Embedded newform data - 81.12.a.c.1.9

Formats: - HTML - YAML - JSON - 2025-09-14T06:58:28.876615

• 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': 11664, 'analytic_conductor': 62.2357976253267, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1]], 'atkin_lehner_string': '-', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [81, 1, [2], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 10, 'field_disc': 178758876835505038194980943131413171331071017249213252, 'field_disc_factorization': [[2, 2], [3, 5], [67, 1], [138595117, 1], [315964711, 1], [9563107591, 1], [6554521582569212810669, 1]], 'field_poly': [-1872029164523274, -424311619946427, 71629903044513, 1226670836724, -132941711592, -592709562, 72223254, 93060, -14790, -3, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [1882810220544, 806957836369920, 53658019676160, -2730091599360, -114472484928, 1852869168, 66565728, -443808, -14304, 33, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007199456067665, 'hecke_ring_generator_nbound': 11, 'hecke_ring_index': 843330077059682304, 'hecke_ring_index_factorization': [[2, 12], [3, 30]], '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': '81.12.a.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, 'minimal_twist': '9.12.c.a', 'prim_orbit_index': 1, 'qexp_display': 'q+(-3-\\beta _{1})q^{2}+(921+\\beta _{1}+\\beta _{2})q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 10, 'rm_discs': [], 'sato_tate_group': '11.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '81.12.a', 'trace_display': [-33, 0, -7230, -8512], 'trace_hash': 159049935826542506, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '8.641', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '199.246', 'prec': 24}, {'__RealLiteral__': 0, 'data': '0.918', 'prec': 17}, {'__RealLiteral__': 0, 'data': '7013.023', 'prec': 27}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [10, -33, 0, 9217, -7230, 0, -8512, 14559, 0, 2046, -112776, 0, -279706, -3901584, 0, 7342081, -13882896, 0, 3514700, -34163508, 0, -2274591, -69371616, 0, 45286204, -240964572, 0, -30672898, -25437246, 0, -114575368, 80396559, 0, 243855063, 89073732, 0, -67109164, 489799995, 0, -107425416, 331873026, 0, 1118847584, -139238637, 0, 1441268796, -1469650704, 0, 3553434720, -6643771701, 0, -3632448874, -7457130972, 0, 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• mf_hecke_cc •

  Column	Type
  an_normalized	double precision[]
  angles	double precision[]
  char_orbit_index	smallint
  conrey_index	integer
  dual_conrey_index	integer
  dual_embedding_index	integer
  dual_embedding_m	integer
  embedding_index	integer
  embedding_m	integer
  embedding_root_imag	double precision
  embedding_root_real	double precision
  hecke_orbit	integer
  hecke_orbit_code	bigint
  label	text
  level	integer
  weight	smallint

  
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-0.35366486410829184, -0.283923989424697, -0.32120704881059114, -0.21235341292019222, -0.2781234022106697, -0.09827372134591011, -0.2924698212204454, -0.22125133346087525, -0.23979398051156636, -0.3004791232596796, -0.21587349459975025, -0.13868495054781063, -0.27113702255978606, -0.21864181658210669, -0.41789184873556895, -0.4162961801977766, -0.17724235446656067, -0.3110213573107544, -0.2827962456597798, -0.2823611835661813, -0.11719939755240628, -0.16228966374415785, -0.3329431870749371, -0.10727382789478268, -0.1635085289982173, -0.20924000313477695, -0.3368495395243762, -0.2217981671009655, -0.2132458365970549, -0.14701635682979844, -0.2665527030837369, -0.2934968525364444, -0.16536579479999242, -0.21427084247414827, -0.17796478787672593, -0.27839666730550805, -0.3894051884498181, -0.22731035984105874, -0.313147306116993, -0.25286728343263826, -0.3135535578254454, -0.20301771877387356, -0.29261261471275335, -0.3749741313280502, -0.22624609126461243, -0.2731534546613849, -0.3012190758500451, -0.30450241547101353, -0.26414227891072334, -0.4338297545863607, -0.14067788326213446, -0.30988596119670714, -0.0731566841458043, -0.30833756850198346, -0.26735407144868584, -0.34821095344249264, -0.19975964294200105, -0.20973451894346937, -0.1559436959870599, -0.13804106025619264, -0.34087550608944844, -0.19660001508262698, -0.2890386924586775, -0.468897825822966, -0.19685671328383098, -0.33658961228018924, -0.3673124468728866, -0.17670053477861447, -0.1802331042187594, -0.2393963702243501, -0.1794331377423015, -0.36046846899396806, -0.3311954116784518, -0.23618705403750842, -0.2259068219913191, -0.20505607476617932, -0.19999686836859723, -0.36004515350380495, -0.29597528681906266, -0.2945951876617632, -0.4105077387104246, -0.1857953155715548, -0.06130793819211674, -0.25961572094959723, -0.2276500841627308, -0.1584338121356664, -0.17685772450492163, -0.1752767612044845, -0.3023015210209307, -0.11053108607193994, -0.2779718174391356, -0.2187709393247721, -0.26152022133528646, -0.3701337289894398, -0.30444758441176917, -0.2491368269700187, -0.2886021042960333, -0.3115032501230416, -0.3014379744494936, -0.27231317395766236, -0.4053766383490761, -0.34836127081109164, -0.19610159169476496, -0.27305521820067624, -0.11219706550869134, -0.19241299368026313, -0.14925002525704123, -0.24149325948953373, -0.08296150316379243, -0.3092311534437582, -0.2708273240794811, -0.16493846245989216, -0.14472382145121382, -0.23345467159541594, -0.3328815071380186, -0.3317924576928334, -0.2573266310779928, -0.31587425720980633, -0.4457041106502012, -0.25369291091062657, -0.2389248857017106, -0.16108489068294923, -0.08840674337352099, -0.16267943776685695, -0.33737502037637374, -0.22856370515420027, -0.11999257943246171, -0.07609628443042886, -0.27977740170247617, -0.23326054916072692, -0.43903030716488733, -0.3580290911548289, -0.3650377639604649, -0.2481009132686654, -0.24234001636494892, -0.21501679405491686, -0.41523103136108264, -0.17309970290480903, -0.2156533140591437, -0.2792505920614637, -0.3039144180842031, -0.1498198034367484, -0.24906912398123612, -0.25902313709854813, -0.35040846439461715, -0.40578953101292936, -0.31765870015690834, -0.22514779640661997, -0.32852836912085936, -0.3104815113116209, -0.31401979772827, -0.3053023091083418, -0.2537546456543844, -0.20875345519888472, -0.3512589262384255], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 9, 'dual_embedding_m': 9, 'embedding_index': 9, 'embedding_m': 9, 'embedding_root_imag': 0.0, 'embedding_root_real': -64.12860561778587, 'hecke_orbit': 3, 'hecke_orbit_code': 9007199456067665, 'label': '81.12.a.c.1.9', 'level': 81, 'weight': 12}
• 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': [22, 20], 'ALdims_eis_new': [2, 2], 'ALdims_eis_old': [4, 4], 'ALdims_old': [26, 25], 'Nk2': 11664, 'analytic_conductor': 62.2357976253267, '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': [81, 1, [2], [1]], 'conrey_index': 1, 'cusp_dim': 93, 'dim': 42, 'eis_dim': 12, 'eis_new_dim': 4, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 201326673, 'hecke_orbit_dims': [6, 6, 10, 10, 10], 'label': '81.12.a', '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': 105, 'mf_new_dim': 46, 'num_forms': 5, 'plus_dim': 22, 'prim_orbit_index': 1, 'relative_dim': 42, 'sturm_bound': 108, 'trace_bound': 2, 'trace_display': [0, 0, 0, 17028], 'traces': [42, 0, 0, 40962, 0, 0, 17028, 0, 0, -579012, 0, 0, 3191238, 0, 0, 40175286, 0, 0, 18245964, 0, 0, 68179902, 0, 0, 235680564, 0, 0, 51710592, 0, 0, 75932928, 0, 0, 22083606, 0, 0, -1085054442, 0, 0, -1364371320, 0, 0, 1652714964, 0, 0, -4956300132, 0, 0, 8369821950, 0, 0, 5402778924, 0, 0, 8352076332, 0, 0, 32168768460, 0, 0, -398489238, 