Newform data - 64.16.a.c

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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': 16384, 'analytic_conductor': 91.32384326394906, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -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': [64, 1, [63, 5], [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, [3348, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007199523176512, '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': '64.16.a.c', 'level': 64, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'minimal_twist': '1.16.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-3348q^{3}-52110q^{5}-2822456q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '15.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '64.16.a', 'trace_display': [0, -3348, -52110, -2822456], 'trace_hash': 1966280491229566570, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.979', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.925', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.708', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [1, 0, -3348, 0, -52110, 0, -2822456, 0, -3139803, 0, 20586852, 0, 190073338, 0, 174464280, 0, 1646527986, 0, 1563257180, 0, 9449582688, 0, -9451116072, 0, -27802126025, 0, 58552201080, 0, 36902568330, 0, -71588483552, 0, -68924780496, 0, 147078182160, 0, 1033652081554, 0, -636365535624, 0, 1641974018202, 0, -492403109308, 0, 163615134330, 0, 3410684952624, 0, 3218696361993, 0, -5512575697128, 0, -6797151655902, 0, -1072780857720, 0, -5233785038640, 0, 9858856815540, 0, -4931842626902, 0, 8861955816168, 0, -9904721643180, 0, -28837826625364, 0, 31642336609056, 0, -125050114914552, 0, -82171455513478, 0, 93081517931700, 0, -58105483948512, 0, 25413078694480, 0, -150980027970519, 0, -281736730890468, 0, -85800573350460, 0, -123549798768840, 0, 715618564776810, 0, -536473633278128, 0, 239678242932096, 0, -81461331649800, 0, 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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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[106248049916955874066732266], [114806401333614835001796690], [114226039692030816860596648], [-132922876845383189298597926], [-9999563733330085703759598], [48194574868882764403933052], [-78964740748886536814387220], [-100216983089155384615579918], [-58030383597785592261736446], [109163164974102409174977492], [92218732575129836034626252], [-91911836817071789304981094], [-74714446405573219425033702], [90014657668184470410780480], [-78308033168109747816123896], [61864681826543209952757426], [-31601048639734637035973352], [27617924523920183325828810], [-14563297960665626937168686], [100735998678618063423510384], [-150280794692641453202924940], [62773305742099719176844602], [-96438512511054845855760006], [35359915937628267526722012], [104278307144923070397401130], [-167333566674919234846949548], [-23259996689423944267902600]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 9007199523176512, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '64.16.a.c', 'level': 64, 'maxp': 2999, 'weight': 16}
• 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

  
