Embedded newform data - 208.10.a.b.1.1

Formats: - HTML - YAML - JSON - 2025-03-20T23:59:51.279796

• 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': 20800, 'analytic_conductor': 107.1274539220856, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [13, -1]], 'atkin_lehner_string': '--', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [208, 1, [79, 53, 145], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[3, [75, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599795142864, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], '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': '208.10.a.b', 'level': 208, '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, 13], 'level_radical': 26, 'minimal_twist': '26.10.a.c', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-75q^{3}-1979q^{5}+10115q^{7}-14058q^{9}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '9.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '208.10.a', 'trace_display': [0, -75, -1979, 10115], 'trace_hash': 2280597183132574630, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.009', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.960', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.002', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.897', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.725', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [1, 0, -75, 0, -1979, 0, 10115, 0, -14058, 0, -18850, 0, 28561, 0, 148425, 0, -142403, 0, -83302, 0, -758625, 0, 536544, 0, 1963316, 0, 2530575, 0, -2600442, 0, 2214004, 0, 1413750, 0, -20017585, 0, 18099241, 0, -2142075, 0, 26812240, 0, 42253475, 0, 27820782, 0, -35914993, 0, 61959618, 0, 10680225, 0, -66514064, 0, 37304150, 0, 6247650, 0, 108164002, 0, -207449912, 0, -142196670, 0, -56522219, 0, -193015514, 0, -40240800, 0, 201833497, 0, -121628110, 0, -147248700, 0, -190667750, 0, -112871912, 0, 86910489, 0, -308254212, 0, 281815537, 0, 195033150, 0, -6374870, 0, 288894515, 0, -166050300, 0, 164854658, 0, 871266886, 0, 264993300, 0, -824411884, 0, 1658955884, 0, 1501318875, 0, -1151653740, 0, -2784796967, 0, -1357443075, 0, 678546906, 0, -1061820576, 0, -401510538, 0, -1440406345, 0, -2002625191, 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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'angles': [None, -0.2930643777762967, -0.375207609582717, -0.10343339244705296, -0.281088497173956, None, -0.28314615602039583, -0.26168003826761976, -0.21797008529127238, -0.3054455661069325, -0.21546541084257928, -0.10404432808187511, -0.11719308557274137, -0.054292933281197685, -0.340181865171795, -0.3482689453539098, -0.15131967446099417, -0.4543676009061201, -0.34947118793452286, -0.17189182244917897, -0.29032058768364466, -0.27606133558595514, -0.30801054683941614, -0.25085705469407016, -0.16673467645669982, -0.3144815056437344, -0.12064963972797461, -0.31980723089173924, -0.44687672992667576, -0.21864330244764452, -0.14877124976033515, -0.3839403033048448, -0.3910627099000695, -0.4167979057423308, -0.3892361978527978, -0.20900868255043026, -0.23294729874648515, -0.14194743039912164, -0.2636584170286404, -0.2312915101353179, -0.29021029820363126, -0.40766158916588313, -0.4670093517372519, -0.3226975669897158, -0.054448667841581894, -0.254715801402204, -0.3171395459256377, 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-0.31701728934632517, -0.3153328993148201, -0.19596626216613963, -0.17024268401060966, -0.11234768933405569, -0.31051673667860447, -0.34045705273374766, -0.09440683838552139, -0.25073041390101647, -0.20201513032510443, -0.22914956779042553, -0.1835689440083497, -0.30110919581368195, -0.2599372778586136, -0.08826399149346133, -0.3215622128309398, -0.3746858557516304, -0.1872943520854193, -0.30194200132744703, -0.29747253494699205, -0.32402799607400445, -0.2732586947339985, -0.16041524426233522, -0.28549572477895946, -0.246830498574546, -0.3750751854989434, -0.415167202460408, -0.1861810377050973, -0.3542471384261813], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 1, 'dual_embedding_m': 1, 'embedding_index': 1, 'embedding_m': 1, 'embedding_root_imag': 0.0, 'embedding_root_real': 0.0, 'hecke_orbit': 2, 'hecke_orbit_code': 4503599795142864, 'label': '208.10.a.b.1.1', 'level': 208, 'weight': 10}
• mf_newspaces •