0, 0, 37594192794, 0, 0, -38076521940, 0, 0, 17538079056, 0, 0, 18765090318, 0, 0, 11689139850, 0, 0, -41573317500, 0, 0, -123893951442, 0, 0, -159258607686, 0, 0, 195578221422, 0, 0, 181610911812, 0, 0, 206354541984, 0, 0, -120359983176, 0, 0, 524689442298, 0, 0, 157192901856, 0, 0, 160577751780, 0, 0, -222270948006, 0, 0, 1046254576176, 0, 0, -172054563492, 0, 0, 413028941214, 0, 0, 99396600510, 0, 0, 1962881013000, 0, 0, -1011962467356, 0, 0, -1730659922796, 0, 0, -2526376179672, 0, 0, -2934628460982, 0, 0, 2584437489936, 0, 0, 1511588435364, 0, 0, 2583076407690, 0, 0, -6276333157212, 0, 0, 2301362351496, 0, 0, 145292864664, 0, 0, -2632161018582, 0, 0, -12256071984180, 0, 0, -3624140709888, 0, 0, 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0, 0, -38146103109146364, 0, 0, 11456006025461280, 0, 0, -22723140142811538, 0, 0, 44386870029609462, 0, 0, -52430714187614376, 0, 0, -32802186709939884, 0, 0, 13085818361610114, 0, 0, 66467699185757490, 0, 0, 49874627916667548, 0, 0, -47115074689388322, 0, 0, -5544557591806368, 0, 0, -44247537763372236, 0, 0, 35338755580197972, 0, 0, -64557206351387166, 0, 0, -19245328358362074, 0, 0, 32835503034402984, 0, 0, 69271735131184812, 0, 0, 44689651159269744, 0, 0, -58171693361890956, 0, 0, -1679602794554892, 0, 0, -30335890256226756, 0, 0, 60847146050174268, 0, 0, -72334662016258584, 0, 0, -56066186105736840, 0, 0, 36375678018013296, 0, 0, 128937864290101704, 0, 0, 69722847421598562, 0, 0, -159136980464390130, 0, 0, 8030415442207932, 0, 0, -30322460532230448, 0, 0, 45623242258768740, 0, 0, -209829819718998132, 0, 0, -28970779997016180, 0, 0, 39582104589458256, 0, 0, 69009421280723118, 0, 0, 125798775565032498, 0, 0, -83509087760647728, 0, 0, 15199076240568780, 0, 0, -45837409784981256, 0, 0, 30082695797228406, 0, 0, -52290764221650228, 0, 0, -29827067907029016, 0, 0, 26124199496741694, 0, 0, 164040350016684732, 0, 0, 58338533416197816, 0, 0, -135387722157033930, 0, 0, -19676874944016420, 0, 0, -114664609791410604, 0, 0, 25697126424930024, 0, 0, -170332712162128788, 0, 0, -34665573327784416, 0, 0, 153441756084404940, 0, 0, 144343086645935736, 0, 0, 198136018657401792, 0, 0, -135306488663058444, 0, 0, 20012407261497468, 0, 0, -74612686866372012, 0, 0, 145804314031591836, 0, 0, -130010435747248668, 0, 0, -47378031307717452, 0, 0, 132472959348383940, 0, 0, 113479465450794894, 0, 0, 139740518500833024, 0, 0, -217357630544034594, 0, 0, 200390553874152, 0, 0, -231634279464057468, 0, 0, 13051634111540850, 0, 0, -122423606155053576, 0, 0, -94094165315435388, 0, 0, 156454108681384860, 0, 0, 80350608317607090, 0, 0, 308494613731120140, 0, 0, -156080873398173144, 0, 0, -39253762679018394, 0, 0, -170815524579407880, 0, 0, 60634655440895208, 0, 0, -44074557396816120, 0, 0, -82073354267795094, 0, 0, 131545152854049240, 0, 0, 254641719460012908, 0, 0, 220056273075491352, 0, 0, -358571371297944768, 0, 0, -36377837772422484, 0, 0, -201268132105688844, 0, 0, 53680486920958308, 0, 0, -199400768530679748, 0, 0, 18266033744671884, 0, 0, 305768107254574116, 0, 0, 51741078907567980, 0, 0, 355277337530363262, 0, 0, -74560762935687102, 0, 0, -104656304730276600, 0, 0, -135839380348892784, 0, 0, -81601997814154410, 0, 0, -91589787645750054, 0, 0, -25080949230574752, 0, 0, 110463348001496988, 0, 0, 361385894023024020, 0, 0, 145103560794619350, 0, 0, -131822509052982354, 0, 0, 53541780847619508, 0, 0, -272522232133336812, 0, 0, 110226155033469612, 0, 0, -144477994251532176, 0, 0, -10731378675695004, 0, 0, 191778016431823518, 0, 0, 246268668896702766, 0, 0, 513564691754503320, 0, 0, -355967530407972708, 0, 0, -87462510000252696, 0, 0, -200810941756154118, 0, 0, -32142258083905620], 'weight': 12, '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: 40530959
