {'hecke_orbit_code': 22518135743578193, 'n': 46, 'trace_an': 215554752}
  • id: 44196713
    {'hecke_orbit_code': 22518135743578193, 'n': 47, 'trace_an': 0}
  • id: 44196714
    {'hecke_orbit_code': 22518135743578193, 'n': 48, 'trace_an': 0}
  • id: 44196715
    {'hecke_orbit_code': 22518135743578193, 'n': 49, 'trace_an': 79542876}
  • id: 44196716
    {'hecke_orbit_code': 22518135743578193, 'n': 50, 'trace_an': 0}
  • id: 44196717
    {'hecke_orbit_code': 22518135743578193, 'n': 51, 'trace_an': 0}
  • id: 44196718
    {'hecke_orbit_code': 22518135743578193, 'n': 52, 'trace_an': -1168240}
  • id: 44196719
    {'hecke_orbit_code': 22518135743578193, 'n': 53, 'trace_an': 0}
  • id: 44196720
    {'hecke_orbit_code': 22518135743578193, 'n': 54, 'trace_an': 0}
  • id: 44196721
    {'hecke_orbit_code': 22518135743578193, 'n': 55, 'trace_an': 112387968}
  • id: 44196722
    {'hecke_orbit_code': 22518135743578193, 'n': 56, 'trace_an': 0}
  • id: 44196723
    {'hecke_orbit_code': 22518135743578193, 'n': 57, 'trace_an': 0}
  • id: 44196724
    {'hecke_orbit_code': 22518135743578193, 'n': 58, 'trace_an': 208954368}
  • id: 44196725
    {'hecke_orbit_code': 22518135743578193, 'n': 59, 'trace_an': 0}
  • id: 44196726
    {'hecke_orbit_code': 22518135743578193, 'n': 60, 'trace_an': 0}
  • id: 44196727
    {'hecke_orbit_code': 22518135743578193, 'n': 61, 'trace_an': 305532986}
  • id: 44196728
    {'hecke_orbit_code': 22518135743578193, 'n': 62, 'trace_an': 0}
  • id: 44196729
    {'hecke_orbit_code': 22518135743578193, 'n': 63, 'trace_an': 0}
  • id: 44196730
    {'hecke_orbit_code': 22518135743578193, 'n': 64, 'trace_an': 544995328}
  • id: 44196731
    {'hecke_orbit_code': 22518135743578193, 'n': 65, 'trace_an': 0}
  • id: 44196732
    {'hecke_orbit_code': 22518135743578193, 'n': 66, 'trace_an': 0}
  • id: 44196733
    {'hecke_orbit_code': 22518135743578193, 'n': 67, 'trace_an': 641504138}
  • id: 44196734
    {'hecke_orbit_code': 22518135743578193, 'n': 68, 'trace_an': 0}
  • id: 44196735
    {'hecke_orbit_code': 22518135743578193, 'n': 69, 'trace_an': 0}
  • id: 44196736
    {'hecke_orbit_code': 22518135743578193, 'n': 70, 'trace_an': -16920288}
  • id: 44196737
    {'hecke_orbit_code': 22518135743578193, 'n': 71, 'trace_an': 0}
  • id: 44196738
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