Newform data - 5.33.c.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': 5445, 'analytic_conductor': 32.43332757112427, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 5, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 4, 'char_parity': -1, 'char_values': [5, 4, [2], [1]], 'cm_discs': [], 'conrey_index': 2, 'conrey_indexes': [2, 3], 'dim': 30, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 137992601605, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 5, 3, -1, 4, 0]], 'is_cm': False, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '5.33.c.a', 'level': 5, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [5], 'level_radical': 5, 'minimal_twist': '5.33.c.a', 'prim_orbit_index': 3, 'related_objects': [], 'relative_dim': 15, 'rm_discs': [], 'sato_tate_group': '32.2.3.c4', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '5.33.c', 'trace_display': [-2, -2792232, 229266409900, 21807690136848], 'traces': [30, -2, -2792232, 0, 229266409900, -645476451240, 21807690136848, 340768936037220, 0, -17555754485145450, -60908362837533640, 444566273630869608, 649759187023107138, 0, 6285624407445962400, -46108906958970522120, -218107661739005884502, 240407468159884203858, 0, -3053538044199826052700, 4549905652154594876760, -11386561172247365212944, 13896091629970965206008, 0, 35772470267692728866250, -23129486500762683557740, 176388356775702789525960, 59665474478272755491112, 0, 1233340129583886997444800, -1285786827516670637255040, 3122517776856150857591368, -1644615516923295701112504, 0, -818578197767771892231200, 31947551193266858523505980, -126275105375668809211002, 57601564734016178366855880, 0, 211125410957683032210619500, -155417315271390260892986440, 797836438482097707185724336, -545147034084978191886568152, 0, 1085165439164371861108713450, 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• label 5.33.c.a does not appear in mf_hecke_nf
• 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': 5445, 'analytic_conductor': 32.43332757112427, 'char_conductor': 5, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 4, 'char_parity': -1, 'char_values': [5, 4, [2], [1]], 'conrey_index': 2, 'cusp_dim': 30, 'dim': 30, 'eis_dim': 4, 'eis_new_dim': 4, 'hecke_orbit_code': 137992601605, 'hecke_orbit_dims': [30], 'label': '5.33.c', 'level': 5, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [5], 'level_radical': 5, 'mf_dim': 34, 'mf_new_dim': 34, 'num_forms': 1, 'prim_orbit_index': 3, 'relative_dim': 15, 'sturm_bound': 16, 'trace_bound': 0, 'trace_display': [-2, -2792232, 229266409900, 21807690136848], 'traces': [30, -2, -2792232, 0, 229266409900, -645476451240, 21807690136848, 340768936037220, 0, -17555754485145450, -60908362837533640, 444566273630869608, 649759187023107138, 0, 6285624407445962400, -46108906958970522120, -218107661739005884502, 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• 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: 2299
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 3, 'source_dim': 30, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '5.33.c.a', 'source_level': 5, 'target_char_orbit': 3, 'target_dim': 30, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '5.33.c.a', 'target_level': 5, 'twist_class_label': '5.33.c.a', 'twist_class_level': 5, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 33}
  • id: 2300
    {'conductor': 5, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 30, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '5.33.c.a', 'source_level': 5, 'target_char_orbit': 3, 'target_dim': 30, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '5.33.c.a', 'target_level': 5, 'twist_class_label': '5.33.c.a', 'twist_class_level': 5, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 33}
  • id: 2301
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 30, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '5.33.c.a', 'source_level': 5, 'target_char_orbit': 3, 'target_dim': 30, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '25.33.c.b', 'target_level': 25, 'twist_class_label': '5.33.c.a', 'twist_class_level': 5, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 33}
  • id: 2302
    {'conductor': 5, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 30, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '5.33.c.a', 'source_level': 5, 'target_char_orbit': 3, 'target_dim': 30, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '25.33.c.b', 'target_level': 25, 'twist_class_label': '5.33.c.a', 'twist_class_level': 5, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 33}
• hecke_orbit_code 137992601605 does not appear in mf_hecke_charpolys
• mf_newform_portraits •

  Column	Type
  char_orbit_index	smallint
  hecke_orbit	integer
  label	text
  level	integer
  portrait	text
  weight	smallint

  
  {'char_orbit_index': 3, 'hecke_orbit': 1, 'label': '5.33.c.a', 'level': 5, 'portrait': 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', 'weight': 33}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 24608000
    {'hecke_orbit_code': 137992601605, 'n': 1, 'trace_an': 30}
  • id: 24608001
    {'hecke_orbit_code': 137992601605, 'n': 2, 'trace_an': -2}
  • id: 24608002
    {'hecke_orbit_code': 137992601605, 'n': 3, 'trace_an': -2792232}
  • id: 24608003
    {'hecke_orbit_code': 137992601605, 'n': 4, 'trace_an': 0}
  • id: 24608004
    {'hecke_orbit_code': 137992601605, 'n': 5, 'trace_an': 229266409900}
  • id: 24608005
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