Embedded newform data - 80.22.a.c.1.1

Formats: - HTML - YAML - JSON - 2026-06-07T02:10:11.848354

• 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': 38720, 'analytic_conductor': 223.58187542964967, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [5, 1]], 'atkin_lehner_string': '-+', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [80, 1, [31, 21, 17], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 1179649, 'field_disc_factorization': [[1179649, 1]], 'field_poly': [-294912, -1, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[3, [-16747129404, 30972, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007199623839824, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 240, 'hecke_ring_index_factorization': [[2, 4], [3, 1], [5, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '80.22.a.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': '10.22.a.d', 'nf_label': '2.2.1179649.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(-15486-\\beta )q^{3}-5^{10}q^{5}+(219979678+\\cdots)q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '21.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '80.22.a', 'trace_display': [0, -30972, -19531250, 439959356], 'trace_hash': 208781481428999862, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.040', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.860', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.055', 'prec': 17}, {'__RealLiteral__': 0, 'data': '8.554', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '55.963', 'prec': 20}], 'trace_zratio': 0, 'traces': [2, 0, -30972, 0, -19531250, 0, 439959356, 0, 13532817186, 0, -105191777184, 0, 308456648932, 0, 302460937500, 0, 18393996100404, 0, -23821216715800, 0, -10991999204616, 0, 82586042978868, 0, 190734863281250, 0, -937830505785480, 0, -167038888446420, 0, -5373084998145784, 0, 26811195444517824, 0, -4296478085937500, 0, 83725084127912164, 0, -92132195361143352, 0, -63222375005514036, 0, 113835841911164948, 0, -132156417832031250, 0, -13253549001226164, 0, -1019795619700635846, 0, 688515197556670056, 0, -1445751023743904748, 0, 1027263449062500000, 0, -5656568844707914800, 0, 817060118931432840, 0, -4580997169825849436, 0, 3106370208073453308, 0, -3012271962226562500, 0, 28808031668773210556, 0, 14145335707649957352, 0, -51140957732016114984, 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

  
  {'an_normalized': [[1.0, 0.0], [0.0, 0.0], [-1.4257515463659116, 0.0], [0.0, 0.0], [-0.4472135954999579, 0.0], [0.0, 0.0], [0.315792912056752, 0.0], [0.0, 0.0], [1.032767471964788, 0.0], [0.0, 0.0], [-1.7344122140103202, 0.0], [0.0, 0.0], [0.9844966374224902, 0.0], [0.0, 0.0], [0.6376154753399242, 0.0], [0.0, 0.0], [0.6572159205369787, 0.0], [0.0, 0.0], [0.41927018014507267, 0.0], [0.0, 0.0], [-0.4502422326963084, 0.0], [0.0, 0.0], [-0.08999164542724765, 0.0], [0.0, 0.0], [0.2, 0.0], [0.0, 0.0], [-0.046718273824298044, 0.0], [0.0, 0.0], [-1.2452451540899903, 0.0], [0.0, 0.0], [-0.9308576071742398, 0.0], [0.0, 0.0], [2.4728408961611383, 0.0], [0.0, 0.0], [-0.14122688363430205, 0.0], [0.0, 0.0], [1.9639892649168786, 0.0], [0.0, 0.0], [-1.4036476031971554, 0.0], [0.0, 0.0], [-0.40872114430710427, 0.0], [0.0, 0.0], [1.8497816667267613, 0.0], [0.0, 0.0], [-0.46186765445277483, 0.0], [0.0, 0.0], [-0.30062635114798764, 0.0], [0.0, 0.0], [-0.9002748366947165, 0.0], [0.0, 0.0], [-0.9370266150018935, 0.0], [0.0, 0.0], [-1.9474806048639939, 0.0], [0.0, 0.0], [0.7756527223065979, 0.0], [0.0, 0.0], [-0.5977751076869516, 0.0], [0.0, 0.0], [-0.054574847097093274, 0.0], [0.0, 0.0], [0.6538256709383663, 0.0], [0.0, 0.0], [0.3261406474492503, 0.0], [0.0, 0.0], [-0.4402802809793303, 0.0], [0.0, 0.0], [0.7598353549403641, 0.0], [0.0, 0.0], [0.12830572762791115, 0.0], [0.0, 0.0], [-0.8898823573764657, 0.0], [0.0, 0.0], [-1.1227008364972115, 0.0], [0.0, 0.0], [-0.2851503092731823, 0.0], [0.0, 0.0], [-0.5477150837691175, 0.0], [0.0, 0.0], [-0.8125783765542174, 0.0], [0.0, 0.0], [-0.9661588208162489, 0.0], [0.0, 0.0], [-0.9855216115719968, 