Newform data - 320.9.h.b

Formats: - HTML - YAML - JSON - 2024-05-10T01:41:01.266949

• 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': 25920, 'analytic_conductor': 130.36115521956071, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 20, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 8, 'char_orbit_label': 'h', 'char_order': 2, 'char_parity': -1, 'char_values': [320, 2, [191, 261, 257], [1, 2, 1]], 'cm_discs': [-20], 'conrey_index': 319, 'conrey_indexes': [319], '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, 'has_non_self_twist': 0, 'hecke_cutters': [[3, [-158, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4504080814702912, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 20, 4, -1, 2, -20]], 'is_cm': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': True, 'is_twist_minimal': False, 'label': '320.9.h.b', 'level': 320, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5], 'level_radical': 10, 'minimal_twist': '20.9.d.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 4, 'qexp_display': 'q+158q^{3}-5^{4}q^{5}+1922q^{7}+18403q^{9}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '8.2.1.d2', 'self_twist_discs': [-20], 'self_twist_type': 1, 'space_label': '320.9.h', 'trace_display': [0, 158, -625, 1922], 'trace_hash': 1378202193156035774, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.984', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.943', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.798', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.507', 'prec': 17}, 'traces': [1, 0, 158, 0, -625, 0, 1922, 0, 18403, 0, 0, 0, 0, 0, -98750, 0, 0, 0, 0, 0, 303676, 0, 211202, 0, 390625, 0, 1871036, 0, -20642, 0, 0, 0, 0, 0, -1201250, 0, 0, 0, 0, 0, -5419198, 0, 2519518, 0, -11501875, 0, 9618242, 0, -2070717, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 11061598, 0, 35370566, 0, 0, 0, 20249758, 0, 33369916, 0, 0, 0, 0, 0, 61718750, 0, 0, 0, 0, 0, 174881605, 0, 30884638, 0, 0, 0, -3261436, 0, -106804798, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 177672478, 0, 146693762, 0, -189797500, 0, 205578718, 0, -215776802, 0, 0, 0, 0, 0, -132001250, 0, 0, 0, 0, 0, 214358881, 0, -856233284, 0, -244140625, 0, 29050562, 0, 398083844, 0, 0, 0, 0, 0, -1169397500, 0, 0, 0, 0, 0, 1519682236, 0, 0, 0, 12901250, 0, -327173286, 0, -95457122, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 405930244, 0, 723180958, 0, 0, 0, -1541470078, 0, 815730721, 0, 0, 0, 0, 0, 750781250, 0, 0, 0, 0, 0, -1777453922, 0, 1747732484, 0, 0, 0, 0, 0, 3596131192, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 3199461764, 0, -39673924, 0, 3386998750, 0, 3886750406, 0, 0, 0, 0, 0, 0, 0, -1574698750, 0, 0, 0, 0, 0, 0, 0, 3269300162, 0, 7188671875, 0, 4749827998, 0, 4186924318, 0, 0, 0, 0, 0, -6011401250, 0, 0, 0, 0, 0, -6123903358, 0, 15355426394, 0, 1294198125, 0, 0, 0, 4879772804, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -379874726, 0, -6241487998, 0, 0, 0, -16875158084, 0, -10056356642, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -12187371838, 0, 9189752158, 0, 0, 0, -10415698556, 0, 6975757441, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 4842513596, 0, 28072251524, 0, -6913498750, 0, -10029143522, 0, 23177614396, 0, 0, 0, 0, 0, -22106603750, 0, 0, 0, 0, 0, 32481437444, 0, 0, 0, 0, 0, -34092734716, 0, 18486261124, 0, 0, 0, 0, 0, -12656098750, 0, 0, 0, 0, 0, 0, 0, -15059865596, 0, -20856197500, 0, -22696824482, 0, -29435394722, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 16983563041, 0, 33868703198, 0, 0, 0, 28639767362, 0, -99729500794, 0, 0, 0, 0, 0, -38574218750, 0, 0, 0, 0, 0, 4589988796, 0, 41903113922, 0, 0, 0, 46366689754, 0, -22763048162, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -43042961278, 0, 0, 