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 10, 'source_embedding_index': 9, 'source_hecke_orbit_code': 9007199456067665, 'source_is_minimal': False, 'source_label': '81.12.a.c.1.9', 'source_level': 81, 'target_conrey_index': 1, 'target_dim': 10, 'target_embedding_index': 9, 'target_hecke_orbit_code': 9007199456067665, 'target_is_minimal': False, 'target_label': '81.12.a.c.1.9', 'target_level': 81, 'twist_class_label': '9.12.c.a.4.9', 'twist_class_level': 9, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 12}
  • id: 40530960
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 10, 'source_embedding_index': 9, 'source_hecke_orbit_code': 9007199456067665, 'source_is_minimal': False, 'source_label': '81.12.a.c.1.9', 'source_level': 81, 'target_conrey_index': 1, 'target_dim': 10, 'target_embedding_index': 2, 'target_hecke_orbit_code': 18014398710808657, 'target_is_minimal': False, 'target_label': '81.12.a.e.1.2', 'target_level': 81, 'twist_class_label': '9.12.c.a.4.9', 'twist_class_level': 9, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 12}
  • id: 40530961
    {'conductor': 9, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 10, 'source_embedding_index': 9, 'source_hecke_orbit_code': 9007199456067665, 'source_is_minimal': False, 'source_label': '81.12.a.c.1.9', 'source_level': 81, 'target_conrey_index': 4, 'target_dim': 20, 'target_embedding_index': 9, 'target_hecke_orbit_code': 137640280073, 'target_is_minimal': True, 'target_label': '9.12.c.a.4.9', 'target_level': 9, 'twist_class_label': '9.12.c.a.4.9', 'twist_class_level': 9, 'twisting_char_label': '9.2', 'twisting_conrey_index': 2, 'weight': 12}
  • id: 40530962
    {'conductor': 9, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 10, 'source_embedding_index': 9, 'source_hecke_orbit_code': 9007199456067665, 'source_is_minimal': False, 'source_label': '81.12.a.c.1.9', 'source_level': 81, 'target_conrey_index': 19, 'target_dim': 20, 'target_embedding_index': 2, 'target_hecke_orbit_code': 137640280091, 'target_is_minimal': False, 'target_label': '27.12.c.a.19.2', 'target_level': 27, 'twist_class_label': '9.12.c.a.4.9', 'twist_class_level': 9, 'twisting_char_label': '9.4', 'twisting_conrey_index': 4, 'weight': 12}
  • id: 40530963
    {'conductor': 9, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 10, 'source_embedding_index': 9, 'source_hecke_orbit_code': 9007199456067665, 'source_is_minimal': False, 'source_label': '81.12.a.c.1.9', 'source_level': 81, 'target_conrey_index': 7, 'target_dim': 20, 'target_embedding_index': 9, 'target_hecke_orbit_code': 137640280073, 'target_is_minimal': True, 'target_label': '9.12.c.a.7.9', 'target_level': 9, 'twist_class_label': '9.12.c.a.4.9', 'twist_class_level': 9, 'twisting_char_label': '9.5', 'twisting_conrey_index': 5, 'weight': 12}
  • id: 40530964
    {'conductor': 9, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 10, 'source_embedding_index': 9, 'source_hecke_orbit_code': 9007199456067665, 'source_is_minimal': False, 'source_label': '81.12.a.c.1.9', 'source_level': 81, 'target_conrey_index': 10, 'target_dim': 20, 'target_embedding_index': 2, 'target_hecke_orbit_code': 137640280091, 'target_is_minimal': False, 'target_label': '27.12.c.a.10.2', 'target_level': 27, 'twist_class_label': '9.12.c.a.4.9', 'twist_class_level': 9, 'twisting_char_label': '9.7', 'twisting_conrey_index': 7, 'weight': 12}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 256400
    {'charpoly_factorization': [[[1882810220544, 806957836369920, 53658019676160, -2730091599360, -114472484928, 1852869168, 66565728, -443808, -14304, 33, 1], 1]], 'hecke_orbit_code': 9007199456067665, 'p': 2}
  • id: 256401
    {'charpoly_factorization': [[[0, 1], 10]], 'hecke_orbit_code': 9007199456067665, 'p': 3}
  • id: 256402
