Embedded newform data - 100.9.j.b.91.13

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• 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': 8100, 'analytic_conductor': 40.73786100611272, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 100, 'char_degree': 4, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 10, 'char_orbit_label': 'j', 'char_order': 10, 'char_parity': -1, 'char_values': [100, 10, [51, 77], [5, 8]], 'cm_discs': [], 'conrey_index': 11, 'dim': 464, 'has_non_self_twist': 1, 'hecke_cutters': [[3, 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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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[0.8024786459867451, -0.5966808382504671]], 'angles': [None, -0.22844796946100726, None, 0.01792331392322567, -0.4337159864039151, -0.34193668160710744, 0.1894272383660991, -0.02789209206191032, -0.33245087319305694, 0.03714538506139185, -0.30285062193363604, -0.4468587590658708, -0.249284299045778, 0.07262301162726713, -0.26033468886927535, -0.42626030762415856, -0.009003290921405943, -0.07332199377067841, -0.08603481560973698, -0.2780098221644214, 0.028907084534829933, -0.4296026383959883, -0.3042245454363046, -0.10517478855348326, -0.07700526753116703, -0.1431955428630415, -0.348168654865025, 0.002207740891819769, -0.3735811570074299, -0.2854881846731599, -0.4425031040234799, -0.11423750893399266, -0.4033623572665345, -0.4476093693666555, -0.2548698602407675, 0.06266416603575926, -0.26381413867685327, -0.19356828137629942, -0.03337697099015098, -0.13175191862303323, -0.43681163069413553, -0.39091245813173653, -0.4636394345612862, -0.2155032742673535, -0.4589015334788872, 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-0.18626837460002604, -0.0021031823977276753, -0.4080828160588914, -0.4262007180758907, -0.4694409049551622, -0.24012747551772406, -0.3593540527796264, 0.04778663423518325, -0.4058707395126844, 0.03927163726433384, -0.2426293020555815, -0.019785896676184946, 0.009827257306638484, -0.2360116769741655, 0.18894797926061577, -0.12028595053278182, -0.009008638129530308, 0.015068331703412352, -0.3255912580514673, -0.36513099339695376, -0.4438980224881895, -0.27455434232628534, -0.31803492243323644, -0.26961909008773177, -0.39562815663222056, -0.31660700228261013, -0.18546360810404836, -0.27444814947049295, -0.08382213095408199, -0.1460236352551719, -0.0705241324854732], 'char_orbit_index': 10, 'conrey_index': 91, 'dual_conrey_index': 11, 'dual_embedding_index': 13, 'dual_embedding_m': 13, 'embedding_index': 13, 'embedding_m': 361, 'hecke_orbit': 2, 'hecke_orbit_code': 4504218253656164, 'label': '100.9.j.b.91.13', 'level': 100, 'weight': 9}
• 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

  
  {'Nk2': 8100, 'analytic_conductor': 40.73786100611272, 'char_conductor': 100, 'char_degree': 4, 'char_is_real': False, 'char_orbit_index': 10, 'char_orbit_label': 'j', 'char_order': 10, 'char_parity': -1, 'char_values': [100, 10, [51, 77], [5, 8]], 'conrey_index': 11, 'cusp_dim': 472, 'dim': 472, 'eis_dim': 16, 'eis_new_dim': 16, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 618626285668, 'hecke_orbit_dims': [8, 464], 'label': '100.9.j', 'level': 100, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2, 5], 'level_radical': 10, 'mf_dim': 488, 'mf_new_dim': 488, 'num_forms': 2, 'prim_orbit_index': 10, 'relative_dim': 118, 'sturm_bound': 135, 'trace_bound': 1, 'trace_display': [-3, 0, -176, 0], 'traces': [472, -3, 0, -3, -176, -515, 0, 13092, 249312, 20309, 0, -35805, -28566, -33705, 0, -194463, -193206, 270112, 0, 165639, 39360, 140220, 0, 989900, 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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: 36034484
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 91, 'source_dim': 464, 'source_embedding_index': 13, 'source_hecke_orbit_code': 4504218253656164, 'source_is_minimal': True, 'source_label': '100.9.j.b.91.13', 'source_level': 100, 'target_conrey_index': 91, 'target_dim': 464, 'target_embedding_index': 13, 'target_hecke_orbit_code': 4504218253656164, 'target_is_minimal': True, 'target_label': '100.9.j.b.91.13', 'target_level': 100, 'twist_class_label': '100.9.j.b.11.13', 'twist_class_level': 100, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 9}