  {'ALdims': [15, 14], 'ALdims_eis_new': [1, 1], 'ALdims_eis_old': [5, 5], 'ALdims_old': [43, 42], 'Nk2': 16384, 'analytic_conductor': 91.32384326394906, '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': [64, 1, [63, 5], [1, 1]], 'conrey_index': 1, 'cusp_dim': 114, 'dim': 29, 'eis_dim': 12, 'eis_new_dim': 2, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 268435520, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 4, 4, 4], 'label': '64.16.a', 'level': 64, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'mf_dim': 126, 'mf_new_dim': 31, 'num_forms': 17, 'plus_dim': 15, 'prim_orbit_index': 1, 'relative_dim': 29, 'sturm_bound': 128, 'trace_bound': 3, 'trace_display': [0, 0, 2, 0], 'traces': [29, 0, 0, 0, 2, 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0, 0, 0, -747840416284378251036, 0, 0, 0, -508593804494750213726, 0, 0, 0, 88051381406673664768, 0, 0, 0, -816915759610025783222, 0, 0, 0, -1187725482514652053696, 0, 0, 0, -15845914575445275612, 0, 0, 0, 936562248189385549250, 0, 0, 0, 205487457898414616064, 0, 0, 0, 1313512369885067002170, 0, 0, 0, -2349902361675149330880, 0, 0, 0, 71577786641762037300, 0, 0, 0, -528202286893346381568, 0, 0, 0, -194282518639842202198, 0, 0, 0, 2573690002392293713728, 0, 0, 0, 674490499099004738258, 0, 0, 0, 3801994671961581820922, 0, 0, 0, -3406671566816706659200, 0, 0, 0, -1946130639341238044574, 0, 0, 0, 2880560066683510768450, 0, 0, 0, -137167651406232592000, 0, 0, 0, 1073046253769501994793, 0, 0, 0, 2472293406463276794244, 0, 0, 0, 982643884214784297824, 0, 0, 0, -2355634949365746308998, 0, 0, 0, 4009372860838151547146, 0, 0, 0, -2903183696373868198592, 0, 0, 0, -5737269186023983778208, 0, 0, 0, -3631016881442552007670, 0, 0, 0, -2007685173436739264758, 0, 0, 0, 5362333647047944043922, 0, 0, 0, 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106035677231803636363648, 0, 0, 0, -19787567073883410144476, 0, 0, 0, -54966870972777842127564, 0, 0, 0, 44711565817847693009130, 0, 0, 0, 1785087533832263205664, 0, 0, 0, 35372636588099575865664, 0, 0, 0, -50242287508410812912544, 0, 0, 0, -23861155706823970669650, 0, 0, 0, -62033378932848356264470, 0, 0, 0, -120809994180421971133248, 0, 0, 0, 35857600938683793952322, 0, 0, 0, 51500720960238817192042, 0, 0, 0, -32165257144942849414912, 0, 0, 0, 140674185692331158909092, 0, 0, 0, 85126486977762266226626, 0, 0, 0, -41868348321790622773696, 0, 0, 0, 62955179359870778119613, 0, 0, 0, -143417299233730307623516, 0, 0, 0, -68683251400570595566400, 0, 0, 0, -48635689044069102515776, 0, 0, 0, 53693729433064979147194, 0, 0, 0, 135057719026195178986674, 0, 0, 0, -207941024033764311947436, 0, 0, 0, -12711694028146308182208, 0, 0, 0, -74014299082378922392928, 0, 0, 0, -70525841627594581788862, 0, 0, 0], 'weight': 16, '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: 55876
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '64.16.a.c', 'source_level': 64, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '1.16.a.a', 'target_level': 1, 'twist_class_label': '1.16.a.a', 'twist_class_level': 1, 'twisting_char_label': '8.d', 'twisting_char_orbit': 4, 'weight': 16}
  • id: 55877
    {'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '64.16.a.c', 'source_level': 64, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '9.16.a.a', 'target_level': 9, 'twist_class_label': '1.16.a.a', 'twist_class_level': 1, 'twisting_char_label': '24.f', 'twisting_char_orbit': 6, 'weight': 16}
  • id: 55878
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '64.16.a.c', 'source_level': 64, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '16.16.a.d', 'target_level': 16, 'twist_class_label': '1.16.a.a', 'twist_class_level': 1, 'twisting_char_label': '8.b', 'twisting_char_orbit': 2, 'weight': 16}
  • id: 55879
    {'conductor': 40, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '64.16.a.c', 'source_level': 64, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '25.16.a.a', 'target_level': 25, 'twist_class_label': '1.16.a.a', 'twist_class_level': 1, 'twisting_char_label': '40.e', 'twisting_char_orbit': 5, 'weight': 16}
  • id: 55880