    {'charpoly_factorization': [[[3089265003086269429361929190400000000, 10219288323839125219383926880000000, 509823233272207798128972000000, -2015065177670548515359025000, -216744276379183788076875, 117311894759860170750, 15617600437735575, -1768592379060, -240647277, 7230, 1], 1]], 'hecke_orbit_code': 9007199456067665, 'p': 5}
  • id: 256403
    {'charpoly_factorization': [[[52579560249098636600761665103221444288632752, -149603026596631322657526496064476459078496, 22301488833407663708539008689774313672, -382569524475616471490147278867848, -52122519799329248829227695209, 620355920386234608702504, 42025701965966740083, -160736256800736, -11627124003, 8512, 1], 1]], 'hecke_orbit_code': 9007199456067665, 'p': 7}
  • id: 256404
    {'charpoly_factorization': [[[-21576407963056579705232511327686772573557774742097341369, -767745055363483249004685814868175241260344293596672, 5820486685972965559397278217118250963340390061, 5621722031253265041252056588716346927064, -88489160695799676193415964694264530, 10147500274276556026378083288, 505796512741988513978754, -119079248768839224, -1239754109349, 112776, 1], 1]], 'hecke_orbit_code': 9007199456067665, 'p': 11}
  • id: 256405
    {'charpoly_factorization': [[[-38323006476823366725636419355918412803537906617629846280816, 1063310820002550248367483461610047423853517763265365152, -8909228046640981211213122131841064724022714244904, 28878646359320351562130840919120609012382912, -30975905812377480099605733655363299747, -13451630849649234191757483819126, 33552803329009001503859775, 18062324301161820, -10610331043365, 279706, 1], 1]], 'hecke_orbit_code': 9007199456067665, 'p': 13}
  • id: 256406
    {'charpoly_factorization': [[[1330373518631574086500205225308689653507337934618359002992648364352, 1882838569115441132750827222813959805940972835127392999146304, -257710659390157562861011275393048416526779428172849040, -500418297138156488997153089271835962095218924128, 2237153167577303823614534438126158199340, 41823704843445798601846735563763668, 1306446100282730010807904113, -1316142858676936370076, -69901215403302, 13882896, 1], 1]], 'hecke_orbit_code': 9007199456067665, 'p': 17}
  • id: 256407
    {'charpoly_factorization': [[[691228820677838052888194941448467905727265909617934253621995109683200, -245818809631812049249721108416292558543345132251574022639441920, -48268787916857890692030170917062634000333045568828312832, 26320601610796250308618568957304387410183907561216, -1308261501952058807147989915382209415126928, -510132960468418342122778979121105240, 49961614645048747973724140565, 3071833617015301503396, -427901475950982, -3514700, 1], 1]], 'hecke_orbit_code': 9007199456067665, 'p': 19}
  • id: 256408
    {'charpoly_factorization': [[[11733166231224936610365351576663396218388824047516570829328668771055432432, -838355879256979558433565400869340861603117672275656402124645238464, -588982040870194797399890153643166912546752223133004514969512, 20341908739219881757983901157337379944149523116473488, 6624747625388086194328394808006989518820484543, 248994800921229782490320621657549335128, -2545782047189201420833944202605, -268483495734422698857192, -2307494412370875, 69371616, 1], 1]], 'hecke_orbit_code': 9007199456067665, 'p': 23}
  • id: 256409
    {'charpoly_factorization': [[[-365664677419183570775853755089153488296396298508397494019983883269503776930352, -90371217097207318954250898051211020238885399247928226070862504621850368, -6837622109959022221375858677864731930234480511295753869692836728, -168854815404497986011094319470686619927939741227575011080, 691447102812460547133069519255779109911304987165, 77696376771680811751424558574439722393342, 677417455223824673324705735386287, -4176181898658247956600852, -56330179535648325, 25437246, 1], 1]], 'hecke_orbit_code': 9007199456067665, 'p': 29}
  • id: 256410
