Embedded newform data - 21.9.f.b.19.3

Formats: - HTML - YAML - JSON - 2024-04-28T00:33:05.980699

• mf_newforms •

  Column	Type
  Nk2	integer
  analytic_conductor	double precision
  analytic_rank	smallint
  analytic_rank_proved	boolean
  artin_degree	integer
  artin_field	numeric[]
  artin_field_label	text
  artin_image	text
  atkin_lehner_eigenvals	integer[]
  atkin_lehner_string	text
  char_conductor	integer
  char_degree	integer
  char_is_minimal	boolean
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  cm_discs	integer[]
  conrey_index	integer
  conrey_indexes	integer[]
  dim	integer
  embedded_related_objects	text[]
  field_disc	numeric
  field_disc_factorization	numeric[]
  field_poly	numeric[]
  field_poly_is_cyclotomic	boolean
  field_poly_is_real_cyclotomic	boolean
  field_poly_root_of_unity	integer
  fricke_eigenval	smallint
  has_non_self_twist	smallint
  hecke_cutters	jsonb
  hecke_orbit	integer
  hecke_orbit_code	bigint
  hecke_ring_generator_nbound	integer
  hecke_ring_index	numeric
  hecke_ring_index_factorization	numeric[]
  hecke_ring_index_proved	boolean
  inner_twist_count	integer
  inner_twists	integer[]
  is_cm	boolean
  is_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  minimal_twist	text
  nf_label	text
  prim_orbit_index	smallint
  projective_field	numeric[]
  projective_field_label	text
  projective_image	text
  projective_image_type	text
  qexp_display	text
  related_objects	text[]
  relative_dim	integer
  rm_discs	integer[]
  sato_tate_group	text
  self_twist_discs	integer[]
  self_twist_type	smallint
  space_label	text
  trace_display	numeric[]
  trace_hash	bigint
  trace_moments	numeric[]
  trace_zratio	numeric
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'Nk2': 1701, 'analytic_conductor': 8.554950811283671, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 7, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 6, 'char_orbit_label': 'f', 'char_order': 6, 'char_parity': -1, 'char_values': [21, 6, [8, 10], [6, 1]], 'cm_discs': [], 'conrey_index': 10, 'conrey_indexes': [10, 19], 'dim': 12, 'field_disc': 3508902090523787950633444743707784237696493593600, 'field_disc_factorization': [[2, 10], [3, 6], [5, 2], [31, 4], [451209765637756747, 2]], 'field_poly': [556282980265104, -12075311354004, 9508380016437, 259296590901, 121870629463, 1911324162, 474169529, 1222227, 1359381, 1482, 1331, -3, 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, [514460785065984, 29360680353792, 10471792619520, -318009317376, 125660146432, -1781568384, 479886464, -4329648, 1372044, -4146, 1331, -3, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503943375749141, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 1045529856, 'hecke_ring_index_factorization': [[2, 8], [3, 5], [7, 5]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 7, 4, -1, 6, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '21.9.f.b', 'level': 21, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3, 7], 'level_radical': 21, 'minimal_twist': '21.9.f.b', 'prim_orbit_index': 4, 'qexp_display': 'q+(1+\\beta _{2}-\\beta _{3})q^{2}+(54+3^{3}\\beta _{2})q^{3}+\\cdots', 'related_objects': [], 'relative_dim': 6, 'rm_discs': [], 'sato_tate_group': '8.2.3.c6', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '21.9.f', 'trace_display': [3, 486, 1389, -1226], 'trace_hash': 1206126425898307523, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.008', 'prec': 17}, {'__RealLiteral__': 0, 'data': '11.213', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '509.804', 'prec': 24}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '39000.833', 'prec': 30}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.166', 'prec': 17}, 'traces': [12, 3, 486, -1117, 1389, 0, -1226, 3558, 13122, -19731, 18081, -90477, 0, -175188, 75006, -298849, 63306, -6561, 476265, 0, -154953, 419258, -66384, 144099, 792375, 1890762, 0, -4229651, 