Embedded newform data - 384.9.g.b.127.5

Formats: - HTML - YAML - JSON - 2024-06-04T00:00:25.359228

• 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': 31104, 'analytic_conductor': 156.43338626347284, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 4, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 7, 'char_orbit_label': 'g', 'char_order': 2, 'char_parity': -1, 'char_values': [384, 2, [127, 133, 257], [1, 2, 2]], 'cm_discs': [], 'conrey_index': 127, 'dim': 32, 'has_non_self_twist': 1, 'hecke_orbit': 2, 'hecke_orbit_code': 4504012095226240, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 4, 2, -1, 2, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '384.9.g.b', 'level': 384, '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, 3], 'level_radical': 6, 'minimal_twist': '384.9.g.a', 'prim_orbit_index': 2, 'related_objects': [], 'relative_dim': 32, 'rm_discs': [], 'sato_tate_group': '8.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '384.9.g', 'trace_display': [0, 0, 1344, 0], 'traces': [32, 0, 0, 0, 1344, 0, 0, 0, -69984, 0, 0, 0, 114240, 0, 0, 0, -154560, 0, 0, 0, 0, 0, 0, 0, 1791712, 0, 0, 0, 275520, 0, 0, 0, 0, 0, 0, 0, -2421440, 0, 0, 0, -4374720, 0, 0, 0, -2939328, 0, 0, 0, -14219104, 0, 0, 0, 6224448, 0, 0, 0, 3100032, 0, 0, 0, 13005632, 0, 0, 0, 75175296, 0, 0, 0, 0, 0, 0, 0, -85710400, 0, 0, 0, -154517760, 0, 0, 0, 153055008, 0, 0, 0, 384830848, 0, 0, 0, -182669760, 0, 0, 0, -149817600, 0, 0, 0, -149408192, 0, 0, 0, -243079872, 0, 0, 0, 137407104, 0, 0, 0, 37449280, 0, 0, 0, 248351040, 0, 0, 0, -249842880, 0, 0, 0, -416428512, 0, 0, 0, -443071104, 0, 0, 0, 549825408, 0, 0, 0, 1467509504, 0, 0, 0, -242531520, 0, 0, 0, 980252928, 0, 0, 0, -280580608, 0, 0, 0, -1151054016, 0, 0, 0, 338022720, 0, 0, 0, -643655616, 0, 0, 0, -1002987264, 0, 0, 0, -188054784, 0, 0, 0, 2153122400, 0, 0, 0, -547121088, 0, 0, 0, 533589120, 0, 0, 0, -1070281408, 0, 0, 0, -2119328640, 0, 0, 0, 0, 0, 0, 0, 56001984, 0, 0, 0, -775433664, 0, 0, 0, -1867618944, 0, 0, 0, 4190773632, 0, 0, 0, -6013650432, 0, 0, 0, 4719783168, 0, 0, 0, 11035439744, 0, 0, 0, 7154306688, 0, 0, 0, -3918474144, 0, 0, 0, -19249082048, 0, 0, 0, 5476925760, 0, 0, 0, 6686136576, 0, 0, 0, 4626431168, 0, 0, 0, 876239424, 0, 0, 0, 0, 0, 0, 0, -17884406272, 0, 0, 0, -1279190976, 0, 0, 0, -602562240, 0, 0, 0, -15724368384, 0, 0, 0, 7167448896, 0, 0, 0, -10413391104, 0, 0, 0, 25202389824, 0, 0, 0, -2181448896, 0, 0, 0, -25161601536, 0, 0, 0, 13441882720, 0, 0, 0, 21582156864, 0, 0, 0, 0, 0, 0, 0, 42172455168, 0, 0, 0, 39762929280, 0, 0, 0, -12467644416, 0, 0, 0, -44936601664, 0, 0, 0, -64213712064, 0, 0, 0, 17277909120, 0, 0, 0, -8387275840, 0, 0, 0, 24779717376, 0, 0, 0, 5295689280, 0, 0, 0, -26690230848, 0, 0, 0, 25359907584, 0, 0, 0, 23815980288, 0, 0, 0, -84734069952, 0, 0, 0, -1247940288, 0, 0, 0, -6847960320, 0, 0, 0, -31024795616, 0, 0, 0, 133411277184, 0, 0, 0, 9567512640, 0, 0, 0, 74631354944, 0, 0, 0, -22080091776, 