    {'charpoly_factorization': [[[-361612529383916874844507012471214075987486278230857002508183237824591403109029120, 31676622079479735240711704778711860634670441307351689137795873240181188352, 190506952997272443339122632615771569646311603053164604013237667680, -8636852339459761741250168562594628324383310879577333617008, -59580279056585251414862259477189715463165884825233, 565672712687669138650292343636491060739888, 4301118105289895567148949982811963, -13751187578312664210989928, -113375759377391019, 114575368, 1], 1]], 'hecke_orbit_code': 9007199456067665, 'p': 31}
  • id: 256411
    {'charpoly_factorization': [[[364181153239100917733871297682340476456770328110002751603628317736658343007435669504, -17688706688561046145794008500498645925639396199290828187307222612769916870656, 88493223645442651229954260730836717495608021090255010824387101552640, 2374459175892075605658953027672960234987592358024021766674944, -17459414035985128462243593899176226560762153210861248, -20660906397289419510473609381111124007550016, 238570396286999138163280967060123760, 2687824831912078361088576, -924607118033345844, 67109164, 1], 1]], 'hecke_orbit_code': 9007199456067665, 'p': 37}
  • id: 256412
    {'charpoly_factorization': [[[-163519042499034555966428672428057528902162621551434975983495081480193340892836362076415, -5181709231757747653311796377251731433059057818500280198581363374040908584499842, -54283162365583466643965338967591848237937976546030927005958790358886531, -225421160116740401178746282807211111038095356765440292573079416, -273778549065053719093776956414346751051570632314688126, 564312093887778549120747553680247280871547764, 1501724675930275250454248463376122498, -90929386652545796427253368, -2068242978729707139, -331873026, 1], 1]], 'hecke_orbit_code': 9007199456067665, 'p': 41}
  • id: 256413
    {'charpoly_factorization': [[[96968741442728676029637528235419122620765417964909941217843980689298019086563790794067111, -267548265553841674324377852641693613372863446158485175556844510404115801153853944, -881020178105319145908744135807570355041339736134732482062224270824624499, 3189960917904141831844304381813602146078662944292758608390347688, 261549357301982850805745486676475035866182696331104014, -8137792823360232212236986133909658434744982472, 4396726594106824681201580718602048418, 5888528274530568885970295928, -4400330754782780901, -1118847584, 1], 1]], 'hecke_orbit_code': 9007199456067665, 'p': 43}
  • id: 256414
    {'charpoly_factorization': [[[-236190379796153938667655168170042544587718112520405942487501355632620203596836391429857424, 2996968010708647952229699363577897749225891754020515813974977726958164643906055808, 3495901607082617523989709885902728230023528532632039548822122460897207992, -11291658820630261438390178979138018397931691281647532352633460416, -9754998003043720866592357655817489287352230415962448993, 14672864786614103016533213440748408655306308664, 11075294494432910551060100626504279155, -7883153869981832947415002536, -5557995524470381275, 1469650704, 1], 1]], 'hecke_orbit_code': 9007199456067665, 'p': 47}
  • id: 256415
    {'charpoly_factorization': [[[291589219827824466522241408507194964824480154616616789849054828660364283868139902609482661888, 2628255639736969420851461323377299693015303324088825373811954848499953335378049597440, -788122064466553546694933775182883246685711423733688177536012827200028760064, -3020156872915359567182692969268313428484408292703906080170332445696, 340340350548300278830783803346646604259344212698199623488, 1142737766668495334145084292424256323979327569856, 9687202082734398317262866423540108016, -160932705520820172127527229344, -12928367695321468692, 7457130972, 1], 1]], 'hecke_orbit_code': 9007199456067665, 'p': 53}
  • id: 256416