0, -109301003125, 0, 0, 0, 39294018242, 0, 0, 0, 0, 0, -19302898750, 0, 0, 0, 0, 0, -72899042, 0, 177004507526, 0, 0, 0, 21260391356, 0, 0, 0, 0, 0, 0, 0, 2038397500, 0, 0, 0, 0, 0, -38107404951, 0, 18889450078, 0, 66752998750, 0, -15082225276, 0, -21359865598, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 9718648798, 0, -67896154558, 0, 0, 0, -81948699362, 0, 38920034876, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 64136978552, 0, 0, 0, -54858902398, 0, 114262591364, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -243552272324, 0, -17112798718, 0, -111045298750, 0, 128885453918, 0, -64814601122, 0, 0, 0, 0, 0, -91683601250, 0, 0, 0, 0, 0, -146893959358, 0, -120932278562, 0, 118623437500, 0, 0, 0, -33704700477, 0, 0, 0, 0, 0, -128486698750, 0, 0, 0, 0, 0, -35080509602, 0, -280837719676, 0, 134860501250, 0, -153459331682, 0, 203566587994, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -195253501922, 0, 0, 0, 336122444810, 0, 177936093122, 0, 0, 0, 0, 0, 82500781250, 0, 0, 0, 0, 0, 59360274236, 0, 0, 0, 0, 0, 17834016478, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 39018866882, 0, 372656296474, 0, -133974300625, 0, -234492340798, 0, -6268479992, 0, 0, 0, 0, 0, 535145802500, 0, 0, 0, 0, 0, 395166545272, 0, -205278821756, 0, 152587890625, 0, 0, 0, 0, 0, 0, 0, 0, 0, -18156601250, 0, 0, 0, 0, 0, -113650540798, 0, -98593645922, 0, -248802402500, 0, -344581338238, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -234484740962, 0, 0, 0, 0, 0, -4359631684, 0, 516549425596, 0, 0, 0, 0, 0, 730873437500, 0, 0, 0, 0, 0, 750472823684, 0, 46045133278, 0, 0, 0, 661534042244, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 454321922398, 0, 0, 0, -949801397500, 0, 341486502716, 0, 236888662558, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 281945410564, 0, -967576730564, 0, -8063281250, 0, 451415573762, 0, 1278759159847, 0, 0, 0, 0, 0, 204483303750, 0, 0, 0, 0, 0, 0, 0, -338697955198, 0, 59660701250, 0, 568369993114, 0, 395122295996, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 538529438402, 0, -414723013444, 0, 0, 0, 0, 0, -317192494078, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -38621925112, 0, 0, 0, -734080063202, 0, -986155103684, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1965528697594, 0, 0, 0, -253706402500, 0, -1588904349436, 0, -715433549758, 0, 0, 0, 0, 0, -451988098750, 0, 0, 0, 0, 0, 80857353118, 0, -564525419518, 0, 0, 0, -89926066082, 0, 288497144158, 0, 0, 0, 0, 0, 963418798750, 0, 0, 0, 0, 0, -499820320797, 0, -1925604750404, 0, -509831700625, 0, 411997769282, 0, 1451980840964, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1645680371848, 0, 299507567042, 0, 0, 0, 1102169675678, 0, 0, 0, 0, 0, 0, 0, -469238281250, 0, 0, 0, 0, 0, -69344173438, 0, 1211096708638, 0, 0, 0, -822963164158, 0, 55835180164, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 765117148168, 0, 1110908701250, 0, -1143902226722, 0, 3269706612634, 0, 0, 0, 0, 0, -1092332802500, 0, 0, 0, 0, 0, -1584604676476, 0, 0, 0, 0, 0, 2699605302086, 0, 499091681282, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1519029330722, 0, -1144545455996, 0, -2247581995000, 0, -525398031842, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 852891037441, 0, 3783265147354, 0, 0, 0, 1529641576322, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -3970940487206, 0, 1562186231042, 0, 0, 0, 2920829257592, 0, 532127240636, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], 'weight': 9, 'weight_parity': -1}
• mf_hecke_nf •

  Column	Type
  an	jsonb
  ap	jsonb
  char_orbit_index	smallint
  field_poly	numeric[]
  hecke_orbit_code	bigint
  hecke_ring_character_values	jsonb
  hecke_ring_cyclotomic_generator	integer
  hecke_ring_denominators	numeric[]
  hecke_ring_inverse_denominators	numeric[]
