Newform data - 64.16.a.i

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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': 0, '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': 9, 'hecke_orbit_code': 36028797287399488, '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.i', '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': 1367745231232035451, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.007', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.979', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.043', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.925', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.184', '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, 612786136081826, 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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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[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': 36028797287399488, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '64.16.a.i', '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: 55920
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '64.16.a.i', '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.b', 'twisting_char_orbit': 2, 'weight': 16}
  • id: 55921
    {'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '64.16.a.i', '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.h', 'twisting_char_orbit': 8, 'weight': 16}
  • id: 55922
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '64.16.a.i', '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.d', 'twisting_char_orbit': 4, 'weight': 16}
  • id: 55923
    {'conductor': 40, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '64.16.a.i', '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.f', 'twisting_char_orbit': 6, 'weight': 16}
  • id: 55924
    {'conductor': 40, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '64.16.a.i', '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.i', 'twisting_char_orbit': 9, 'weight': 16}
  • id: 55925
    {'conductor': 56, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '64.16.a.i', '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.h', 'twisting_char_orbit': 8, 'weight': 16}
  • id: 55926
    {'conductor': 56, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '64.16.a.i', '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.j', 'twisting_char_orbit': 10, 'weight': 16}
  • id: 55927
    {'conductor': 56, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '64.16.a.i', '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.p', 'twisting_char_orbit': 16, 'weight': 16}
  • id: 55928
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '64.16.a.i', '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': '4.b', 'twisting_char_orbit': 2, 'weight': 16}
  • id: 55929
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '64.16.a.i', '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': '1.a', 'twisting_char_orbit': 1, 'weight': 16}
  • id: 55930
    {'conductor': 88, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '64.16.a.i', '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.b', 'twisting_char_orbit': 2, 'weight': 16}
  • id: 55931
    {'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '64.16.a.i', '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.f', 'twisting_char_orbit': 6, 'weight': 16}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 208325
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 36028797287399488, 'p': 2}
  • id: 208326
    {'charpoly_factorization': [[[-3348, 1], 1]], 'hecke_orbit_code': 36028797287399488, 'p': 3}
  • id: 208327
    {'charpoly_factorization': [[[52110, 1], 1]], 'hecke_orbit_code': 36028797287399488, 'p': 5}
  • id: 208328
    {'charpoly_factorization': [[[-2822456, 1], 1]], 'hecke_orbit_code': 36028797287399488, 'p': 7}
  • id: 208329
    {'charpoly_factorization': [[[20586852, 1], 1]], 'hecke_orbit_code': 36028797287399488, 'p': 11}
  • id: 208330
    {'charpoly_factorization': [[[-190073338, 1], 1]], 'hecke_orbit_code': 36028797287399488, 'p': 13}