671106, -532737, 717240, 895149, 1464561, 0, 3454614, -4885758, 2289443, -6275988, -930933, 8773863, 0, -4123629, -10119958, 14123901, 3037743, -19926544, -4198782, 0, 8565642, -1162248, 1709262, -26384844, -209511, -531441, 0, 70081743, 25718310, 1938935, -97052259, -51464727, -24195864, 0, -9869931, 272849458, 30440562, 16979949, -57546057, -32476050, 0, -108189027, 224566620, 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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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-0.4562462504101469, -0.4279625593511905, -0.2178180526035128, -0.11317126343345936, -0.368395145906089, -0.35230976127674446, -0.15707250919709953, -0.15310821689420243, -0.144573874264163, -0.4138488130936393, -0.3652164993525377, 0.1086198035916834, -0.07458218542336698, -0.30411178896647123, -0.4535955181920816, -0.20802343397629663, -0.36125827747597905, -0.06344054556745927, -0.2829508619818675, -0.23167573494715601, -0.22446509119893568, -0.06748054681092966, 0.002741824457385221, -0.43109108031568016, -0.49303527552951576, -0.15953995100607604, -0.3535301423910778, 0.003052729060998738, 0.004876092964622214, 0.056376790855517736, -0.45387950223310597, -0.4529110220316131, 0.03337655098040973, -0.21222738169345895, -0.23866295690685427, -0.4165799500590849, 0.0060167483119676155, -0.3105986169810381, -0.2735200511374941, -0.34524711132080654, -0.45228560332242973, -0.3148720992199848, 0.0650129281548985, 0.001528174521347863, -0.4520738954604014, -0.47755985644042864, 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• mf_newspaces •

  Column	Type
  AL_dims	jsonb
  ALdims	integer[]
  Nk2	integer
  a4_dim	integer
  a5_dim	integer
  analytic_conductor	double precision
  char_conductor	integer
  char_degree	integer
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  conrey_index	integer
  cusp_dim	integer
  dihedral_dim	integer
  dim	integer
  eis_dim	integer
  eis_new_dim	integer
  hecke_cutter_primes	integer[]
  hecke_orbit_code	bigint
  hecke_orbit_dims	integer[]
  label	text
  level	integer
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  mf_dim	integer
  mf_new_dim	integer
  num_forms	smallint
  plus_dim	integer
  prim_orbit_index	smallint
  relative_dim	integer
  s4_dim	integer
  sturm_bound	integer
  trace_bound	integer
  trace_display	numeric[]
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'Nk2': 1701, 'analytic_conductor': 8.554950811283671, 'char_conductor': 7, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 6, 'char_orbit_label': 'f', 'char_order': 6, 'char_parity': -1, 'char_values': [21, 6, [8, 10], [6, 1]], 'conrey_index': 10, 'cusp_dim': 38, 'dim': 22, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 343748378645, 'hecke_orbit_dims': [10, 12], 'label': '21.9.f', 'level': 21, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3, 7], 'level_radical': 21, 'mf_dim': 46, 'mf_new_dim': 22, 'num_forms': 2, 'prim_orbit_index': 4, 'relative_dim': 11, 'sturm_bound': 24, 'trace_bound': 1, 'trace_display': [6, 81, 1674, 3079], 'traces': [22, 6, 81, -1722, 1674, 0, 3079, -12072, 24057, -29262, -14958, -41472, 0, -123402, 59616, -258538, 219456, -13122, 309237, 0, -325620, -1266260, 445164, 777114, 1391731, 3302586, 0, -2828538, -4261728, -275400, 3651243, 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• 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: 35325258
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 19, 'source_dim': 12, 'source_embedding_index': 3, 'source_hecke_orbit_code': 4503943375749141, 'source_is_minimal': True, 'source_label': '21.9.f.b.19.3', 'source_level': 21, 'target_conrey_index': 19, 'target_dim': 12, 'target_embedding_index': 3, 'target_hecke_orbit_code': 4503943375749141, 'target_is_minimal': True, 'target_label': '21.9.f.b.19.3', 'target_level': 21, 'twist_class_label': '21.9.f.b.10.3', 'twist_class_level': 21, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 9}