0.0], [0.0, 0.0], [-0.29391589484315694, 0.0], [0.0, 0.0], [1.7754102040484616, 0.0], [0.0, 0.0], [-1.3761430332569542, 0.0], [0.0, 0.0], [0.31089706004172846, 0.0], [0.0, 0.0], [1.3271716728751446, 0.0], [0.0, 0.0], [-0.18750332474859302, 0.0], [0.0, 0.0], [-1.2653043929136967, 0.0], [0.0, 0.0], [-1.7912445176082892, 0.0], [0.0, 0.0]], 'angles': [None, -0.3763038346190856, None, -0.22476438877545962, -0.41704326827234955, -0.168087598714148, -0.19671026079794948, -0.2163861987370605, -0.2571637263002513, -0.3569663969270061, -0.32704993613737604, -0.030247530459232078, -0.28275575032986283, -0.06207805735831903, -0.27401409992032055, -0.4634459948758323, -0.25434346748259257, -0.1969958225159996, -0.18797615693014394, -0.32338770960353314, -0.344858999164228, -0.316588721029736, -0.3320061206116635, -0.3707712386217088, -0.3590168582522381, -0.22305685656846183, -0.3378504102513034, -0.24011631935588285, -0.30793798752568213, -0.3549508857423989, -0.12684558104211047, -0.06120995381188898, -0.13148726969707417, -0.22026163753486033, -0.2586492281515187, -0.30186754960440754, -0.19581180339297943, -0.3777827695663779, -0.27593647275668565, -0.26684326015710164, -0.31421967950073953, -0.17439404611727413, -0.3313598759681719, -0.13987351548462654, -0.27660449644439333, -0.07235501283521233, -0.1855694891858309, -0.15450643302576092, -0.15181143309396897, -0.2647216635844627, -0.22973833341502922, -0.4017392172964676, -0.1553990101576559, -0.43396596533084075, -0.20381395181368675, -0.2545034421688894, -0.053932647511927716, -0.0606462977713353, -0.29714539489136843, -0.3183212173296855, -0.28704306971434185, -0.16596717277079043, -0.3620792744180777, -0.1671108030488422, -0.36098122326579984, -0.19244719788438275, -0.24152531442705102, -0.2761246496129381, -0.25413971646855277, -0.25850990405357294, -0.09321597942644026, -0.2565735551223395, -0.18944444060906898, -0.20944585368885862, -0.18167102629158619, -0.2908730942598744, -0.2518398269492105, -0.19420046485855327, -0.3278214433187546, -0.2755601702252147, -0.2528229196614843, -0.2982996276525143, -0.12384486500005071, -0.3370603608175249, -0.24758294207810236, -0.2374958485467509, -0.17710327374696908, -0.21677918381538627, -0.36248678159192693, -0.3471123625361641, -0.24405861354147465, -0.1072406924953646, -0.277695472291824, -0.3764252552738878, -0.21826792673669435, -0.2716911983832822, -0.3159902967199043, -0.1982145759979182, -0.3041997548752709, -0.41243603642193716], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 1, 'dual_embedding_m': 1, 'embedding_index': 1, 'embedding_m': 1, 'embedding_root_imag': 0.0, 'embedding_root_real': 543.5582381292083, 'hecke_orbit': 3, 'hecke_orbit_code': 9007199623839824, 'label': '80.22.a.c.1.1', 'level': 80, 'weight': 22}
• 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

  
  {'ALdims': [10, 11, 11, 10], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [3, 3, 3, 3], 'ALdims_old': [50, 51, 52, 51], 'Nk2': 38720, 'analytic_conductor': 223.58187542964967, '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': [80, 1, [31, 21, 17], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 246, 'dim': 42, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 369098832, 'hecke_orbit_dims': [1, 2, 2, 2, 3, 3, 4, 4, 5, 5, 5, 6], 'label': '80.22.a', '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': 258, 'mf_new_dim': 42, 'num_forms': 12, 'plus_dim': 20, 'prim_orbit_index': 1, 'relative_dim': 42, 'sturm_bound': 264, 'trace_bound': 3, 'trace_display': [0, 118098, 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3642878378086770687348046875000, 0, 37018538576132613227121503540762, 0, -116525828382485572990060645302256, 0, -5140791024578153012340624701916, 0, 86281019844125328981731471079208, 0, 9548780277965985488891601562500, 0, 107776467558816758264587502292132, 0, 99212912602585616599129778964824, 0, -154453848044838382482361132877704, 0, -157179751110798773253462024030194, 0, -48146609234938518186501992187500, 0, -86467791462247233859036118825624, 0, 71222762962407439174178838177108, 0, -58721786851169350636264780185172, 0, 58099881895884921412942327045168, 0, -28965456225830214620937500000000, 0, -106202569660464399107099746019536, 0, -168832272090291871997847252730632, 0], 'weight': 22, '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: 40539832