0, 0, 0, -33001613568, 0, 0, 0, -41402780160, 0, 0, 0, -130312454592, 0, 0, 0, -54778032000, 0, 0, 0, 216468009536, 0, 0, 0, -7733412288, 0, 0, 0, 6428310336, 0, 0, 0, 136161138752, 0, 0, 0, -282989961216, 0, 0, 0, 14876680320, 0, 0, 0, -150331368640, 0, 0, 0, 74827511232, 0, 0, 0, 97093956096, 0, 0, 0, -8518454208, 0, 0, 0, 202648868352, 0, 0, 0, 31097180448, 0, 0, 0, -372511746944, 0, 0, 0, -59271294912, 0, 0, 0, -26397923328, 0, 0, 0, 92556143680, 0, 0, 0, 611862904896, 0, 0, 0, -34145006976, 0, 0, 0, 191903870976, 0, 0, 0, -328534712832, 0, 0, 0, -13612867776, 0, 0, 0, 41740651136, 0, 0, 0, -425231089536, 0, 0, 0, 284135040, 0, 0, 0, 468737876352, 0, 0, 0, -82447974144, 0, 0, 0, 129327280128, 0, 0, 0, 145756517888, 0, 0, 0, -887782222272, 0, 0, 0, -6779769984, 0, 0, 0, -406322738688, 0, 0, 0, 197219162688, 0, 0, 0, 318346910208, 0, 0, 0, 167989627424, 0, 0, 0, 273203181696, 0, 0, 0, 53124875136, 0, 0, 0, -1033186024640, 0, 0, 0, -222771718272, 0, 0, 0, -28443317184, 0, 0, 0, -191789787520, 0, 0, 0, 1336418603328, 0, 0, 0, -127027201536, 0, 0, 0, 541023895168, 0, 0, 0, 129058779456, 0, 0, 0, -473468260608, 0, 0, 0, 181524624576, 0, 0, 0, -81912068352, 0, 0, 0, -164408372352, 0, 0, 0, 1808641071872, 0, 0, 0, 290189090112, 0, 0, 0, 110518940160, 0, 0, 0, -236422028608, 0, 0, 0, -2224759647936, 0, 0, 0, 263765061504, 0, 0, 0, -557537912256, 0, 0, 0, -327731947200, 0, 0, 0, 0, 0, 0, 0, -180483604704, 0, 0, 0, 1115543988864, 0, 0, 0, 185189929344, 0, 0, 0, -2223104921792, 0, 0, 0, 806014723392, 0, 0, 0, -396632567808, 0, 0, 0, -804260503552, 0, 0, 0, 1958033222208, 0, 0, 0, 187448644800, 0, 0, 0, 1084098716224, 0, 0, 0, 178669900800, 0, 0, 0, -808609132800, 0, 0, 0, -732650996160, 0, 0, 0, -1640887540416, 0, 0, 0, 211503322368, 0, 0, 0, 3496287459200, 0, 0, 0, -168735175296, 0, 0, 0, 337930341120, 0, 0, 0, -261879401344, 0, 0, 0, -1977516576960, 0, 0, 0, -359341920000, 0, 0, 0, -1205631033024, 0, 0, 0, 1447287809280, 0, 0, 0, 1064050235136, 0, 0, 0, 320447669632, 0, 0, 0, 1955034836928, 0, 0, 0, -334731302496, 0, 0, 0, -3674950363328, 0, 0, 0, -504530927616, 0, 0, 0, -949037845248, 0, 0, 0, 1000834483968, 0, 0, 0, 3136796057088, 0, 0, 0, -625214080512, 0, 0, 0, 787399015744, 0, 0, 0, -434153618880, 0, 0, 0, -841625064576, 0, 0, 0, 49801713088, 0, 0, 0, -2447898223296, 0, 0, 0, 273868231680, 0, 0, 0, 2896059096576, 0, 0, 0, -578312098176, 0, 0, 0, 785811849984, 0, 0, 0, 1653652609664, 0, 0, 0, -1313902633152, 0, 0, 0, 399498765120, 0, 0, 0, -1609564919296, 0, 0, 0, -2024066006208, 0, 0, 0, 2109021919488, 0, 0, 0, 22186010624, 0, 0, 0, 23926413120, 0, 0, 0, -1110569812992, 0, 0, 0, -4415039656896, 0, 0, 0, -443454687936, 0, 0, 0, 327651091200, 0, 0, 0, 727033292512, 0, 0, 0, 2961057304512, 0, 0, 0, 176595977088, 0, 0, 0, 900991426112, 0, 0, 0, 1782079987008, 0, 0, 0, -930035457792, 0, 0, 0, -574115419392, 0, 0, 0, 1784915596032, 0, 0, 0, 326755715904, 0, 0, 0, 2243784195904, 0, 0, 0, 