  • id: 35325259
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 19, 'source_dim': 12, 'source_embedding_index': 3, 'source_hecke_orbit_code': 4503943375749141, 'source_is_minimal': True, 'source_label': '21.9.f.b.19.3', 'source_level': 21, 'target_conrey_index': 19, 'target_dim': 12, 'target_embedding_index': 4, 'target_hecke_orbit_code': 13511623666827327, 'target_is_minimal': False, 'target_label': '63.9.m.d.19.4', 'target_level': 63, 'twist_class_label': '21.9.f.b.10.3', 'twist_class_level': 21, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 9}
  • id: 35325260
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 19, 'source_dim': 12, 'source_embedding_index': 3, 'source_hecke_orbit_code': 4503943375749141, 'source_is_minimal': True, 'source_label': '21.9.f.b.19.3', 'source_level': 21, 'target_conrey_index': 97, 'target_dim': 12, 'target_embedding_index': 8, 'target_hecke_orbit_code': 4503805936795795, 'target_is_minimal': False, 'target_label': '147.9.d.b.97.8', 'target_level': 147, 'twist_class_label': '21.9.f.b.10.3', 'twist_class_level': 21, 'twisting_char_label': '7.2', 'twisting_conrey_index': 2, 'weight': 9}
  • id: 35325261
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 19, 'source_dim': 12, 'source_embedding_index': 3, 'source_hecke_orbit_code': 4503943375749141, 'source_is_minimal': True, 'source_label': '21.9.f.b.19.3', 'source_level': 21, 'target_conrey_index': 10, 'target_dim': 12, 'target_embedding_index': 3, 'target_hecke_orbit_code': 4503943375749141, 'target_is_minimal': True, 'target_label': '21.9.f.b.10.3', 'target_level': 21, 'twist_class_label': '21.9.f.b.10.3', 'twist_class_level': 21, 'twisting_char_label': '7.3', 'twisting_conrey_index': 3, 'weight': 9}
  • id: 35325262
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 19, 'source_dim': 12, 'source_embedding_index': 3, 'source_hecke_orbit_code': 4503943375749141, 'source_is_minimal': True, 'source_label': '21.9.f.b.19.3', 'source_level': 21, 'target_conrey_index': 97, 'target_dim': 12, 'target_embedding_index': 7, 'target_hecke_orbit_code': 4503805936795795, 'target_is_minimal': False, 'target_label': '147.9.d.b.97.7', 'target_level': 147, 'twist_class_label': '21.9.f.b.10.3', 'twist_class_level': 21, 'twisting_char_label': '7.5', 'twisting_conrey_index': 5, 'weight': 9}
  • id: 35325263
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 19, 'source_dim': 12, 'source_embedding_index': 3, 'source_hecke_orbit_code': 4503943375749141, 'source_is_minimal': True, 'source_label': '21.9.f.b.19.3', 'source_level': 21, 'target_conrey_index': 10, 'target_dim': 12, 'target_embedding_index': 4, 'target_hecke_orbit_code': 13511623666827327, 'target_is_minimal': False, 'target_label': '63.9.m.d.10.4', 'target_level': 63, 'twist_class_label': '21.9.f.b.10.3', 'twist_class_level': 21, 'twisting_char_label': '21.17', 'twisting_conrey_index': 17, 'weight': 9}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 82925
    {'charpoly_factorization': [[[514460785065984, 29360680353792, 10471792619520, -318009317376, 125660146432, -1781568384, 479886464, -4329648, 1372044, -4146, 1331, -3, 1], 1]], 'hecke_orbit_code': 4503943375749141, 'p': 2}
  • id: 82926
    {'charpoly_factorization': [[[2187, -81, 1], 6]], 'hecke_orbit_code': 4503943375749141, 'p': 3}
  • id: 82927
    {'charpoly_factorization': [[[1364328310126738057968411801000000, 9841283791478897150545366500000, 13794194938532724001686060000, -71183936030710722675885000, -122624619729620171171400, 393809321317450777470, 542698230245598333, -1810282372382583, 515242824390, 1731401001, -603402, -1389, 1], 1]], 'hecke_orbit_code': 4503943375749141, 'p': 5}
  • id: 82928
