Newform data - 6.22.a.a

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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
  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': 2904, 'analytic_conductor': 16.768640657223727, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [3, -1]], 'atkin_lehner_string': '+-', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [6, 1, [5], [1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [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': [[5, [-26444550, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 369098758, '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_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '6.22.a.a', 'level': 6, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3], 'level_radical': 6, 'minimal_twist': '6.22.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-2^{10}q^{2}+3^{10}q^{3}+2^{20}q^{4}+26444550q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '21.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '6.22.a', 'trace_display': [-1024, 59049, 26444550, 166115864], 'trace_hash': 1535929311665234522, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.018', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.987', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.023', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.978', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.117', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.967', 'prec': 17}], 'trace_zratio': 0, 'traces': [1, -1024, 59049, 1048576, 26444550, -60466176, 166115864, -1073741824, 3486784401, -27079219200, -104878761780, 61917364224, 335591325758, -170102644736, 1561524232950, 1099511627776, 14596144763634, -3570467226624, 3569529974996, 27729120460800, 9808975653336, 107395852062720, 222369240588600, -63403380965376, 222477066499375, -343645517576192, 205891132094649, 174185108209664, 2194109701319454, -1599000814540800, -8723627187590032, -1125899906842624, -6192986004347220, -14946452237961216, 4392859271341200, 3656158440062976, 37470891663324758, -3655198694395904, 19816332194684142, -28394619351859200, 86616741616565034, -10044391069016064, 131416928813078444, -109973352512225280, 92206444431464550, -227706102362726400, 339041180377015440, 64925062108545024, -530951383810817511, -227816516095360000, 861887752147824066, 351893009998020608, -1571494796445297834, -210832519264920576, -2773471659829299000, -178365550806695936, 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• 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

  
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[-8041648011644139105717595188606], [5368835955150669535414734533834], [3461885353695283210419344629518], [15347883330002443077425510382804], [33920205888129855193209639235194], [-5241734240067518908511037526216], [-16600089367598092737497266404276], [40204629445538814176273999278962], [13170226639330427598338025602904], [-42128190712632179932942734812176], [-57750873786841229513304710627626]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 369098758, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '6.22.a.a', 'level': 6, 'maxp': 997, 'weight': 22}
• 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