    {'conductor': 40, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '64.16.a.c', 'source_level': 64, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '25.16.b.a', 'target_level': 25, 'twist_class_label': '1.16.a.a', 'twist_class_level': 1, 'twisting_char_label': '40.k', 'twisting_char_orbit': 11, 'weight': 16}
  • id: 55881
    {'conductor': 56, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '64.16.a.c', 'source_level': 64, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '49.16.a.a', 'target_level': 49, 'twist_class_label': '1.16.a.a', 'twist_class_level': 1, 'twisting_char_label': '56.e', 'twisting_char_orbit': 5, 'weight': 16}
  • id: 55882
    {'conductor': 56, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '64.16.a.c', 'source_level': 64, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '49.16.c.b', 'target_level': 49, 'twist_class_label': '1.16.a.a', 'twist_class_level': 1, 'twisting_char_label': '56.m', 'twisting_char_orbit': 13, 'weight': 16}
  • id: 55883
    {'conductor': 56, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '64.16.a.c', 'source_level': 64, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '49.16.c.c', 'target_level': 49, 'twist_class_label': '1.16.a.a', 'twist_class_level': 1, 'twisting_char_label': '56.k', 'twisting_char_orbit': 11, 'weight': 16}
  • id: 55884
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '64.16.a.c', 'source_level': 64, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '64.16.a.c', 'target_level': 64, 'twist_class_label': '1.16.a.a', 'twist_class_level': 1, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 16}
  • id: 55885
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '64.16.a.c', 'source_level': 64, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '64.16.a.i', 'target_level': 64, 'twist_class_label': '1.16.a.a', 'twist_class_level': 1, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 16}
  • id: 55886
    {'conductor': 88, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '64.16.a.c', 'source_level': 64, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '121.16.a.a', 'target_level': 121, 'twist_class_label': '1.16.a.a', 'twist_class_level': 1, 'twisting_char_label': '88.g', 'twisting_char_orbit': 7, 'weight': 16}
  • id: 55887
    {'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '64.16.a.c', 'source_level': 64, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '144.16.a.f', 'target_level': 144, 'twist_class_label': '1.16.a.a', 'twist_class_level': 1, 'twisting_char_label': '24.h', 'twisting_char_orbit': 8, 'weight': 16}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 208250
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 9007199523176512, 'p': 2}
  • id: 208251
    {'charpoly_factorization': [[[3348, 1], 1]], 'hecke_orbit_code': 9007199523176512, 'p': 3}
  • id: 208252
    {'charpoly_factorization': [[[52110, 1], 1]], 'hecke_orbit_code': 9007199523176512, 'p': 5}
  • id: 208253
    {'charpoly_factorization': [[[2822456, 1], 1]], 'hecke_orbit_code': 9007199523176512, 'p': 7}
  • id: 208254
    {'charpoly_factorization': [[[-20586852, 1], 1]], 'hecke_orbit_code': 9007199523176512, 'p': 11}
  • id: 208255
    {'charpoly_factorization': [[[-190073338, 1], 1]], 'hecke_orbit_code': 9007199523176512, 'p': 13}
  • id: 208256
    {'charpoly_factorization': [[[-1646527986, 1], 1]], 'hecke_orbit_code': 9007199523176512, 'p': 17}
  • id: 208257
    {'charpoly_factorization': [[[-1563257180, 1], 1]], 'hecke_orbit_code': 9007199523176512, 'p': 19}
  • id: 208258
    {'charpoly_factorization': [[[9451116072, 1], 1]], 'hecke_orbit_code': 9007199523176512, 'p': 23}
  • id: 208259