    {'charpoly_factorization': [[[36703368217294125441230211032033660188801, 7805703862874468310518999480688625226, -3900046670787094831646915878404883, -5861886999281160682188640971426, -1739760408248520127206125942, 825498865337576608344082, 498156272817510916693, 143196420021710482, -52350496282742, -30597397026, -3531283, 1226, 1], 1]], 'hecke_orbit_code': 4503943375749141, 'p': 7}
  • id: 82929
    {'charpoly_factorization': [[[90633890230353009657548623994352104052302400, -536252842022433251566514613293644336130400, 2567240151518896396299125104911513802560, -3706634528183267724579558750962603880, 4416807035961989261817874618955824, 353264393911019807394160572942, 74400524367218329284159527, -1155662302900759126587, 328498760957963340, -3489707953551, 851197268, -18081, 1], 1]], 'hecke_orbit_code': 4503943375749141, 'p': 11}
  • id: 82930
    {'charpoly_factorization': [[[95593693180505539687466094338337576686135995858944, 0, 27583545007168023249912734545731566913690624, 0, 672490670874007446013891381116793344, 0, 3985514457391568620447281243, 0, 8349458011051423131, 0, 5387688009, 0, 1], 1]], 'hecke_orbit_code': 4503943375749141, 'p': 13}
  • id: 82931
    {'charpoly_factorization': [[[1934125104830266316437718094801462497546048388435542016, 632784857222412430279374021224040852481210959986688, 86684919254010102471997386604508063899570372608, 5782972993771480617354941058992920353853440, 182223529306545092440670462436996888576, 1044066874675100673817910841405696, -76076887677299618041741362624, -956770530817031516617056, 30201085137680178336, 422294836108392, -5334808920, -63306, 1], 1]], 'hecke_orbit_code': 4503943375749141, 'p': 17}
  • id: 82932
    {'charpoly_factorization': [[[6053747631662127928135656713744201096746417231217387778624, 816766090342164307481261688192955828095305198300981088, 42639313174779314785390680774163774709963533781664, 796949318558313328041117445755899193988656744, -6471804424294366873999592886665831827224, -319166423015801670927719807518336374, 2343071003152892799527994682017, 47151832747617345642870825, -416714841531422679150, -4697863690624335, 85473420114, -476265, 1], 1]], 'hecke_orbit_code': 4503943375749141, 'p': 19}
  • id: 82933
    {'charpoly_factorization': [[[285780064733827682731592824986350576443866865091661709402806681600, -879789565187787560518652798172361985427117807480031779225600, 16691403206555855559992261501926885360633570829732413440, 21879204931717245331603696443499207206978579333120, 554817299868677393412890762778371800019501056, 443706305756091730612960996378244284416, 7136927429005688673822020930699264, 4170356154707224249483591680, 66918040501751544843264, 19488097166529024, 307326586208, 66384, 1], 1]], 'hecke_orbit_code': 4503943375749141, 'p': 23}
  • id: 82934
    {'charpoly_factorization': [[[-92393113904611078549267619169914880, -164353933835238794933695825152, 1069513088694508951725904, 475973011611930309, -1982708619821, -335553, 1], 2]], 'hecke_orbit_code': 4503943375749141, 'p': 29}
  • id: 82935
    {'charpoly_factorization': [[[6189372922726618760996063597640859140294010577718921334951134274437369, -5672078395207583664818913070584621456204634311316873373555421480, -65101141177912268372177758156328253954961943184375936059385, 61247986953782747001392600875253129391861206508988200, 600858609954305717635377472258306019093888936694, 340884201267334793777800361309962426050840, -1178544054981492699068467027689708141, -857181122454750021094009030776, 1856504228427170226542214, 1203989022581890680, -1507164030057, -717240, 1], 1]], 'hecke_orbit_code': 4503943375749141, 'p': 31}
  • id: 82936
    {'charpoly_factorization': [[[664348422476176934094257427122399109140153333354591051711671215656517505600, 341125288814680864014854167283096758221043495707922231162303662637600, 1193957638161621354759720386439461203637445821955134867205887360, 368008428969582491313842628479499962377391589920109863640, 1483374531170008633249446975855017987915776854085696, 426236016328532736977363982359445084053530910, 688962250328227574809995333557198240875, -38664036211085991403810019491789, 142631739013131906139998304, -7236021253430129385, 17182287134024, -2289443, 1], 1]], 'hecke_orbit_code': 4503943375749141, 'p': 37}