  hecke_ring_inverse_numerators	numeric[]
  hecke_ring_numerators	numeric[]
  hecke_ring_power_basis	boolean
  hecke_ring_rank	integer
  label	text
  level	integer
  maxp	integer
  weight	smallint

  
  {'an': [[1], [0], [158], [0], [-625], [0], [1922], [0], [18403], [0], [0], [0], [0], [0], [-98750], [0], [0], [0], [0], [0], [303676], [0], [211202], [0], [390625], [0], [1871036], [0], [-20642], [0], [0], [0], [0], [0], [-1201250], [0], [0], [0], [0], [0], [-5419198], [0], [2519518], [0], [-11501875], [0], [9618242], [0], [-2070717], [0], [0], [0], [0], [0], [0], [0], [0], [0], [0], [0], [11061598], [0], [35370566], [0], [0], [0], [20249758], [0], [33369916], [0], [0], [0], [0], [0], [61718750], [0], [0], [0], [0], [0], [174881605], [0], [30884638], [0], [0], [0], [-3261436], [0], [-106804798], [0], [0], [0], [0], [0], [0], [0], [0], [0], [0], [0]], 'ap': [[0], [158], [-625], [1922], [0], [0], [0], [0], [211202], [-20642], [0], [0], [-5419198], [2519518], [9618242], [0], [0], [11061598], [20249758], [0], [0], [0], [30884638], [-106804798], [0], [177672478], [146693762], [205578718], [-215776802], [0], [29050562], [0], [0], [0], [-95457122], [0], [0], [723180958], [-1541470078], [0], [0], [-1777453922], [0], [0], [0], [0], [0], [3269300162], [4749827998], [4186924318], [0], [0], [-6123903358], [0], [0], [-6241487998], [-10056356642], [0], [0], [-12187371838], [9189752158], [0], [-10029143522], [0], [0], [0], [0], [0], [-22696824482], [-29435394722], [0], [0], [28639767362], [0], [0], [41903113922], [-22763048162], [0], [-43042961278], [39294018242], [0], [-72899042], [0], [0], [0], [18889450078], [-21359865598], [0], [9718648798], [-67896154558], [-81948699362], [0], [-54858902398], [0], [0], [-17112798718], [-64814601122], [-146893959358], [-120932278562], [-35080509602], [-153459331682], [0], [-195253501922], [177936093122], [0], [0], [17834016478], [0], [0], [39018866882], [-234492340798], [0], [0], [0], [0], [-113650540798], [-98593645922], [-344581338238], [0], [0], [-234484740962], [0], [0], [46045133278], [0], [454321922398], [236888662558], [0], [451415573762], [0], [0], [-338697955198], [0], [0], [538529438402], [-317192494078], [0], [-734080063202], [0], [-715433549758], [0], [80857353118], [-564525419518], [-89926066082], [288497144158], [0], [0], [0], [0], [299507567042], [0], [-69344173438], [1211096708638], [-822963164158], [-1143902226722], [0], [0], [499091681282], [0], [-1519029330722], [-525398031842], [0], [1529641576322], [0], [0], [1562186231042], [0], [0]], 'char_orbit_index': 8, 'field_poly': [0, 1], 'hecke_orbit_code': 4504080814702912, 'hecke_ring_character_values': [[191, [-1]], [261, [1]], [257, [-1]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '320.9.h.b', 'level': 320, 'maxp': 997, 'weight': 9}
• 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': 25920, 'analytic_conductor': 130.36115521956071, 'char_conductor': 20, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 8, 'char_orbit_label': 'h', 'char_order': 2, 'char_parity': -1, 'char_values': [320, 2, [191, 261, 257], [1, 2, 1]], 'conrey_index': 319, 'cusp_dim': 372, 'dim': 94, 'eis_dim': 24, 'eis_new_dim': 4, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 481187332416, 'hecke_orbit_dims': [1, 1, 2, 2, 4, 16, 20, 24, 24], 'label': '320.9.h', 'level': 320, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5], 'level_radical': 10, 'mf_dim': 396, 'mf_new_dim': 98, 'num_forms': 9, 'prim_orbit_index': 4, 'relative_dim': 94, 'sturm_bound': 432, 'trace_bound': 5, 'trace_display': [0, 0, 2, 0], 'traces': [94, 0, 0, 0, 2, 0, 0, 0, 196826, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 26248, 0, 0, 0, -354146, 0, 0, 0, 4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 4374716, 0, 0, 0, 