    {'charpoly_factorization': [[[-36902568330, 1], 1]], 'hecke_orbit_code': 9007199523176512, 'p': 29}
  • id: 208260
    {'charpoly_factorization': [[[71588483552, 1], 1]], 'hecke_orbit_code': 9007199523176512, 'p': 31}
  • id: 208261
    {'charpoly_factorization': [[[-1033652081554, 1], 1]], 'hecke_orbit_code': 9007199523176512, 'p': 37}
  • id: 208262
    {'charpoly_factorization': [[[-1641974018202, 1], 1]], 'hecke_orbit_code': 9007199523176512, 'p': 41}
  • id: 208263
    {'charpoly_factorization': [[[492403109308, 1], 1]], 'hecke_orbit_code': 9007199523176512, 'p': 43}
  • id: 208264
    {'charpoly_factorization': [[[-3410684952624, 1], 1]], 'hecke_orbit_code': 9007199523176512, 'p': 47}
  • id: 208265
    {'charpoly_factorization': [[[6797151655902, 1], 1]], 'hecke_orbit_code': 9007199523176512, 'p': 53}
  • id: 208266
    {'charpoly_factorization': [[[-9858856815540, 1], 1]], 'hecke_orbit_code': 9007199523176512, 'p': 59}
  • id: 208267
    {'charpoly_factorization': [[[4931842626902, 1], 1]], 'hecke_orbit_code': 9007199523176512, 'p': 61}
  • id: 208268
    {'charpoly_factorization': [[[28837826625364, 1], 1]], 'hecke_orbit_code': 9007199523176512, 'p': 67}
  • id: 208269
    {'charpoly_factorization': [[[125050114914552, 1], 1]], 'hecke_orbit_code': 9007199523176512, 'p': 71}
  • id: 208270
    {'charpoly_factorization': [[[82171455513478, 1], 1]], 'hecke_orbit_code': 9007199523176512, 'p': 73}
  • id: 208271
    {'charpoly_factorization': [[[-25413078694480, 1], 1]], 'hecke_orbit_code': 9007199523176512, 'p': 79}
  • id: 208272
    {'charpoly_factorization': [[[281736730890468, 1], 1]], 'hecke_orbit_code': 9007199523176512, 'p': 83}
  • id: 208273
    {'charpoly_factorization': [[[-715618564776810, 1], 1]], 'hecke_orbit_code': 9007199523176512, 'p': 89}
  • id: 208274
    {'charpoly_factorization': [[[-612786136081826, 1], 1]], 'hecke_orbit_code': 9007199523176512, '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': 3, 'label': '64.16.a.c', 'level': 64, 'portrait': 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', 'weight': 16}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 29352637
    {'hecke_orbit_code': 9007199523176512, 'n': 1, 'trace_an': 1}
  • id: 29352638
    {'hecke_orbit_code': 9007199523176512, 'n': 2, 'trace_an': 0}
  • id: 29352639
    {'hecke_orbit_code': 9007199523176512, 'n': 3, 'trace_an': -3348}
  • id: 29352640
    {'hecke_orbit_code': 9007199523176512, 'n': 4, 'trace_an': 0}
  • id: 29352641
    {'hecke_orbit_code': 9007199523176512, 'n': 5, 'trace_an': -52110}
  • id: 29352642
    {'hecke_orbit_code': 9007199523176512, 'n': 6, 'trace_an': 0}
  • id: 29352643
    {'hecke_orbit_code': 9007199523176512, 'n': 7, 'trace_an': -2822456}
  • id: 29352644
    {'hecke_orbit_code': 9007199523176512, 'n': 8, 'trace_an': 0}
  • id: 29352645
    {'hecke_orbit_code': 9007199523176512, 'n': 9, 'trace_an': -3139803}
  • id: 29352646
    {'hecke_orbit_code': 9007199523176512, 'n': 10, 'trace_an': 0}
  • id: 29352647
    {'hecke_orbit_code': 9007199523176512, 'n': 11, 'trace_an': 20586852}
  • id: 29352648
    {'hecke_orbit_code': 9007199523176512, 'n': 12, 'trace_an': 0}
  • id: 29352649
    {'hecke_orbit_code': 9007199523176512, 'n': 13, 'trace_an': 190073338}
  • id: 29352650
    {'hecke_orbit_code': 9007199523176512, 'n': 14, 'trace_an': 0}
  • id: 29352651
    {'hecke_orbit_code': 9007199523176512, 'n': 15, 'trace_an': 174464280}
  • id: 29352652
    {'hecke_orbit_code': 9007199523176512, 'n': 16, 'trace_an': 0}
  • id: 29352653
    {'hecke_orbit_code': 9007199523176512, 'n': 17, 'trace_an': 1646527986}
  • id: 29352654
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