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199623839824, 'source_is_minimal': False, 'source_label': '80.22.a.c.1.1', 'source_level': 80, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007199623839824, 'target_is_minimal': False, 'target_label': '80.22.a.c.1.1', 'target_level': 80, 'twist_class_label': '10.22.a.d.1.2', 'twist_class_level': 10, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 22}
  • id: 40539833
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199623839824, 'source_is_minimal': False, 'source_label': '80.22.a.c.1.1', 'source_level': 80, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 13510799251210250, 'target_is_minimal': True, 'target_label': '10.22.a.d.1.2', 'target_level': 10, 'twist_class_label': '10.22.a.d.1.2', 'twist_class_level': 10, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 22}
  • id: 40539834
    {'conductor': 20, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199623839824, 'source_is_minimal': False, 'source_label': '80.22.a.c.1.1', 'source_level': 80, 'target_conrey_index': 49, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 18014467598057522, 'target_is_minimal': False, 'target_label': '50.22.b.e.49.2', 'target_level': 50, 'twist_class_label': '10.22.a.d.1.2', 'twist_class_level': 10, 'twisting_char_label': '20.3', 'twisting_conrey_index': 3, 'weight': 22}
  • id: 40539835
    {'conductor': 20, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199623839824, 'source_is_minimal': False, 'source_label': '80.22.a.c.1.1', 'source_level': 80, 'target_conrey_index': 49, 'target_dim': 4, 'target_embedding_index': 3, 'target_hecke_orbit_code': 18014467598057522, 'target_is_minimal': False, 'target_label': '50.22.b.e.49.3', 'target_level': 50, 'twist_class_label': '10.22.a.d.1.2', 'twist_class_level': 10, 'twisting_char_label': '20.7', 'twisting_conrey_index': 7, 'weight': 22}
  • id: 40539836
    {'conductor': 20, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199623839824, 'source_is_minimal': False, 'source_label': '80.22.a.c.1.1', 'source_level': 80, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13510799251210290, 'target_is_minimal': False, 'target_label': '50.22.a.d.1.1', 'target_level': 50, 'twist_class_label': '10.22.a.d.1.2', 'twist_class_level': 10, 'twisting_char_label': '20.19', 'twisting_conrey_index': 19, 'weight': 22}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 253400
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 9007199623839824, 'p': 2}
  • id: 253401
    {'charpoly_factorization': [[[-16747129404, 30972, 1], 1]], 'hecke_orbit_code': 9007199623839824, 'p': 3}
  • id: 253402
    {'charpoly_factorization': [[[9765625, 1], 2]], 'hecke_orbit_code': 9007199623839824, 'p': 5}
  • id: 253403
    {'charpoly_factorization': [[[48134063233001284, -439959356, 1], 1]], 'hecke_orbit_code': 9007199623839824, 'p': 7}
  • id: 253404
    {'charpoly_factorization': [[[-6566471190446333607936, 105191777184, 1], 1]], 'hecke_orbit_code': 9007199623839824, 'p': 11}
  • id: 253405
    {'charpoly_factorization': [[[-88520043304236169597244, -308456648932, 1], 1]], 'hecke_orbit_code': 9007199623839824, 'p': 13}
  • id: 253406
    {'charpoly_factorization': [[[70641143891375036872330404, -18393996100404, 1], 1]], 'hecke_orbit_code': 9007199623839824, 'p': 17}
  • id: 253407
    {'charpoly_factorization': [[[-392462704009433623812460400, 23821216715800, 1], 1]], 'hecke_orbit_code': 9007199623839824, 'p': 19}
  • id: 253408
    {'charpoly_factorization': [[[-1796220576009709212749561244, -82586042978868, 1], 1]], 'hecke_orbit_code': 9007199623839824, 'p': 23}
  • id: 253409