14606662, 0, 0, 0, 67530522, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 24476036, 0, 0, 0, 8427264, 0, 0, 0, 156005512, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 313172182, 0, 0, 0, 66870528, 0, 0, 0, -119807428, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -489502076, 0, 0, 0, 125083128, 0, 0, 0, -114713980, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1856372578, 0, 0, 0, -35721790, 0, 0, 0, 408808696, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -541737080, 0, 0, 0, -345549508, 0, 0, 0, -2323222268, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -554411528, 0, 0, 0, -4734074624, 0, 0, 0, -5334995938, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -2698095228, 0, 0, 0, 1358615040, 0, 0, 0, 4881717008, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2138161144, 0, 0, 0, 9664833284, 0, 0, 0, 2750978304, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 7915921920, 0, 0, 0, -1170892902, 0, 0, 0, -7272121212, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 13460968252, 0, 0, 0, 6593925894, 0, 0, 0, 6006922744, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 20189585548, 0, 0, 0, -10575639296, 0, 0, 0, 2877098116, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -14429329732, 0, 0, 0, -45312204032, 0, 0, 0, -33951354018, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -76520724088, 0, 0, 0, -7154903620, 0, 0, 0, 8926907016, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -49677951240, 0, 0, 0, 10700168192, 0, 0, 0, 11770576120, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -23333904384, 0, 0, 0, 47058129400, 0, 0, 0, -73089416188, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 32590127390, 0, 0, 0, 24616970496, 0, 0, 0, 72461584820, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 173990593928, 0, 0, 0, -29168290048, 0, 0, 0, -6775091708, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -32941492036, 0, 0, 0, 127283055626, 0, 0, 0, 26741838268, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 41291139588, 0, 0, 0, 55409816064, 0, 0, 0, 217629169152, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 321429635214, 0, 0, 0, 72889554052, 0, 0, 0, 13571758652, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -42917255420, 0, 0, 0, 106726551552, 0, 0, 0, -58471476600, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -33200889344, 0, 0, 0, -199176463104, 0, 0, 0, -272033198600, 0, 0, 0, 0, 0, 0, 0, 0, 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0, 0, 0, 0, -15326184968, 0, 0, 0, 1716130977280, 0, 0, 0, 3456352093244, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 4014691134724, 0, 0, 0, 2591885862896, 0, 0, 0, 4451854032384, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 5188142064222, 0, 0, 0, -2973086858496, 0, 0, 0, 2025048788992, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -11812139802100, 0, 0, 0, -3284218659072, 0, 0, 0, 2821878705032, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], 'weight': 9, 'weight_parity': -1}
• mf_twists_nf •

  Column	Type
  conductor	integer
  degree	integer
  multiplicity	smallint
  order	integer
  parity	smallint
  self_twist_disc	integer
  source_char_orbit	smallint
  source_dim	integer
  source_hecke_orbit	integer
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_char_orbit	smallint
  target_dim	integer
  target_hecke_orbit	integer
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_char_orbit	smallint
  weight	smallint

  
  
  • id: 246697
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 8, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '320.9.h.b', 'source_level': 320, 'target_char_orbit': 4, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '20.9.d.a', 'target_level': 20, 'twist_class_label': '20.9.d.a', 'twist_class_level': 20, 'twisting_char_label': '8.d', 'twisting_char_orbit': 4, 'weight': 9}