  • id: 82937
    {'charpoly_factorization': [[[5211889939099956822014745896056306780214198338588421631958112351988021006336, 0, 22009590664758468702920772847852425376528294596839362822211364864, 0, 16618013333109425042708110121792183657908180509257472, 0, 4911666469451061943077632752985398807296, 0, 677370611109934606782105072, 0, 43079833241832, 0, 1], 1]], 'hecke_orbit_code': 4503943375749141, 'p': 41}
  • id: 82938
    {'charpoly_factorization': [[[391087113880051342576790298862448695096, 351663973767284758111536448471148, -178920138825211983540980170, -183141908371884002563, -26377786210915, 5059979, 1], 2]], 'hecke_orbit_code': 4503943375749141, 'p': 43}
  • id: 82939
    {'charpoly_factorization': [[[59222143008322588059452311820309837756150929955289780578209129940319102566400, 272802044912339120408787310052110275447640798990125120132372547869081600, 468791152470830186103382199181223215833238338859941483509803909120, 229910628048658757871456978379253992705495959546299942830080, -7422951103599545312572843483168796733171766670045184, -32474350624521250950658963797257939618165422080, -804744221330685826312308104418657633600, 3805466283302667149827088544019680, 612236745641358594594979776, -134882755369240583880, -26247667694832, 4198782, 1], 1]], 'hecke_orbit_code': 4503943375749141, 'p': 47}
  • id: 82940
    {'charpoly_factorization': [[[1101723882588303726285532103312509586001443255753580842043475301034907465122054144, 302996620528997035657280281591521194093681216980227847859136310425197740032, 283174457835237917172130010150606574458320052664080689346938715922432, -13563120428464707050647825552908026067809057876706612519284736, 34616570071739951673407809728305163728079061920727849792, -282060671036955389974859252809316180579160034248, 1653350765662818149979659180929447404350081, -149296761807654963428108043846895377, 42567120913157894821652787414, -1293467270475785555181, 220766769405446, 209511, 1], 1]], 'hecke_orbit_code': 4503943375749141, 'p': 53}
  • id: 82941
    {'charpoly_factorization': [[[5748588951853797598507724802831179067252265097934508673220739716756914548899840000, -1778283962680878150029788554424166642009203176940778044817986865948280422400, -2424596598342527268735413262005855822036700663603026292069600838029312, 806754280026893730022971748662022012917986425917208544849243136, 1404137113406663319442662394384010314594742614139710043712, 601141540983009524410882072906013427873469800367056, 137751270031098319147247440289140430314342851, 19562078962799958072069679422255873435, 1811293866355701403431548344188, 110111838543719045973459, 4274276003847828, 97052259, 1], 1]], 'hecke_orbit_code': 4503943375749141, 'p': 59}
  • id: 82942
    {'charpoly_factorization': [[[7462712244919609027631124804870384583442798116698488167510195757764378361856000000, -14493455851221000022066749672092642106280133904874092606495665244890726400000, 12047626272870842731157944866418583288600776242922169465131151523840000, -5175675792963872422278519320663740077860217228993248966934528000, 1151462700653230307231258865246321587630023829514633216000, -95463966715451826892523759064111440797905812029440, -6664670022266391635679809561163929082703872, 1237119942823968457850407387288344576, 69556029969776668158954355200, -8548268295295773652608, -158147996769840, 24195864, 1], 1]], 'hecke_orbit_code': 4503943375749141, 'p': 61}
  • id: 82943