  • id: 36034485
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 91, 'source_dim': 464, 'source_embedding_index': 13, 'source_hecke_orbit_code': 4504218253656164, 'source_is_minimal': True, 'source_label': '100.9.j.b.91.13', 'source_level': 100, 'target_conrey_index': 91, 'target_dim': 464, 'target_embedding_index': 33, 'target_hecke_orbit_code': 4504218253656164, 'target_is_minimal': True, 'target_label': '100.9.j.b.91.33', 'target_level': 100, 'twist_class_label': '100.9.j.b.11.13', 'twist_class_level': 100, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 9}
  • id: 36034486
    {'conductor': 25, 'degree': 4, 'order': 5, 'parity': 1, 'source_conrey_index': 91, 'source_dim': 464, 'source_embedding_index': 13, 'source_hecke_orbit_code': 4504218253656164, 'source_is_minimal': True, 'source_label': '100.9.j.b.91.13', 'source_level': 100, 'target_conrey_index': 11, 'target_dim': 464, 'target_embedding_index': 33, 'target_hecke_orbit_code': 4504218253656164, 'target_is_minimal': True, 'target_label': '100.9.j.b.11.33', 'target_level': 100, 'twist_class_label': '100.9.j.b.11.13', 'twist_class_level': 100, 'twisting_char_label': '25.11', 'twisting_conrey_index': 11, 'weight': 9}
  • id: 36034487
    {'conductor': 100, 'degree': 4, 'order': 10, 'parity': -1, 'source_conrey_index': 91, 'source_dim': 464, 'source_embedding_index': 13, 'source_hecke_orbit_code': 4504218253656164, 'source_is_minimal': True, 'source_label': '100.9.j.b.91.13', 'source_level': 100, 'target_conrey_index': 11, 'target_dim': 464, 'target_embedding_index': 13, 'target_hecke_orbit_code': 4504218253656164, 'target_is_minimal': True, 'target_label': '100.9.j.b.11.13', 'target_level': 100, 'twist_class_label': '100.9.j.b.11.13', 'twist_class_level': 100, 'twisting_char_label': '100.11', 'twisting_conrey_index': 11, 'weight': 9}
• hecke_orbit_code 4504218253656164 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': 10, 'hecke_orbit': 2, 'label': '100.9.j.b', 'level': 100, '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: 23602591
    {'hecke_orbit_code': 4504218253656164, 'n': 1, 'trace_an': 464}
  • id: 23602592
    {'hecke_orbit_code': 4504218253656164, 'n': 2, 'trace_an': 29}
  • id: 23602593
    {'hecke_orbit_code': 4504218253656164, 'n': 3, 'trace_an': 0}
  • id: 23602594
    {'hecke_orbit_code': 4504218253656164, 'n': 4, 'trace_an': 509}
  • id: 23602595
    {'hecke_orbit_code': 4504218253656164, 'n': 5, 'trace_an': -1230}
  • id: 23602596
    {'hecke_orbit_code': 4504218253656164, 'n': 6, 'trace_an': -515}
  • id: 23602597
    {'hecke_orbit_code': 4504218253656164, 'n': 7, 'trace_an': 0}
  • id: 23602598
    {'hecke_orbit_code': 4504218253656164, 'n': 8, 'trace_an': 21284}
  • id: 23602599
    {'hecke_orbit_code': 4504218253656164, 'n': 9, 'trace_an': 262434}
  • id: 23602600
    {'hecke_orbit_code': 4504218253656164, 'n': 10, 'trace_an': 3445}
  • id: 23602601
    {'hecke_orbit_code': 4504218253656164, 'n': 11, 'trace_an': 0}
  • id: 23602602
    {'hecke_orbit_code': 4504218253656164, 'n': 12, 'trace_an': -35805}
  • id: 23602603
    {'hecke_orbit_code': 4504218253656164, 'n': 13, 'trace_an': -29522}
  • id: 23602604
    {'hecke_orbit_code': 4504218253656164, 'n': 14, 'trace_an': -33705}
  • id: 23602605
    {'hecke_orbit_code': 4504218253656164, 'n': 15, 'trace_an': 0}
  • id: 23602606
    {'hecke_orbit_code': 4504218253656164, 'n': 16, 'trace_an': -63391}
  • id: 23602607
    {'hecke_orbit_code': 4504218253656164, 'n': 17, 'trace_an': -319922}
  • id: 23602608
    {'hecke_orbit_code': 4504218253656164, 'n': 18, 'trace_an': -569696}
  • id: 23602609
    {'hecke_orbit_code': 4504218253656164, 'n': 19, 'trace_an': 0}
  • id: 23602610
    {'hecke_orbit_code': 4504218253656164, 'n': 20, 'trace_an': 1244935}
  • id: 23602611