  • id: 246698
    {'conductor': 40, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 8, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '320.9.h.b', 'source_level': 320, 'target_char_orbit': 4, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '20.9.d.a', 'target_level': 20, 'twist_class_label': '20.9.d.a', 'twist_class_level': 20, 'twisting_char_label': '40.f', 'twisting_char_orbit': 6, 'weight': 9}
  • id: 246699
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 8, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '320.9.h.b', 'source_level': 320, 'target_char_orbit': 4, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '20.9.d.b', 'target_level': 20, 'twist_class_label': '20.9.d.a', 'twist_class_level': 20, 'twisting_char_label': '8.b', 'twisting_char_orbit': 2, 'weight': 9}
  • id: 246700
    {'conductor': 40, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 8, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '320.9.h.b', 'source_level': 320, 'target_char_orbit': 4, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '20.9.d.b', 'target_level': 20, 'twist_class_label': '20.9.d.a', 'twist_class_level': 20, 'twisting_char_label': '40.e', 'twisting_char_orbit': 5, 'weight': 9}
  • id: 246701
    {'conductor': 40, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 8, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '320.9.h.b', 'source_level': 320, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '100.9.b.b', 'target_level': 100, 'twist_class_label': '20.9.d.a', 'twist_class_level': 20, 'twisting_char_label': '40.i', 'twisting_char_orbit': 9, 'weight': 9}
  • id: 246702
    {'conductor': 40, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 8, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '320.9.h.b', 'source_level': 320, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '100.9.b.b', 'target_level': 100, 'twist_class_label': '20.9.d.a', 'twist_class_level': 20, 'twisting_char_label': '40.k', 'twisting_char_orbit': 11, 'weight': 9}
  • id: 246703
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 8, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '320.9.h.b', 'source_level': 320, 'target_char_orbit': 8, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '320.9.h.a', 'target_level': 320, 'twist_class_label': '20.9.d.a', 'twist_class_level': 20, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 9}
  • id: 246704
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 8, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '320.9.h.b', 'source_level': 320, 'target_char_orbit': 8, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '320.9.h.a', 'target_level': 320, 'twist_class_label': '20.9.d.a', 'twist_class_level': 20, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 9}
  • id: 246705
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 8, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '320.9.h.b', 'source_level': 320, 'target_char_orbit': 8, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '320.9.h.b', 'target_level': 320, 'twist_class_label': '20.9.d.a', 'twist_class_level': 20, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 9}
  • id: 246706
    {'conductor': 20, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': -20, 'source_char_orbit': 8, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '320.9.h.b', 'source_level': 320, 'target_char_orbit': 8, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '320.9.h.b', 'target_level': 320, 'twist_class_label': '20.9.d.a', 'twist_class_level': 20, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 9}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 704725