    {'charpoly_factorization': [[[357659267387542876385318323585154964545595842922464560533101510929314437220195139293184, 121135395663195888498314984399361508457703277098412241466651521682363213089958912, 26697361142183356369387766004738594443793953200136037521331568711151754240, 3656174359938187426565137476722655043138527835130549388246109599808, 378434806426154742147197496644815659825649096264295511338880, 27662158434496022947295985305750488230432214999036332, 1614597024875024242668899128305914399391589437, 69024500599934522921421647413601898021, 2717650689869377830902617713042, 84717709247815161126241, 2939449607113026, 57546057, 1], 1]], 'hecke_orbit_code': 4503943375749141, 'p': 67}
  • id: 82944
    {'charpoly_factorization': [[[-15608162028998572853004333785314698635930112, 524416086671504721909447454089200256, 593793169745017033658528674912, -85592514080305045907784, 4662393949524436, -112283310, 1], 2]], 'hecke_orbit_code': 4503943375749141, 'p': 71}
  • id: 82945
    {'charpoly_factorization': [[[393618840956074601062860700482909049851122335193004648625594809244180731394406811242496, -619330956173073255143973199226678344169026346023913827321062245631479911590208512, 293408690005382246145941655950798414828493793488148057967351901338420459520, 49430124262842321639200197408346753752883421304503732067250490300096, 2376477155483553326270776288912973531330357200190742720515328, -12806203354332074986675757340242546537066361561249108, -3757098138672127986888205410248633582085191457, 51751875319830840209382984130750731195, 15088824665792515499613614648856, 700862960064019614659955, 16085602226180208, 193344135, 1], 1]], 'hecke_orbit_code': 4503943375749141, 'p': 73}
  • id: 82946
    {'charpoly_factorization': [[[7857673826200840308245145200391570385142217137538277861706728132659302883601117003962481, -2503199991225189865190523780724017037638089527036097476185815810208502144064565864, 921616285319954842216527661247941064349785113883440178860491340453356408651, 28177475981628345411269530294175020455639177704093334148947765337144, 3539710668327728786091733700418356186639701757459287443528534, 57593872959694296156175312511867092655998242939039192, 6840086117780132912765928785603810114698550223, 116756783050702006593250992811301228280, 7546810720822738842936572629110, 50475264395146292607448, 3517482916252011, 29314488, 1], 1]], 'hecke_orbit_code': 4503943375749141, 'p': 79}
  • id: 82947
    {'charpoly_factorization': [[[1210749666752004924605924474554890795895484892246646796576518079892453726869579344444275671616, 0, 2806744726967983430740492073231153349404461732346832724541602583702434892025552, 0, 2394621344224254236311537976458869405479020468293348593187038556, 0, 992943269185336691155781509870134138233456760999, 0, 215066741775414646086291826913967, 0, 23341793249943165, 0, 1], 1]], 'hecke_orbit_code': 4503943375749141, 'p': 83}
  • id: 82948
    {'charpoly_factorization': [[[5580532583643532812243916720779424559657820553453573287398793558451351827256635329322124836864, -574795110760205408625268216806944064097912873755618441625725413086178929348953295355904, 23116022039356766564983138424599429316266110631286245297008192006005127994834944, -348282413821269237533089476795535880369638373858208319039544235741229056, -1761952176240969459603352052614762966004749507832125223615944704, 96631247323518684222861971404073967153737676947574299904, 92643317519181204120302646756590635457869856832, -22311416532278970642321402850712656738656, 117310810265413348959031255621920, 1856782806067236640236264, -10701808714001400, -119863098, 1], 1]], 'hecke_orbit_code': 4503943375749141, 'p': 89}
  • id: 82949
    {'charpoly_factorization': [[[2100136942387699398129693582907082924615882933041307130605229094846621964131459539470785449984, 0, 5105129793638759370841036700255950456759381688755129477866250148984988216332544, 0, 4733856124762839386827772960415895149275431984988966903855006640, 0, 2102266311236234772254483078399978917291397215491, 0, 453933828802975719488070148097211, 0, 41657428191481425, 0, 1], 1]], 'hecke_orbit_code': 4503943375749141, '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': 6, 'hecke_orbit': 2, 'label': '21.9.f.b', 'level': 21, 'portrait': 'data:image/png;base64,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', 'weight': 9}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 87611000