    {'charpoly_factorization': [[[-7487918015581712038157593897500, 167038888446420, 1], 1]], 'hecke_orbit_code': 9007199623839824, 'p': 29}
  • id: 253410
    {'charpoly_factorization': [[[4779467083823715161335836642064, 5373084998145784, 1], 1]], 'hecke_orbit_code': 9007199623839824, 'p': 31}
  • id: 253411
    {'charpoly_factorization': [[[1509638909365643547413967377392324, -83725084127912164, 1], 1]], 'hecke_orbit_code': 9007199623839824, 'p': 37}
  • id: 253412
    {'charpoly_factorization': [[[986896828681001662618172220098724, 63222375005514036, 1], 1]], 'hecke_orbit_code': 9007199623839824, 'p': 41}
  • id: 253413
    {'charpoly_factorization': [[[-38877928407703379022797842318837724, -113835841911164948, 1], 1]], 'hecke_orbit_code': 9007199623839824, 'p': 43}
  • id: 253414
    {'charpoly_factorization': [[[-10315159303075941329566039722347676, 13253549001226164, 1], 1]], 'hecke_orbit_code': 9007199623839824, 'p': 47}
  • id: 253415
    {'charpoly_factorization': [[[-2563294104325340107312531986272410524, 1445751023743904748, 1], 1]], 'hecke_orbit_code': 9007199623839824, 'p': 53}
  • id: 253416
    {'charpoly_factorization': [[[-220969142698771996344564817411350000, -817060118931432840, 1], 1]], 'hecke_orbit_code': 9007199623839824, 'p': 59}
  • id: 253417
    {'charpoly_factorization': [[[-29956643823417767632257885081338066876, 4580997169825849436, 1], 1]], 'hecke_orbit_code': 9007199623839824, 'p': 61}
  • id: 253418
    {'charpoly_factorization': [[[198070171498303394142114130789661359684, -28808031668773210556, 1], 1]], 'hecke_orbit_code': 9007199623839824, 'p': 67}
  • id: 253419
    {'charpoly_factorization': [[[652499738771457479531783206939205483664, 51140957732016114984, 1], 1]], 'hecke_orbit_code': 9007199623839824, 'p': 71}
  • id: 253420
    {'charpoly_factorization': [[[-2309253320834941647201391015834914259964, -14792322512082321412, 1], 1]], 'hecke_orbit_code': 9007199623839824, 'p': 73}
  • id: 253421
    {'charpoly_factorization': [[[-2961369368898019236265306055119371684800, 25077766877525032720, 1], 1]], 'hecke_orbit_code': 9007199623839824, 'p': 79}
  • id: 253422
    {'charpoly_factorization': [[[-36137548702404129238334901488601363055644, -120090321897786074868, 1], 1]], 'hecke_orbit_code': 9007199623839824, 'p': 83}
  • id: 253423
    {'charpoly_factorization': [[[-206070177092142054638446164065746975959900, -104228468137266844980, 1], 1]], 'hecke_orbit_code': 9007199623839824, 'p': 89}
  • id: 253424
    {'charpoly_factorization': [[[-604742169787270500235607660397139689897596, 260893520515229908796, 1], 1]], 'hecke_orbit_code': 9007199623839824, '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': '80.22.a.c', 'level': 80, 'portrait': 'data:image/png;base64,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', 'weight': 22}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 29420233
    {'hecke_orbit_code': 9007199623839824, 'n': 1, 'trace_an': 2}
  • id: 29420234
    {'hecke_orbit_code': 9007199623839824, 'n': 2, 'trace_an': 0}
  • id: 29420235
    {'hecke_orbit_code': 9007199623839824, 'n': 3, 'trace_an': -30972}
  • id: 29420236
    {'hecke_orbit_code': 9007199623839824, 'n': 4, 'trace_an': 0}
  • id: 29420237
    {'hecke_orbit_code': 9007199623839824, 'n': 5, 'trace_an': -19531250}
  • id: 29420238
    {'hecke_orbit_code': 9007199623839824, 'n': 6, 'trace_an': 0}
  • id: 29420239
    {'hecke_orbit_code': 9007199623839824, 'n': 7, 'trace_an': 439959356}
  • id: 29420240
    {'hecke_orbit_code': 9007199623839824, 'n': 8, 'trace_an': 0}
  • id: 29420241
    {'hecke_orbit_code': 9007199623839824, 'n': 9, 'trace_an': 13532817186}
  • id: 29420242
    {'hecke_orbit_code': 9007199623839824, 'n': 10, 'trace_an': 0}
  • id: 29420243
    {'hecke_orbit_code': 9007199623839824, 'n': 11, 'trace_an': -105191777184}
  • id: 29420244
    {'hecke_orbit_code': 9007199623839824, 'n': 12, 'trace_an': 0}
  • id: 29420245
    {'hecke_orbit_code': 9007199623839824, 'n': 13, 'trace_an': 308456648932}
  • id: 29420246
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