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4504080814702912, 'p': 2}
  • id: 704726
    {'charpoly_factorization': [[[-158, 1], 1]], 'hecke_orbit_code': 4504080814702912, 'p': 3}
  • id: 704727
    {'charpoly_factorization': [[[625, 1], 1]], 'hecke_orbit_code': 4504080814702912, 'p': 5}
  • id: 704728
    {'charpoly_factorization': [[[-1922, 1], 1]], 'hecke_orbit_code': 4504080814702912, 'p': 7}
  • id: 704729
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4504080814702912, 'p': 11}
  • id: 704730
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4504080814702912, 'p': 13}
  • id: 704731
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4504080814702912, 'p': 17}
  • id: 704732
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4504080814702912, 'p': 19}
  • id: 704733
    {'charpoly_factorization': [[[-211202, 1], 1]], 'hecke_orbit_code': 4504080814702912, 'p': 23}
  • id: 704734
    {'charpoly_factorization': [[[20642, 1], 1]], 'hecke_orbit_code': 4504080814702912, 'p': 29}
  • id: 704735
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4504080814702912, 'p': 31}
  • id: 704736
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4504080814702912, 'p': 37}
  • id: 704737
    {'charpoly_factorization': [[[5419198, 1], 1]], 'hecke_orbit_code': 4504080814702912, 'p': 41}
  • id: 704738
    {'charpoly_factorization': [[[-2519518, 1], 1]], 'hecke_orbit_code': 4504080814702912, 'p': 43}
  • id: 704739
    {'charpoly_factorization': [[[-9618242, 1], 1]], 'hecke_orbit_code': 4504080814702912, 'p': 47}
  • id: 704740
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4504080814702912, 'p': 53}
  • id: 704741
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4504080814702912, 'p': 59}
  • id: 704742
    {'charpoly_factorization': [[[-11061598, 1], 1]], 'hecke_orbit_code': 4504080814702912, 'p': 61}
  • id: 704743
    {'charpoly_factorization': [[[-20249758, 1], 1]], 'hecke_orbit_code': 4504080814702912, 'p': 67}
  • id: 704744
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4504080814702912, 'p': 71}
  • id: 704745
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4504080814702912, 'p': 73}
  • id: 704746
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4504080814702912, 'p': 79}
  • id: 704747
    {'charpoly_factorization': [[[-30884638, 1], 1]], 'hecke_orbit_code': 4504080814702912, 'p': 83}
  • id: 704748
    {'charpoly_factorization': [[[106804798, 1], 1]], 'hecke_orbit_code': 4504080814702912, 'p': 89}
  • id: 704749
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4504080814702912, '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': 8, 'hecke_orbit': 2, 'label': '320.9.h.b', 'level': 320, 'portrait': 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', 'weight': 9}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 89878000
    {'hecke_orbit_code': 4504080814702912, 'n': 1, 'trace_an': 1}
  • id: 89878001
    {'hecke_orbit_code': 4504080814702912, 'n': 2, 'trace_an': 0}
  • id: 89878002
    {'hecke_orbit_code': 4504080814702912, 'n': 3, 'trace_an': 158}
  • id: 89878003
    {'hecke_orbit_code': 4504080814702912, 'n': 4, 'trace_an': 0}
  • id: 89878004
    {'hecke_orbit_code': 4504080814702912, 'n': 5, 'trace_an': -625}
  • id: 89878005
    {'hecke_orbit_code': 4504080814702912, 'n': 6, 'trace_an': 0}
  • id: 89878006
    {'hecke_orbit_code': 4504080814702912, 'n': 7, 'trace_an': 1922}
  • id: 89878007
    {'hecke_orbit_code': 4504080814702912, 'n': 8, 'trace_an': 0}
  • id: 89878008
    {'hecke_orbit_code': 4504080814702912, 'n': 9, 'trace_an': 18403}
  • id: 89878009
    {'hecke_orbit_code': 4504080814702912, 'n': 10, 'trace_an': 0}
  • id: 89878010
    {'hecke_orbit_code': 4504080814702912, 'n': 11, 'trace_an': 0}
  • id: 89878011
    {'hecke_orbit_code': 4504080814702912, 'n': 12, 'trace_an': 0}