  
  {'AL_dims': [[[[2, -1], [3, -1]], 1, 1], [[[2, 1], [3, -1]], 1, 1], [[[2, -1], [3, 1]], 1, 1]], 'ALdims': [0, 1, 1, 1], 'Nk2': 2904, 'analytic_conductor': 16.768640657223727, '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': [6, 1, [5], [1]], 'conrey_index': 1, 'cusp_dim': 19, 'dim': 3, 'eis_dim': 4, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 369098758, 'hecke_orbit_dims': [1, 1, 1], 'label': '6.22.a', 'level': 6, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 23, 'mf_new_dim': 3, 'num_forms': 3, 'plus_dim': 1, 'prim_orbit_index': 1, 'relative_dim': 3, 'sturm_bound': 22, 'trace_bound': 3, 'trace_display': [1024, 59049, 16153674, -1636375008], 'traces': [3, 1024, 59049, 3145728, 16153674, -60466176, -1636375008, 1073741824, 10460353203, 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6608212886879652649730914123776], 'weight': 22, '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: 2898
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '6.22.a.a', 'source_level': 6, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '6.22.a.a', 'target_level': 6, 'twist_class_label': '6.22.a.a', 'twist_class_level': 6, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 22}
  • id: 2899
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '6.22.a.a', 'source_level': 6, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '18.22.a.d', 'target_level': 18, 'twist_class_label': '6.22.a.a', 'twist_class_level': 6, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 22}
  • id: 2900
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '6.22.a.a', 'source_level': 6, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '48.22.a.c', 'target_level': 48, 'twist_class_label': '6.22.a.a', 'twist_class_level': 6, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 22}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 22975
    {'charpoly_factorization': [[[1024, 1], 1]], 'hecke_orbit_code': 369098758, 'p': 2}
  • id: 22976
    {'charpoly_factorization': [[[-59049, 1], 1]], 'hecke_orbit_code': 369098758, 'p': 3}
  • id: 22977
    {'charpoly_factorization': [[[-26444550, 1], 1]], 'hecke_orbit_code': 369098758, 'p': 5}
  • id: 22978
    {'charpoly_factorization': [[[-166115864, 1], 1]], 'hecke_orbit_code': 369098758, 'p': 7}
  • id: 22979
    {'charpoly_factorization': [[[104878761780, 1], 1]], 'hecke_orbit_code': 369098758, 'p': 11}
  • id: 22980
    {'charpoly_factorization': [[[-335591325758, 1], 1]], 'hecke_orbit_code': 369098758, 'p': 13}
  • id: 22981
    {'charpoly_factorization': [[[-14596144763634, 1], 1]], 'hecke_orbit_code': 369098758, 'p': 17}
  • id: 22982
    {'charpoly_factorization': [[[-3569529974996, 1], 1]], 'hecke_orbit_code': 369098758, 'p': 19}
  • id: 22983
    {'charpoly_factorization': [[[-222369240588600, 1], 1]], 'hecke_orbit_code': 369098758, 'p': 23}
  • id: 22984
    {'charpoly_factorization': [[[-2194109701319454, 1], 1]], 'hecke_orbit_code': 369098758, 'p': 29}
  • id: 22985
    {'charpoly_factorization': [[[8723627187590032, 1], 1]], 'hecke_orbit_code': 369098758, 'p': 31}
  • id: 22986
    {'charpoly_factorization': [[[-37470891663324758, 1], 1]], 'hecke_orbit_code': 369098758, 'p': 37}
  • id: 22987
    {'charpoly_factorization': [[[-86616741616565034, 1], 1]], 'hecke_orbit_code': 369098758, 'p': 41}
  • id: 22988
    {'charpoly_factorization': [[[-131416928813078444, 1], 1]], 'hecke_orbit_code': 369098758, 'p': 43}
  • id: 22989
    {'charpoly_factorization': [[[-339041180377015440, 1], 1]], 'hecke_orbit_code': 369098758, 'p': 47}
  • id: 22990
    {'charpoly_factorization': [[[1571494796445297834, 1], 1]], 'hecke_orbit_code': 369098758, 'p': 53}
  • id: 22991
    {'charpoly_factorization': [[[-5232984701774509020, 1], 1]], 'hecke_orbit_code': 369098758, 'p': 59}
  • id: 22992
    {'charpoly_factorization': [[[4788384962739867250, 1], 1]], 'hecke_orbit_code': 369098758, 'p': 61}
  • id: 22993
    {'charpoly_factorization': [[[15480328743911983516, 1], 1]], 'hecke_orbit_code': 369098758, 'p': 67}
  • id: 22994
    {'charpoly_factorization': [[[12930906477499746840, 1], 1]], 'hecke_orbit_code': 369098758, 'p': 71}
  • id: 22995
    {'charpoly_factorization': [[[44257184658687636502, 1], 1]], 'hecke_orbit_code': 369098758, 'p': 73}
  • id: 22996
    {'charpoly_factorization': [[[14888578935758942752, 1], 1]], 'hecke_orbit_code': 369098758, 'p': 79}
  • id: 22997
    {'charpoly_factorization': [[[-37085068910999181588, 1], 1]], 'hecke_orbit_code': 369098758, 'p': 83}
  • id: 22998
    {'charpoly_factorization': [[[105572017962561697542, 1], 1]], 'hecke_orbit_code': 369098758, 'p': 89}
  • id: 22999
    {'charpoly_factorization': [[[-1381092294370554379298, 1], 1]], 'hecke_orbit_code': 369098758, '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': 1, 'label': '6.22.a.a', 'level': 6, 'portrait': 'data:image/png;base64,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', 'weight': 22}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 15471000
    {'hecke_orbit_code': 369098758, 'n': 1, 'trace_an': 1}
  • id: 15471001
    {'hecke_orbit_code': 369098758, 'n': 2, 'trace_an': -1024}
  • id: 15471002
    {'hecke_orbit_code': 369098758, 'n': 3, 'trace_an': 59049}
  • id: 15471003
    {'hecke_orbit_code': 369098758, 'n': 4, 'trace_an': 1048576}
  • id: 15471004
    {'hecke_orbit_code': 369098758, 'n': 5, 'trace_an': 26444550}
  • id: 15471005
    {'hecke_orbit_code': 369098758, 'n': 6, 'trace_an': -60466176}
  • id: 15471006
    {'hecke_orbit_code': 369098758, 'n': 7, 'trace_an': 166115864}
  • id: 15471007
    {'hecke_orbit_code': 369098758, 'n': 8, 'trace_an': -1073741824}
  • id: 15471008
    {'hecke_orbit_code': 369098758, 'n': 9, 'trace_an': 3486784401}
  • id: 15471009
    {'hecke_orbit_code': 369098758, 'n': 10, 'trace_an': -27079219200}
  • id: 15471010
    {'hecke_orbit_code': 369098758, 'n': 11, 'trace_an': -104878761780}
  • id: 15471011
    {'hecke_orbit_code': 369098758, 'n': 12, 'trace_an': 61917364224}
  • id: 15471012
    {'hecke_orbit_code': 369098758, 'n': 13, 'trace_an': 335591325758}
  • id: 15471013
    {'hecke_orbit_code': 369098758, 'n': 14, 'trace_an': -170102644736}
  • id: 15471014
    {'hecke_orbit_code': 369098758, 'n': 15, 'trace_an': 1561524232950}
  • id: 15471015
    {'hecke_orbit_code': 369098758, 'n': 16, 'trace_an': 1099511627776}
  • id: 15471016
    {'hecke_orbit_code': 369098758, 'n': 17, 'trace_an': 14596144763634}
  • id: 15471017
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