523050561600, 0, 0, 0, 41795419392, 0, 0, 0, -1785126811776, 0, 0, 0, -5576534954496, 0, 0, 0, 706201597440, 0, 0, 0, -142763973248, 0, 0, 0, -2102390095488, 0, 0, 0, 531615680064, 0, 0, 0, 2842678112768, 0, 0, 0, -97900154880, 0, 0, 0, 216053267328, 0, 0, 0, -657896607552, 0, 0, 0, 1807883499072, 0, 0, 0, 382034651904, 0, 0, 0, 1570388819008, 0, 0, 0, 2016011015232, 0, 0, 0, -300509336448, 0, 0, 0, 1858207256448, 0, 0, 0, -1654559243712, 0, 0, 0, 693588531456, 0, 0, 0, -2187077385056, 0, 0, 0, -2759597137536, 0, 0, 0, 432083102976, 0, 0, 0, 1539981139968, 0, 0, 0, -6058494857664, 0, 0, 0, -81901575360, 0, 0, 0, 1056882632704, 0, 0, 0, -2288159952384, 0, 0, 0, -343196548992, 0, 0, 0, -667587919552, 0, 0, 0], 'weight': 9, 'weight_parity': -1}
• mf_hecke_cc •

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

  
  {'an_normalized': [[1.0, 0.0], [0.0, 0.0], [0.0, -0.5773502691896257], [0.0, 0.0], [-0.6518381759666101, 0.0], [0.0, 0.0], [0.0, 1.3634299211808638], [0.0, 0.0], [-0.3333333333333333, 0.0], [0.0, 0.0], [0.0, -0.7168889918664786], [0.0, 0.0], [-0.47076334596820385, 0.0], [0.0, 0.0], [0.0, 0.376338946362397], [0.0, 0.0], [0.12198492171826786, 0.0], [0.0, 0.0], [0.0, -0.3580531029796022], [0.0, 0.0], [0.787176632014962, 0.0], [0.0, 0.0], [0.0, 1.2426786099548137], [0.0, 0.0], [-0.5751069923525226, 0.0], [0.0, 0.0], [0.0, 0.19245008972987526], [0.0, 0.0], [-0.8017886504246788, 0.0], [0.0, 0.0], [0.0, 0.9426626870037236], [0.0, 0.0], [-0.4138960524331909, 0.0], [0.0, 0.0], [0.0, -0.8887356728808333], [0.0, 0.0], [-0.5681407044616937, 0.0], [0.0, 0.0], [0.0, 0.2717953445193514], [0.0, 0.0], [-0.28135219941589196, 0.0], [0.0, 0.0], [0.0, -0.0955257279550825], [0.0, 0.0], [0.21727939198887003, 0.0], [0.0, 0.0], [0.0, 0.45846699451244455], [0.0, 0.0], [-0.8589411499712567, 0.0], [0.0, 0.0], [0.0, -0.07042802739111736], [0.0, 0.0], [0.6404936520857887, 0.0], [0.0, 0.0], [0.0, 0.46729561282878745], [0.0, 0.0], [-0.20672205538945412, 0.0], [0.0, 0.0], [0.0, 1.3015603183713256], [0.0, 0.0], [0.6663881361598241, 0.0], [0.0, 0.0], [0.0, -0.4544766403936213], [0.0, 0.0], [0.3068615207478522, 0.0], [0.0, 0.0], [0.0, -1.3067032665665594], [0.0, 0.0], [0.7174608299736017, 0.0], [0.0, 0.0], [0.0, 1.2148583957534766], [0.0, 0.0], [1.7506191942765004, 0.0], [0.0, 0.0], [0.0, 0.332038176847565], [0.0, 0.0], [0.977427901675942, 0.0], [0.0, 0.0], [0.0, -1.5999555149534366], [0.0, 0.0], [0.1111111111111111, 0.0], [0.0, 0.0], [0.0, 0.028499886940176168], [0.0, 0.0], [-0.07951442886826544, 0.0], [0.0, 0.0], [0.0, 0.4629128931558751], [0.0, 0.0], [0.3383901554288554, 0.0], [0.0, 0.0], [0.0, -0.6418528316882679], [0.0, 0.0], [0.5442465560966158, 0.0], [0.0, 0.0], [0.0, 0.2333926815454087], [0.0, 0.0], [0.34751144618422175, 0.0], [0.0, 0.0], [0.0, 0.23896299728882622], [0.0, 0.0], [-1.1548443253736644, 0.0], [0.0, 0.0], [0.0, -0.1865904306879408], [0.0, 0.0], [-0.5131117799761723, 0.0], [0.0, 