    {'charpoly_factorization': [[[389807334901535267073659380148927450703179893540048716374847990804681654948774433199782981871127, 2259586880117123506607995622991680382400545108332544161446545809102415958020057231819096, 1793697644687173176609535220197129286276927298731600862179447507976350432919309, 298196819120607451515797225334807798168180428117516712602348524073544, -184024941467372377495282706395047355790675431532994763263762, -94771720892437884139782165031648189492408825619976, -15964357510064587141051322749009569070686, -403556427820156098673855295784, 210202449211393480779, 26505032592, 1], 1]], 'hecke_orbit_code': 9007199456067665, 'p': 59}
  • id: 256417
    {'charpoly_factorization': [[[-80368024103516030914847357122041923758826600350919741841518146115332581232437459429073726681088, 22529803158404182356979079640894917845072253528920269745246971821449700653109720731648, 125971117214903034395692609146212334496660973456623570629980630341675075327872, -3752963056403755680679074748172120069362541821877155523473444426944, -31699163911757658534355109020886897484394601879318549713227, 705436815648462631962181746005839209562808230842, 2740025247951169568839099000355415850071, -53729399723156700368155640196, -90448406700207850413, 990409066, 1], 1]], 'hecke_orbit_code': 9007199456067665, 'p': 61}
  • id: 256418
    {'charpoly_factorization': [[[129034297982068416434162807109414533868639232729178161515876547319192946096514503061448109990007, 4540247402330516718261994482253299539509245569382400194959041504619821401693500426982976, 659157481978991953350302792327997707828990955855702689906241668588083166827053, -3266069862637921116007698345331380719323081687385360152811637554995656, -796528753502803634522176673702674621135391155752056441070450, 249198519613559388250029011695544657153180954980536, 46616917640342209971413916721285806530178, -2930810235745906700778252646680, -457176119179020768693, 6557215720, 1], 1]], 'hecke_orbit_code': 9007199456067665, 'p': 67}
  • id: 256419
    {'charpoly_factorization': [[[-53750857626409575851622915570193464647630591525357954985654429139589221629780543756498344983633330176, -5801044322730644239281650726343828955814204444418596313558272151446395182104166847006900224, 4981349104936804229465144632186863865193070088961643987015756152349169172580728832, 1349148737161435634213587349699987517117972845037679799976094044957179904, 107814530855697454853970720055547108014307898687561464855789568, -1907055755487341581334907868707587284637644263247872, -706111243841189293322685887567899059466752, -26723892646268781163094161313280, 678109113609916897728, 61026859872, 1], 1]], 'hecke_orbit_code': 9007199456067665, 'p': 71}
  • id: 256420
    {'charpoly_factorization': [[[68123073834804220794375521838518122864969073690255497390527116297670010066200414123518790320718498112, 43225226710701792623627557538450450028137236936405474883441850834971048393794658236397980864, 3718228523341913297646432307189034921151836705215417386245057477666946041960215920, -1328394786832382966304353290873292994148986021899350497173104993182966816, -168099343105682391757008911762465671370065529843987900527686996, 6979688521548517428494372351159927373112191558644268, 918589329534498209043835170119460108245409, -12294159124503428110640385818268, -1696465820561878674774, 6306446968, 1], 1]], 'hecke_orbit_code': 9007199456067665, 'p': 73}
  • id: 256421
    {'charpoly_factorization': [[[5731332484960783967291707903508350254259658740224440655951936016231630921926960498141574052311709755648, -1924686168167339153903085955680731159303111196335737214369673302731661177919163948135201572224, 9984088535012659909562730528464452484409132591594662482755581450224276955667077760, 25558761967326551865287834802991222268873702529233364746490299007074276184, -1219177569786615402448329590420028325710660326064833343761063841, -59763978927779885565371679899034525798743327166934872, 3898339963384862894948758655676709521060603, 38324773216028783421730098378624, -3682145912383512510075, -7621233248, 1], 1]], 'hecke_orbit_code': 9007199456067665, 'p': 79}