    {'hecke_orbit_code': 4504218253656164, 'n': 21, 'trace_an': 39360}
  • id: 23602612
    {'hecke_orbit_code': 4504218253656164, 'n': 22, 'trace_an': 140220}
  • id: 23602613
    {'hecke_orbit_code': 4504218253656164, 'n': 23, 'trace_an': 0}
  • id: 23602614
    {'hecke_orbit_code': 4504218253656164, 'n': 24, 'trace_an': 989900}
  • id: 23602615
    {'hecke_orbit_code': 4504218253656164, 'n': 25, 'trace_an': -431710}
  • id: 23602616
    {'hecke_orbit_code': 4504218253656164, 'n': 26, 'trace_an': -855842}
  • id: 23602617
    {'hecke_orbit_code': 4504218253656164, 'n': 27, 'trace_an': 0}
  • id: 23602618
    {'hecke_orbit_code': 4504218253656164, 'n': 28, 'trace_an': -2358605}
  • id: 23602619
    {'hecke_orbit_code': 4504218253656164, 'n': 29, 'trace_an': -2884562}
  • id: 23602620
    {'hecke_orbit_code': 4504218253656164, 'n': 30, 'trace_an': 7229675}
  • id: 23602621
    {'hecke_orbit_code': 4504218253656164, 'n': 31, 'trace_an': 0}
  • id: 23602622
    {'hecke_orbit_code': 4504218253656164, 'n': 32, 'trace_an': -7078666}
  • id: 23602623
    {'hecke_orbit_code': 4504218253656164, 'n': 33, 'trace_an': -1866570}
  • id: 23602624
    {'hecke_orbit_code': 4504218253656164, 'n': 34, 'trace_an': 1448973}
  • id: 23602625
    {'hecke_orbit_code': 4504218253656164, 'n': 35, 'trace_an': 0}
  • id: 23602626
    {'hecke_orbit_code': 4504218253656164, 'n': 36, 'trace_an': 777029}
  • id: 23602627
    {'hecke_orbit_code': 4504218253656164, 'n': 37, 'trace_an': -7317972}
  • id: 23602628
    {'hecke_orbit_code': 4504218253656164, 'n': 38, 'trace_an': 4012465}
  • id: 23602629
    {'hecke_orbit_code': 4504218253656164, 'n': 39, 'trace_an': 0}
  • id: 23602630
    {'hecke_orbit_code': 4504218253656164, 'n': 40, 'trace_an': -4154830}
  • id: 23602631
    {'hecke_orbit_code': 4504218253656164, 'n': 41, 'trace_an': 1687438}
  • id: 23602632
    {'hecke_orbit_code': 4504218253656164, 'n': 42, 'trace_an': -21337315}
  • id: 23602633
    {'hecke_orbit_code': 4504218253656164, 'n': 43, 'trace_an': 0}
  • id: 23602634
    {'hecke_orbit_code': 4504218253656164, 'n': 44, 'trace_an': 510580}
  • id: 23602635
    {'hecke_orbit_code': 4504218253656164, 'n': 45, 'trace_an': 2596050}
  • id: 23602636
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  • id: 23602824
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  • id: 23602825
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  • id: 23602826
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  • id: 23602827
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  • id: 23602828
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  • id: 23602829
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  • id: 23602830
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  • id: 23602831
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  • id: 23602832
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  • id: 23602833
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  • id: 23602834
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  • id: 23602835
    {'hecke_orbit_code': 4504218253656164, 'n': 911, 'trace_an': 0}
  • id: 23602836
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  • id: 23602837
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  • id: 23602838
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  • id: 23602839
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  • id: 23602840
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  • id: 23602841
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  • id: 23602842
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  • id: 23602843
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  • id: 23602844
    {'hecke_orbit_code': 4504218253656164, 'n': 971, 'trace_an': 0}
  • id: 23602845
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  • id: 23602846
    {'hecke_orbit_code': 4504218253656164, 'n': 983, 'trace_an': 0}
  • id: 23602847
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  • id: 23602848
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