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

  
  {'ALdims': [13, 14, 14, 13], 'Nk2': 20800, 'analytic_conductor': 107.1274539220856, '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': [208, 1, [79, 53, 145], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 246, 'dim': 54, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 167772368, 'hecke_orbit_dims': [1, 1, 1, 3, 3, 4, 4, 5, 5, 6, 6, 7, 8], 'label': '208.10.a', 'level': 208, '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, 13], 'level_radical': 26, 'mf_dim': 258, 'mf_new_dim': 54, 'num_forms': 13, 'plus_dim': 26, 'prim_orbit_index': 1, 'relative_dim': 54, 'sturm_bound': 280, 'trace_bound': 3, 'trace_display': [0, 0, 0, -4802], 'traces': [54, 0, 0, 0, 0, 0, -4802, 0, 382034, 0, 21986, 0, 0, 0, -81528, 0, 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132401981426860, 0, -44661789021072, 0, 38334783095154, 0, 6010990547440, 0, -20168604867344, 0, 10934109441468, 0, 140360684120726, 0, 40945931512792, 0, 168442809803176, 0, 22784898399804, 0, 197372575017740, 0, -173341536102112, 0, -22565485144800, 0, 111569877994708, 0, -6724546479758, 0, 0, 0, -263344660087048, 0, 89334635358048, 0, -193128111119104, 0, 138420642767200, 0, 298634443082948, 0, 66702838613706, 0, -227999170558116, 0, 119390977523176, 0, -75241897650910, 0, -82749784364704, 0, -146190014648760, 0, 34233930573992, 0, -84035244279012, 0, -10239110291636, 0, 39207373797476, 0, -145307717434464, 0, 16473000604190, 0, 5403786755236, 0, -116381203672676, 0, 51132745511928, 0, -217771563706652, 0, -4533228383192, 0, -66514395944040, 0, -21926274112340, 0, -55711791128912, 0], 'weight': 10, 'weight_parity': 1}
• mf_twists_cc •

  Column	Type
  conductor	integer
  degree	integer
  order	integer
  parity	smallint
  source_conrey_index	integer
  source_dim	integer
  source_embedding_index	integer
  source_hecke_orbit_code	bigint
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_conrey_index	integer
  target_dim	integer
  target_embedding_index	integer
  target_hecke_orbit_code	bigint
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_conrey_index	integer
  weight	smallint

  
  