0.0], [0.0, -1.6483307731694192], [0.0, 0.0], [-0.8477848330045171, 0.0], [0.0, 0.0], [0.0, 0.32801618865854254], [0.0, 0.0], [-1.3337863719788345, 0.0], [0.0, 0.0], [0.0, -0.8100253584256684], [0.0, 0.0], [0.15692111532273462, 0.0], [0.0, 0.0], [0.0, 0.16631789220359178], [0.0, 0.0], [0.48607017334066394, 0.0], [0.0, 0.0], [0.0, 0.1624387680698585], [0.0, 0.0], [1.0267148688473215, 0.0], [0.0, 0.0], [0.0, -0.7115994153970594], [0.0, 0.0], [-0.055151804749401845, 0.0], [0.0, 0.0], [0.0, 0.23013341125755804], [0.0, 0.0], [0.48818031397404277, 0.0], [0.0, 0.0], [0.0, -0.12544631545413235], [0.0, 0.0], [-0.8686648476149729, 0.0], [0.0, 0.0], [0.0, -0.6533813681112304], [0.0, 0.0], [0.2646960426963185, 0.0], [0.0, 0.0], [0.0, 0.337485060498836], [0.0, 0.0], [0.5226364514035526, 0.0], [0.0, 0.0], [0.0, 0.49590990415395175], [0.0, 0.0], [0.27809807104830087, 0.0], [0.0, 0.0], 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'angles': [None, None, -0.302836852636298, 0.11938278306009684, -0.441653616984594, -0.28781700597361476, -0.2402867196392651, -0.4713525990974556, 0.10670556587572821, -0.31565027493681624, 0.0781131991001072, -0.2958424641364372, -0.27246380861464303, -0.4923954108503112, 0.03681096871566522, -0.19811707630506786, 0.11277902329973022, -0.19593678467277822, -0.3866811668899409, 0.10389957906467805, -0.08032878459910484, -0.35242228221630806, 0.0022680257043471664, -0.22294160421504922, -0.22220484162097978, -0.34797065222640766, -0.4851299804390602, -0.34582231851174017, -0.31966826974181634, -0.3661881385665308, -0.4421042650752352, 0.018354090391138455, -0.32150784048752945, -0.4470332331190157, -0.22779771728126577, -0.41488959443558976, -0.25495835745953926, 0.10679326759652318, -0.43895089769537865, -0.21796721861663837, 0.013605546580380316, -0.09749332734646786, -0.39799131022863904, -0.45257318339266167, -0.31537776240217213, 0.0859591728913002, -0.37825144846464387, 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-0.27487102573933975, -0.4505583615040329, -0.27831537806477974, 0.0799946344129186, -0.3423875326196693, -0.08546343143740635, -0.3980249169414602, -0.2548156524297876, -0.36216605426405624, -0.4966893028258877, 0.11188811776029943, -0.10653341254859491, -0.16614523844735046, -0.39577074762424364, -0.4567943139177919, -0.3806626462518486, 0.09791947817642473, 0.02991961296557308, -0.31976295916524955, -0.2765607531128231, -0.3511313747240414, 0.14659871550524944, -0.4427150712337857, 0.017543747890415823, 0.10801626499590981, -0.1342839814212334, 0.17892524904671858, -0.3764716479222849, -0.40890852565246455], 'char_orbit_index': 7, 'conrey_index': 127, 'dual_conrey_index': 127, 'dual_embedding_index': 6, 'dual_embedding_m': 6, 'embedding_index': 5, 'embedding_m': 5, 'hecke_orbit': 2, 'hecke_orbit_code': 4504012095226240, 'label': '384.9.g.b.127.5', 'level': 384, 'weight': 9}