    {'hecke_orbit_code': 4503943375749141, 'n': 1, 'trace_an': 12}
  • id: 87611001
    {'hecke_orbit_code': 4503943375749141, 'n': 2, 'trace_an': 3}
  • id: 87611002
    {'hecke_orbit_code': 4503943375749141, 'n': 3, 'trace_an': 486}
  • id: 87611003
    {'hecke_orbit_code': 4503943375749141, 'n': 4, 'trace_an': -1117}
  • id: 87611004
    {'hecke_orbit_code': 4503943375749141, 'n': 5, 'trace_an': 1389}
  • id: 87611005
    {'hecke_orbit_code': 4503943375749141, 'n': 6, 'trace_an': 0}
  • id: 87611006
    {'hecke_orbit_code': 4503943375749141, 'n': 7, 'trace_an': -1226}
  • id: 87611007
    {'hecke_orbit_code': 4503943375749141, 'n': 8, 'trace_an': 3558}
  • id: 87611008
    {'hecke_orbit_code': 4503943375749141, 'n': 9, 'trace_an': 13122}
  • id: 87611009
    {'hecke_orbit_code': 4503943375749141, 'n': 10, 'trace_an': -19731}
  • id: 87611010
    {'hecke_orbit_code': 4503943375749141, 'n': 11, 'trace_an': 18081}
  • id: 87611011
    {'hecke_orbit_code': 4503943375749141, 'n': 12, 'trace_an': -90477}
  • id: 87611012
    {'hecke_orbit_code': 4503943375749141, 'n': 13, 'trace_an': 0}
  • id: 87611013
    {'hecke_orbit_code': 4503943375749141, 'n': 14, 'trace_an': -175188}
  • id: 87611014
    {'hecke_orbit_code': 4503943375749141, 'n': 15, 'trace_an': 75006}
  • id: 87611015
    {'hecke_orbit_code': 4503943375749141, 'n': 16, 'trace_an': -298849}
  • id: 87611016
    {'hecke_orbit_code': 4503943375749141, 'n': 17, 'trace_an': 63306}
  • id: 87611017
    {'hecke_orbit_code': 4503943375749141, 'n': 18, 'trace_an': -6561}
  • id: 87611018
    {'hecke_orbit_code': 4503943375749141, 'n': 19, 'trace_an': 476265}
  • id: 87611019
    {'hecke_orbit_code': 4503943375749141, 'n': 20, 'trace_an': 0}
  • id: 87611020
    {'hecke_orbit_code': 4503943375749141, 'n': 21, 'trace_an': -154953}
  • id: 87611021
    {'hecke_orbit_code': 4503943375749141, 'n': 22, 'trace_an': 419258}
  • id: 87611022
    {'hecke_orbit_code': 4503943375749141, 'n': 23, 'trace_an': -66384}
  • id: 87611023
    {'hecke_orbit_code': 4503943375749141, 'n': 24, 'trace_an': 144099}
  • id: 87611024
    {'hecke_orbit_code': 4503943375749141, 'n': 25, 'trace_an': 792375}
  • id: 87611025
    {'hecke_orbit_code': 4503943375749141, 'n': 26, 'trace_an': 1890762}
  • id: 87611026
    {'hecke_orbit_code': 4503943375749141, 'n': 27, 'trace_an': 0}
  • id: 87611027
    {'hecke_orbit_code': 4503943375749141, 'n': 28, 'trace_an': -4229651}
  • id: 87611028
    {'hecke_orbit_code': 4503943375749141, 'n': 29, 'trace_an': 671106}
  • id: 87611029
    {'hecke_orbit_code': 4503943375749141, 'n': 30, 'trace_an': -532737}
  • id: 87611030
    {'hecke_orbit_code': 4503943375749141, 'n': 31, 'trace_an': 717240}
  • id: 87611031
    {'hecke_orbit_code': 4503943375749141, 'n': 32, 'trace_an': 895149}
  • id: 87611032
    {'hecke_orbit_code': 4503943375749141, 'n': 33, 'trace_an': 1464561}
  • id: 87611033
    {'hecke_orbit_code': 4503943375749141, 'n': 34, 'trace_an': 0}
  • id: 87611034
    {'hecke_orbit_code': 4503943375749141, 'n': 35, 'trace_an': 3454614}
  • id: 87611035
    {'hecke_orbit_code': 4503943375749141, 'n': 36, 'trace_an': -4885758}
  • id: 87611036
    {'hecke_orbit_code': 4503943375749141, 'n': 37, 'trace_an': 2289443}
  • id: 87611037
    {'hecke_orbit_code': 4503943375749141, 'n': 38, 'trace_an': -6275988}
  • id: 87611038
    {'hecke_orbit_code': 4503943375749141, 'n': 39, 'trace_an': -930933}
  • id: 87611039
    {'hecke_orbit_code': 4503943375749141, 'n': 40, 'trace_an': 8773863}
  • id: 87611040
    {'hecke_orbit_code': 4503943375749141, 'n': 41, 'trace_an': 0}
  • id: 87611041
    {'hecke_orbit_code': 4503943375749141, 'n': 42, 'trace_an': -4123629}
  • id: 87611042
    {'hecke_orbit_code': 4503943375749141, 'n': 43, 'trace_an': -10119958}