  • id: 89878012
    {'hecke_orbit_code': 4504080814702912, 'n': 13, 'trace_an': 0}
  • id: 89878013
    {'hecke_orbit_code': 4504080814702912, 'n': 14, 'trace_an': 0}
  • id: 89878014
    {'hecke_orbit_code': 4504080814702912, 'n': 15, 'trace_an': -98750}
  • id: 89878015
    {'hecke_orbit_code': 4504080814702912, 'n': 16, 'trace_an': 0}
  • id: 89878016
    {'hecke_orbit_code': 4504080814702912, 'n': 17, 'trace_an': 0}
  • id: 89878017
    {'hecke_orbit_code': 4504080814702912, 'n': 18, 'trace_an': 0}
  • id: 89878018
    {'hecke_orbit_code': 4504080814702912, 'n': 19, 'trace_an': 0}
  • id: 89878019
    {'hecke_orbit_code': 4504080814702912, 'n': 20, 'trace_an': 0}
  • id: 89878020
    {'hecke_orbit_code': 4504080814702912, 'n': 21, 'trace_an': 303676}
  • id: 89878021
    {'hecke_orbit_code': 4504080814702912, 'n': 22, 'trace_an': 0}
  • id: 89878022
    {'hecke_orbit_code': 4504080814702912, 'n': 23, 'trace_an': 211202}
  • id: 89878023
    {'hecke_orbit_code': 4504080814702912, 'n': 24, 'trace_an': 0}
  • id: 89878024
    {'hecke_orbit_code': 4504080814702912, 'n': 25, 'trace_an': 390625}
  • id: 89878025
    {'hecke_orbit_code': 4504080814702912, 'n': 26, 'trace_an': 0}
  • id: 89878026
    {'hecke_orbit_code': 4504080814702912, 'n': 27, 'trace_an': 1871036}
  • id: 89878027
    {'hecke_orbit_code': 4504080814702912, 'n': 28, 'trace_an': 0}
  • id: 89878028
    {'hecke_orbit_code': 4504080814702912, 'n': 29, 'trace_an': -20642}
  • id: 89878029
    {'hecke_orbit_code': 4504080814702912, 'n': 30, 'trace_an': 0}
  • id: 89878030
    {'hecke_orbit_code': 4504080814702912, 'n': 31, 'trace_an': 0}
  • id: 89878031
    {'hecke_orbit_code': 4504080814702912, 'n': 32, 'trace_an': 0}
  • id: 89878032
    {'hecke_orbit_code': 4504080814702912, 'n': 33, 'trace_an': 0}
  • id: 89878033
    {'hecke_orbit_code': 4504080814702912, 'n': 34, 'trace_an': 0}
  • id: 89878034
    {'hecke_orbit_code': 4504080814702912, 'n': 35, 'trace_an': -1201250}
  • id: 89878035
    {'hecke_orbit_code': 4504080814702912, 'n': 36, 'trace_an': 0}
  • id: 89878036
    {'hecke_orbit_code': 4504080814702912, 'n': 37, 'trace_an': 0}
  • id: 89878037
    {'hecke_orbit_code': 4504080814702912, 'n': 38, 'trace_an': 0}
  • id: 89878038
    {'hecke_orbit_code': 4504080814702912, 'n': 39, 'trace_an': 0}
  • id: 89878039
    {'hecke_orbit_code': 4504080814702912, 'n': 40, 'trace_an': 0}
  • id: 89878040
    {'hecke_orbit_code': 4504080814702912, 'n': 41, 'trace_an': -5419198}
  • id: 89878041
    {'hecke_orbit_code': 4504080814702912, 'n': 42, 'trace_an': 0}
  • id: 89878042
    {'hecke_orbit_code': 4504080814702912, 'n': 43, 'trace_an': 2519518}
  • id: 89878043
    {'hecke_orbit_code': 4504080814702912, 'n': 44, 'trace_an': 0}
  • id: 89878044
    {'hecke_orbit_code': 4504080814702912, 'n': 45, 'trace_an': -11501875}
  • id: 89878045
    {'hecke_orbit_code': 4504080814702912, 'n': 46, 'trace_an': 0}
  • id: 89878046
    {'hecke_orbit_code': 4504080814702912, 'n': 47, 'trace_an': 9618242}
  • id: 89878047
    {'hecke_orbit_code': 4504080814702912, 'n': 48, 'trace_an': 0}
  • id: 89878048
    {'hecke_orbit_code': 4504080814702912, 'n': 49, 'trace_an': -2070717}
  • id: 89878049
    {'hecke_orbit_code': 4504080814702912, 'n': 50, 'trace_an': 0}
  • id: 89878050
    {'hecke_orbit_code': 4504080814702912, 'n': 51, 'trace_an': 0}
  • id: 89878051
    {'hecke_orbit_code': 4504080814702912, 'n': 52, 'trace_an': 0}
  • id: 89878052
    {'hecke_orbit_code': 4504080814702912, 'n': 53, 'trace_an': 0}
  • id: 89878053
    {'hecke_orbit_code': 4504080814702912, 'n': 54, 'trace_an': 0}
  • id: 89878054
    {'hecke_orbit_code': 4504080814702912, 'n': 55, 'trace_an': 0}
  • id: 89878055
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