• 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': 31104, 'analytic_conductor': 156.43338626347284, 'char_conductor': 4, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 7, 'char_orbit_label': 'g', 'char_order': 2, 'char_parity': -1, 'char_values': [384, 2, [127, 133, 257], [1, 2, 2]], 'conrey_index': 127, 'cusp_dim': 496, 'dim': 64, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_orbit_code': 412467855744, 'hecke_orbit_dims': [32, 32], 'label': '384.9.g', 'level': 384, '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, 3], 'level_radical': 6, 'mf_dim': 528, 'mf_new_dim': 64, 'num_forms': 2, 'prim_orbit_index': 2, 'relative_dim': 64, 'sturm_bound': 576, 'trace_bound': 5, 'trace_display': [0, 0, 0, 0], 'traces': [64, 0, 0, 0, 0, 0, 0, 0, -139968, 0, 0, 0, 0, 0, 0, 0, -309120, 0, 0, 0, 0, 0, 0, 0, 3583424, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -8749440, 0, 0, 0, 0, 0, 0, 0, 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0, 0, 0, 0, 0, -1250428161024, 0, 0, 0, 0, 0, 0, 0, -868307237760, 0, 0, 0, 0, 0, 0, 0, 99603426176, 0, 0, 0, 0, 0, 0, 0, 547736463360, 0, 0, 0, 0, 0, 0, 0, -1156624196352, 0, 0, 0, 0, 0, 0, 0, 3307305219328, 0, 0, 0, 0, 0, 0, 0, 798997530240, 0, 0, 0, 0, 0, 0, 0, -4048132012416, 0, 0, 0, 0, 0, 0, 0, 44372021248, 0, 0, 0, 0, 0, 0, 0, -2221139625984, 0, 0, 0, 0, 0, 0, 0, -886909375872, 0, 0, 0, 0, 0, 0, 0, 1454066585024, 0, 0, 0, 0, 0, 0, 0, 353191954176, 0, 0, 0, 0, 0, 0, 0, 3564159974016, 0, 0, 0, 0, 0, 0, 0, -1148230838784, 0, 0, 0, 0, 0, 0, 0, 653511431808, 0, 0, 0, 0, 0, 0, 0, 1046101123200, 0, 0, 0, 0, 0, 0, 0, -3570253623552, 0, 0, 0, 0, 0, 0, 0, 1412403194880, 0, 0, 0, 0, 0, 0, 0, -4204780190976, 0, 0, 0, 0, 0, 0, 0, 5685356225536, 0, 0, 0, 0, 0, 0, 0, 432106534656, 0, 0, 0, 0, 0, 0, 0, 3615766998144, 0, 0, 0, 0, 0, 0, 0, 3140777638016, 0, 0, 0, 0, 0, 0, 0, -601018672896, 0, 0, 0, 0, 0, 0, 0, -3309118487424, 0, 0, 0, 0, 0, 0, 0, -4374154770112, 0, 0, 0, 0, 0, 0, 0, 864166205952, 0, 0, 0, 0, 0, 0, 0, -12116989715328, 0, 0, 0, 0, 0, 0, 0, 2113765265408, 0, 0, 0, 0, 0, 0, 0, -686393097984, 0, 0, 0, 0, 0, 0, 0], 'weight': 9, '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: 35560146
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 127, 'source_dim': 32, 'source_embedding_index': 5, 'source_hecke_orbit_code': 4504012095226240, 'source_is_minimal': True, 'source_label': '384.9.g.b.127.5', 'source_level': 384, 'target_conrey_index': 127, 'target_dim': 32, 'target_embedding_index': 5, 'target_hecke_orbit_code': 4504012095226240, 'target_is_minimal': True, 'target_label': '384.9.g.b.127.5', 'target_level': 384, 'twist_class_label': '384.9.g.a.127.27', 'twist_class_level': 384, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 9}
  • id: 35560147