  • id: 87611043
    {'hecke_orbit_code': 4503943375749141, 'n': 44, 'trace_an': 14123901}
  • id: 87611044
    {'hecke_orbit_code': 4503943375749141, 'n': 45, 'trace_an': 3037743}
  • id: 87611045
    {'hecke_orbit_code': 4503943375749141, 'n': 46, 'trace_an': -19926544}
  • id: 87611046
    {'hecke_orbit_code': 4503943375749141, 'n': 47, 'trace_an': -4198782}
  • id: 87611047
    {'hecke_orbit_code': 4503943375749141, 'n': 48, 'trace_an': 0}
  • id: 87611048
    {'hecke_orbit_code': 4503943375749141, 'n': 49, 'trace_an': 8565642}
  • id: 87611049
    {'hecke_orbit_code': 4503943375749141, 'n': 50, 'trace_an': -1162248}
  • id: 87611050
    {'hecke_orbit_code': 4503943375749141, 'n': 51, 'trace_an': 1709262}
  • id: 87611051
    {'hecke_orbit_code': 4503943375749141, 'n': 52, 'trace_an': -26384844}
  • id: 87611052
    {'hecke_orbit_code': 4503943375749141, 'n': 53, 'trace_an': -209511}
  • id: 87611053
    {'hecke_orbit_code': 4503943375749141, 'n': 54, 'trace_an': -531441}
  • id: 87611054
    {'hecke_orbit_code': 4503943375749141, 'n': 55, 'trace_an': 0}
  • id: 87611055
    {'hecke_orbit_code': 4503943375749141, 'n': 56, 'trace_an': 70081743}
  • id: 87611056
    {'hecke_orbit_code': 4503943375749141, 'n': 57, 'trace_an': 25718310}
  • id: 87611057
    {'hecke_orbit_code': 4503943375749141, 'n': 58, 'trace_an': 1938935}
  • id: 87611058
    {'hecke_orbit_code': 4503943375749141, 'n': 59, 'trace_an': -97052259}
  • id: 87611059
    {'hecke_orbit_code': 4503943375749141, 'n': 60, 'trace_an': -51464727}
  • id: 87611060
    {'hecke_orbit_code': 4503943375749141, 'n': 61, 'trace_an': -24195864}
  • id: 87611061
    {'hecke_orbit_code': 4503943375749141, 'n': 62, 'trace_an': 0}
  • id: 87611062
    {'hecke_orbit_code': 4503943375749141, 'n': 63, 'trace_an': -9869931}
  • id: 87611063
    {'hecke_orbit_code': 4503943375749141, 'n': 64, 'trace_an': 272849458}
  • id: 87611064
    {'hecke_orbit_code': 4503943375749141, 'n': 65, 'trace_an': 30440562}
  • id: 87611065
    {'hecke_orbit_code': 4503943375749141, 'n': 66, 'trace_an': 16979949}
  • id: 87611066
    {'hecke_orbit_code': 4503943375749141, 'n': 67, 'trace_an': -57546057}
  • id: 87611067
    {'hecke_orbit_code': 4503943375749141, 'n': 68, 'trace_an': -32476050}
  • id: 87611068
    {'hecke_orbit_code': 4503943375749141, 'n': 69, 'trace_an': 0}
  • id: 87611069
    {'hecke_orbit_code': 4503943375749141, 'n': 70, 'trace_an': -108189027}
  • id: 87611070
    {'hecke_orbit_code': 4503943375749141, 'n': 71, 'trace_an': 224566620}
  • id: 87611071
    {'hecke_orbit_code': 4503943375749141, 'n': 72, 'trace_an': 3890673}
  • id: 87611072
    {'hecke_orbit_code': 4503943375749141, 'n': 73, 'trace_an': -193344135}
  • id: 87611073
    {'hecke_orbit_code': 4503943375749141, 'n': 74, 'trace_an': -71015400}
  • id: 87611074
    {'hecke_orbit_code': 4503943375749141, 'n': 75, 'trace_an': 64182375}
  • id: 87611075
    {'hecke_orbit_code': 4503943375749141, 'n': 76, 'trace_an': 0}
  • id: 87611076
    {'hecke_orbit_code': 4503943375749141, 'n': 77, 'trace_an': 92041617}
  • id: 87611077
    {'hecke_orbit_code': 4503943375749141, 'n': 78, 'trace_an': 102101148}
  • id: 87611078
    {'hecke_orbit_code': 4503943375749141, 'n': 79, 'trace_an': -29314488}
  • id: 87611079
    {'hecke_orbit_code': 4503943375749141, 'n': 80, 'trace_an': -735358533}
  • id: 87611080
    {'hecke_orbit_code': 4503943375749141, 'n': 81, 'trace_an': -28697814}
  • id: 87611081
    {'hecke_orbit_code': 4503943375749141, 'n': 82, 'trace_an': 321118926}
  • id: 87611082
    {'hecke_orbit_code': 4503943375749141, 'n': 83, 'trace_an': 0}
  • id: 87611083
    {'hecke_orbit_code': 4503943375749141, 'n': 84, 'trace_an': -120939804}
  • id: 87611084
    {'hecke_orbit_code': 4503943375749141, 'n': 85, 'trace_an': 248647620}
  • id: 87611085
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