  • id: 208331
    {'charpoly_factorization': [[[-1646527986, 1], 1]], 'hecke_orbit_code': 36028797287399488, 'p': 17}
  • id: 208332
    {'charpoly_factorization': [[[1563257180, 1], 1]], 'hecke_orbit_code': 36028797287399488, 'p': 19}
  • id: 208333
    {'charpoly_factorization': [[[-9451116072, 1], 1]], 'hecke_orbit_code': 36028797287399488, 'p': 23}
  • id: 208334
    {'charpoly_factorization': [[[-36902568330, 1], 1]], 'hecke_orbit_code': 36028797287399488, 'p': 29}
  • id: 208335
    {'charpoly_factorization': [[[-71588483552, 1], 1]], 'hecke_orbit_code': 36028797287399488, 'p': 31}
  • id: 208336
    {'charpoly_factorization': [[[-1033652081554, 1], 1]], 'hecke_orbit_code': 36028797287399488, 'p': 37}
  • id: 208337
    {'charpoly_factorization': [[[-1641974018202, 1], 1]], 'hecke_orbit_code': 36028797287399488, 'p': 41}
  • id: 208338
    {'charpoly_factorization': [[[-492403109308, 1], 1]], 'hecke_orbit_code': 36028797287399488, 'p': 43}
  • id: 208339
    {'charpoly_factorization': [[[3410684952624, 1], 1]], 'hecke_orbit_code': 36028797287399488, 'p': 47}
  • id: 208340
    {'charpoly_factorization': [[[6797151655902, 1], 1]], 'hecke_orbit_code': 36028797287399488, 'p': 53}
  • id: 208341
    {'charpoly_factorization': [[[9858856815540, 1], 1]], 'hecke_orbit_code': 36028797287399488, 'p': 59}
  • id: 208342
    {'charpoly_factorization': [[[4931842626902, 1], 1]], 'hecke_orbit_code': 36028797287399488, 'p': 61}
  • id: 208343
    {'charpoly_factorization': [[[-28837826625364, 1], 1]], 'hecke_orbit_code': 36028797287399488, 'p': 67}
  • id: 208344
    {'charpoly_factorization': [[[-125050114914552, 1], 1]], 'hecke_orbit_code': 36028797287399488, 'p': 71}
  • id: 208345
    {'charpoly_factorization': [[[82171455513478, 1], 1]], 'hecke_orbit_code': 36028797287399488, 'p': 73}
  • id: 208346
    {'charpoly_factorization': [[[25413078694480, 1], 1]], 'hecke_orbit_code': 36028797287399488, 'p': 79}
  • id: 208347
    {'charpoly_factorization': [[[-281736730890468, 1], 1]], 'hecke_orbit_code': 36028797287399488, 'p': 83}
  • id: 208348
    {'charpoly_factorization': [[[-715618564776810, 1], 1]], 'hecke_orbit_code': 36028797287399488, 'p': 89}
  • id: 208349
    {'charpoly_factorization': [[[-612786136081826, 1], 1]], 'hecke_orbit_code': 36028797287399488, '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': 9, 'label': '64.16.a.i', 'level': 64, 'portrait': 'data:image/png;base64,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', 'weight': 16}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 51882745
    {'hecke_orbit_code': 36028797287399488, 'n': 1, 'trace_an': 1}
  • id: 51882746
    {'hecke_orbit_code': 36028797287399488, 'n': 2, 'trace_an': 0}
  • id: 51882747
    {'hecke_orbit_code': 36028797287399488, 'n': 3, 'trace_an': 3348}
  • id: 51882748
    {'hecke_orbit_code': 36028797287399488, 'n': 4, 'trace_an': 0}
  • id: 51882749
    {'hecke_orbit_code': 36028797287399488, 'n': 5, 'trace_an': -52110}
  • id: 51882750
    {'hecke_orbit_code': 36028797287399488, 'n': 6, 'trace_an': 0}
  • id: 51882751
    {'hecke_orbit_code': 36028797287399488, 'n': 7, 'trace_an': 2822456}
  • id: 51882752
    {'hecke_orbit_code': 36028797287399488, 'n': 8, 'trace_an': 0}
  • id: 51882753
    {'hecke_orbit_code': 36028797287399488, 'n': 9, 'trace_an': -3139803}
  • id: 51882754
    {'hecke_orbit_code': 36028797287399488, 'n': 10, 'trace_an': 0}
  • id: 51882755
    {'hecke_orbit_code': 36028797287399488, 'n': 11, 'trace_an': -20586852}
  • id: 51882756
    {'hecke_orbit_code': 36028797287399488, 'n': 12, 'trace_an': 0}
  • id: 51882757
    {'hecke_orbit_code': 36028797287399488, 'n': 13, 'trace_an': 190073338}
  • id: 51882758
    {'hecke_orbit_code': 36028797287399488, 'n': 14, 'trace_an': 0}
  • id: 51882759
    {'hecke_orbit_code': 36028797287399488, 'n': 15, 'trace_an': -174464280}
  • id: 51882760
    {'hecke_orbit_code': 36028797287399488, 'n': 16, 'trace_an': 0}
  • id: 51882761
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