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 127, 'source_dim': 32, 'source_embedding_index': 5, 'source_hecke_orbit_code': 4504012095226240, 'source_is_minimal': True, 'source_label': '384.9.g.b.127.5', 'source_level': 384, 'target_conrey_index': 127, 'target_dim': 32, 'target_embedding_index': 6, 'target_hecke_orbit_code': 4504012095226240, 'target_is_minimal': True, 'target_label': '384.9.g.b.127.6', 'target_level': 384, 'twist_class_label': '384.9.g.a.127.27', 'twist_class_level': 384, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 9}
  • id: 35560148
    {'conductor': 8, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 127, 'source_dim': 32, 'source_embedding_index': 5, 'source_hecke_orbit_code': 4504012095226240, 'source_is_minimal': True, 'source_label': '384.9.g.b.127.5', 'source_level': 384, 'target_conrey_index': 127, 'target_dim': 32, 'target_embedding_index': 27, 'target_hecke_orbit_code': 412467855744, 'target_is_minimal': True, 'target_label': '384.9.g.a.127.27', 'target_level': 384, 'twist_class_label': '384.9.g.a.127.27', 'twist_class_level': 384, 'twisting_char_label': '8.3', 'twisting_conrey_index': 3, 'weight': 9}
  • id: 35560149
    {'conductor': 8, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 127, 'source_dim': 32, 'source_embedding_index': 5, 'source_hecke_orbit_code': 4504012095226240, 'source_is_minimal': True, 'source_label': '384.9.g.b.127.5', 'source_level': 384, 'target_conrey_index': 127, 'target_dim': 32, 'target_embedding_index': 28, 'target_hecke_orbit_code': 412467855744, 'target_is_minimal': True, 'target_label': '384.9.g.a.127.28', 'target_level': 384, 'twist_class_label': '384.9.g.a.127.27', 'twist_class_level': 384, 'twisting_char_label': '8.5', 'twisting_conrey_index': 5, 'weight': 9}
• hecke_orbit_code 4504012095226240 does not appear in mf_hecke_charpolys
• mf_newform_portraits •

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

  
  {'char_orbit_index': 7, 'hecke_orbit': 2, 'label': '384.9.g.b', 'level': 384, 'portrait': 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', 'weight': 9}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 22920181
    {'hecke_orbit_code': 4504012095226240, 'n': 1, 'trace_an': 32}
  • id: 22920182
    {'hecke_orbit_code': 4504012095226240, 'n': 2, 'trace_an': 0}
  • id: 22920183
    {'hecke_orbit_code': 4504012095226240, 'n': 3, 'trace_an': 0}
  • id: 22920184
    {'hecke_orbit_code': 4504012095226240, 'n': 4, 'trace_an': 0}
  • id: 22920185
    {'hecke_orbit_code': 4504012095226240, 'n': 5, 'trace_an': 1344}
  • id: 22920186
    {'hecke_orbit_code': 4504012095226240, 'n': 6, 'trace_an': 0}
  • id: 22920187
    {'hecke_orbit_code': 4504012095226240, 'n': 7, 'trace_an': 0}
  • id: 22920188
    {'hecke_orbit_code': 4504012095226240, 'n': 8, 'trace_an': 0}
  • id: 22920189
    {'hecke_orbit_code': 4504012095226240, 'n': 9, 'trace_an': -69984}
  • id: 22920190
    {'hecke_orbit_code': 4504012095226240, 'n': 10, 'trace_an': 0}
  • id: 22920191
    {'hecke_orbit_code': 4504012095226240, 'n': 11, 'trace_an': 0}
  • id: 22920192
    {'hecke_orbit_code': 4504012095226240, 'n': 12, 'trace_an': 0}
  • id: 22920193
    {'hecke_orbit_code': 4504012095226240, 'n': 13, 'trace_an': 114240}