  • id: 256422
    {'charpoly_factorization': [[[5180143398386503291348882260858956766851801735399633162783153321354800119619031391158489286802264466688, 554149283812720345097626593858429042934969995275687632720239656497662731894545134010660228224, -312177935499364503669170175935789513096580097469220309592576815547838939393738504448, -26671609788753786395937335931134325285646933306928296044269591810352382536, 2354838468901280746215954160785442078788986435561394203507879499, 166021040974686138127029785186053616965805022445129212, -3807578441215683034935671005808818331305485, -308664129126677351970011040200232, -1202088767417812998111, 99007044180, 1], 1]], 'hecke_orbit_code': 9007199456067665, 'p': 83}
  • id: 256423
    {'charpoly_factorization': [[[-3194018127198892481002317444564320114310110945354628988066996018330418285187582615451559375307182311296000, -45222833308784947781398152332714211661635146484717355770818778603866932989991444018256218137600, 40651919904914108281146505180933699438468321034105439775393228752381736856827773676800, 2307409471654455394127454298838029393161100539259007671665162698146247949312, -17284128310290308237850397259515838177415116347114459468536634752, -4194615809996826180285018766307348558488667688126589824, -108394822486289022304601331948685119690612960, -587482459624922959473823963536192, 15035004975784690947492, 238298852412, 1], 1]], 'hecke_orbit_code': 9007199456067665, 'p': 89}
  • id: 256424
    {'charpoly_factorization': [[[67217824122559499632246954029944346288760047466095012274552928080247525686177824522464053252827423224502001, 4149112546058105598045168541173281841394055851535693485429297881519801687125309593057292151914146, -279396310644401044140345114163231339909463361977184650530350291057397702610797980906723, -12694946745862257897557386073668440922947085753605486220157533219480092796584, 178068178651368026905119147223224284987049691054840614096083842818, 10177309883197878866863592350809278025909581070149562924, 16997392466107744065461795056281640068426978, -2242437678962403536851385162785512, -14322821055647482471923, 123483551938, 1], 1]], 'hecke_orbit_code': 9007199456067665, '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': '81.12.a.c', 'level': 81, 'portrait': 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', 'weight': 12}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 29268271
    {'hecke_orbit_code': 9007199456067665, 'n': 1, 'trace_an': 10}
  • id: 29268272
    {'hecke_orbit_code': 9007199456067665, 'n': 2, 'trace_an': -33}
  • id: 29268273
    {'hecke_orbit_code': 9007199456067665, 'n': 3, 'trace_an': 0}
  • id: 29268274
    {'hecke_orbit_code': 9007199456067665, 'n': 4, 'trace_an': 9217}
  • id: 29268275
    {'hecke_orbit_code': 9007199456067665, 'n': 5, 'trace_an': -7230}
  • id: 29268276
    {'hecke_orbit_code': 9007199456067665, 'n': 6, 'trace_an': 0}
  • id: 29268277
    {'hecke_orbit_code': 9007199456067665, 'n': 7, 'trace_an': -8512}
  • id: 29268278
    {'hecke_orbit_code': 9007199456067665, 'n': 8, 'trace_an': 14559}
  • id: 29268279
    {'hecke_orbit_code': 9007199456067665, 'n': 9, 'trace_an': 0}
  • id: 29268280
    {'hecke_orbit_code': 9007199456067665, 'n': 10, 'trace_an': 2046}
  • id: 29268281
    {'hecke_orbit_code': 9007199456067665, 'n': 11, 'trace_an': -112776}
  • id: 29268282
    {'hecke_orbit_code': 9007199456067665, 'n': 12, 'trace_an': 0}
  • id: 29268283
    {'hecke_orbit_code': 9007199456067665, 'n': 13, 'trace_an': -279706}
  • id: 29268284
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