  • id: 34461531
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599795142864, 'source_is_minimal': False, 'source_label': '208.10.a.b.1.1', 'source_level': 208, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503599795142864, 'target_is_minimal': False, 'target_label': '208.10.a.b.1.1', 'target_level': 208, 'twist_class_label': '26.10.a.c.1.1', 'twist_class_level': 26, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 10}
  • id: 34461532
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599795142864, 'source_is_minimal': False, 'source_label': '208.10.a.b.1.1', 'source_level': 208, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007199422513178, 'target_is_minimal': True, 'target_label': '26.10.a.c.1.1', 'target_level': 26, 'twist_class_label': '26.10.a.c.1.1', 'twist_class_level': 26, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 10}
  • id: 34461533
    {'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599795142864, 'source_is_minimal': False, 'source_label': '208.10.a.b.1.1', 'source_level': 208, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 167772394, 'target_is_minimal': False, 'target_label': '234.10.a.a.1.1', 'target_level': 234, 'twist_class_label': '26.10.a.c.1.1', 'twist_class_level': 26, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 10}
  • id: 34461534
    {'conductor': 52, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599795142864, 'source_is_minimal': False, 'source_label': '208.10.a.b.1.1', 'source_level': 208, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503599795142994, 'target_is_minimal': False, 'target_label': '338.10.a.b.1.1', 'target_level': 338, 'twist_class_label': '26.10.a.c.1.1', 'twist_class_level': 26, 'twisting_char_label': '52.51', 'twisting_conrey_index': 51, 'weight': 10}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 515950
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503599795142864, 'p': 2}
  • id: 515951
    {'charpoly_factorization': [[[75, 1], 1]], 'hecke_orbit_code': 4503599795142864, 'p': 3}
  • id: 515952
    {'charpoly_factorization': [[[1979, 1], 1]], 'hecke_orbit_code': 4503599795142864, 'p': 5}
  • id: 515953
    {'charpoly_factorization': [[[-10115, 1], 1]], 'hecke_orbit_code': 4503599795142864, 'p': 7}
  • id: 515954
    {'charpoly_factorization': [[[18850, 1], 1]], 'hecke_orbit_code': 4503599795142864, 'p': 11}
  • id: 515955
    {'charpoly_factorization': [[[-28561, 1], 1]], 'hecke_orbit_code': 4503599795142864, 'p': 13}
  • id: 515956
    {'charpoly_factorization': [[[142403, 1], 1]], 'hecke_orbit_code': 4503599795142864, 'p': 17}
  • id: 515957
    {'charpoly_factorization': [[[83302, 1], 1]], 'hecke_orbit_code': 4503599795142864, 'p': 19}
  • id: 515958
    {'charpoly_factorization': [[[-536544, 1], 1]], 'hecke_orbit_code': 4503599795142864, 'p': 23}
  • id: 515959
    {'charpoly_factorization': [[[2600442, 1], 1]], 'hecke_orbit_code': 4503599795142864, 'p': 29}
  • id: 515960
    {'charpoly_factorization': [[[-2214004, 1], 1]], 'hecke_orbit_code': 4503599795142864, 'p': 31}
  • id: 515961
    {'charpoly_factorization': [[[-18099241, 1], 1]], 'hecke_orbit_code': 4503599795142864, 'p': 37}
  • id: 515962
    {'charpoly_factorization': [[[-26812240, 1], 1]], 'hecke_orbit_code': 4503599795142864, 'p': 41}
  • id: 515963
    {'charpoly_factorization': [[[-42253475, 1], 1]], 'hecke_orbit_code': 4503599795142864, 'p': 43}
  • id: 515964
    {'charpoly_factorization': [[[35914993, 1], 1]], 'hecke_orbit_code': 4503599795142864, 'p': 47}
  • id: 515965
    {'charpoly_factorization': [[[66514064, 1], 1]], 'hecke_orbit_code': 4503599795142864, 'p': 53}
  • id: 515966
    {'charpoly_factorization': [[[-108164002, 1], 1]], 'hecke_orbit_code': 4503599795142864, 'p': 59}
  • id: 515967
    {'charpoly_factorization': [[[207449912, 1], 1]], 'hecke_orbit_code': 4503599795142864, 'p': 61}
  • id: 515968
    {'charpoly_factorization': [[[193015514, 1], 1]], 'hecke_orbit_code': 4503599795142864, 'p': 67}
  • id: 515969
    {'charpoly_factorization': [[[-201833497, 1], 1]], 'hecke_orbit_code': 4503599795142864, 'p': 71}
  • id: 515970
    {'charpoly_factorization': [[[121628110, 1], 1]], 'hecke_orbit_code': 4503599795142864, 'p': 73}
  • id: 515971
    {'charpoly_factorization': [[[112871912, 1], 1]], 'hecke_orbit_code': 4503599795142864, 'p': 79}
  • id: 515972
    {'charpoly_factorization': [[[308254212, 1], 1]], 'hecke_orbit_code': 4503599795142864, 'p': 83}
  • id: 515973
    {'charpoly_factorization': [[[6374870, 1], 1]], 'hecke_orbit_code': 4503599795142864, 'p': 89}
  • id: 515974
    {'charpoly_factorization': [[[-871266886, 1], 1]], 'hecke_orbit_code': 4503599795142864, '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': 2, 'label': '208.10.a.b', 'level': 208, 'portrait': 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', 'weight': 10}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 19735002
    {'hecke_orbit_code': 4503599795142864, 'n': 1, 'trace_an': 1}
  • id: 19735003
    {'hecke_orbit_code': 4503599795142864, 'n': 2, 'trace_an': 0}
  • id: 19735004
    {'hecke_orbit_code': 4503599795142864, 'n': 3, 'trace_an': -75}
  • id: 19735005
    {'hecke_orbit_code': 4503599795142864, 'n': 4, 'trace_an': 0}
  • id: 19735006
    {'hecke_orbit_code': 4503599795142864, 'n': 5, 'trace_an': -1979}
  • id: 19735007
    {'hecke_orbit_code': 4503599795142864, 'n': 6, 'trace_an': 0}
  • id: 19735008
    {'hecke_orbit_code': 4503599795142864, 'n': 7, 'trace_an': 10115}
  • id: 19735009
    {'hecke_orbit_code': 4503599795142864, 'n': 8, 'trace_an': 0}
  • id: 19735010
    {'hecke_orbit_code': 4503599795142864, 'n': 9, 'trace_an': -14058}
  • id: 19735011
    {'hecke_orbit_code': 4503599795142864, 'n': 10, 'trace_an': 0}
  • id: 19735012
    {'hecke_orbit_code': 4503599795142864, 'n': 11, 'trace_an': -18850}
  • id: 19735013
    {'hecke_orbit_code': 4503599795142864, 'n': 12, 'trace_an': 0}
  • id: 19735014
    {'hecke_orbit_code': 4503599795142864, 'n': 13, 'trace_an': 28561}
  • id: 19735015
    {'hecke_orbit_code': 4503599795142864, 'n': 14, 'trace_an': 0}
  • id: 19735016
    {'hecke_orbit_code': 4503599795142864, 'n': 15, 'trace_an': 148425}
  • id: 19735017
    {'hecke_orbit_code': 4503599795142864, 'n': 16, 'trace_an': 0}
  • id: 19735018
    {'hecke_orbit_code': 4503599795142864, 'n': 17, 'trace_an': -142403}
  • id: 19735019
    {'hecke_orbit_code': 4503599795142864, 'n': 18, 'trace_an': 0}
  • id: 19735020
    {'hecke_orbit_code': 4503599795142864, 'n': 19, 'trace_an': -83302}
  • id: 19735021
    {'hecke_orbit_code': 4503599795142864, 'n': 20, 'trace_an': 0}
  • id: 19735022
    {'hecke_orbit_code': 4503599795142864, 'n': 21, 'trace_an': -758625}
  • id: 19735023
    {'hecke_orbit_code': 4503599795142864, 'n': 22, 'trace_an': 0}
  • id: 19735024
    {'hecke_orbit_code': 4503599795142864, 'n': 23, 'trace_an': 536544}
  • id: 19735025
    {'hecke_orbit_code': 4503599795142864, 'n': 24, 'trace_an': 0}
  • id: 19735026
    {'hecke_orbit_code': 4503599795142864, 'n': 25, 'trace_an': 1963316}
  • id: 19735027
    {'hecke_orbit_code': 4503599795142864, 'n': 26, 'trace_an': 0}
  • id: 19735028
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