  • id: 22920194
    {'hecke_orbit_code': 4504012095226240, 'n': 14, 'trace_an': 0}
  • id: 22920195
    {'hecke_orbit_code': 4504012095226240, 'n': 15, 'trace_an': 0}
  • id: 22920196
    {'hecke_orbit_code': 4504012095226240, 'n': 16, 'trace_an': 0}
  • id: 22920197
    {'hecke_orbit_code': 4504012095226240, 'n': 17, 'trace_an': -154560}
  • id: 22920198
    {'hecke_orbit_code': 4504012095226240, 'n': 18, 'trace_an': 0}
  • id: 22920199
    {'hecke_orbit_code': 4504012095226240, 'n': 19, 'trace_an': 0}
  • id: 22920200
    {'hecke_orbit_code': 4504012095226240, 'n': 20, 'trace_an': 0}
  • id: 22920201
    {'hecke_orbit_code': 4504012095226240, 'n': 21, 'trace_an': 0}
  • id: 22920202
    {'hecke_orbit_code': 4504012095226240, 'n': 22, 'trace_an': 0}
  • id: 22920203
    {'hecke_orbit_code': 4504012095226240, 'n': 23, 'trace_an': 0}
  • id: 22920204
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  • id: 22920410
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  • id: 22920411
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  • id: 22920412
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  • id: 22920413
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  • id: 22920414
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  • id: 22920415
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  • id: 22920416
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  • id: 22920417
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  • id: 22920418
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  • id: 22920419
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  • id: 22920420
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  • id: 22920421
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  • id: 22920422
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  • id: 22920423
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  • id: 22920424
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  • id: 22920425
    {'hecke_orbit_code': 4504012095226240, 'n': 911, 'trace_an': 0}
  • id: 22920426
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  • id: 22920427
    {'hecke_orbit_code': 4504012095226240, 'n': 929, 'trace_an': 1807883499072}
  • id: 22920428
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  • id: 22920429
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  • id: 22920430
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  • id: 22920431
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  • id: 22920432
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  • id: 22920434
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  • id: 22920435
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  • id: 22920436
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  • id: 22920437
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  • id: 22920438
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