Newform data - 75.22.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': 36300, 'analytic_conductor': 209.60800821529656, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [5, 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': [75, 1, [26, 52], [1, 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': [[2, [1728, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 369098827, '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': False, 'label': '75.22.a.a', 'level': 75, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5], 'level_radical': 15, 'minimal_twist': '3.22.a.b', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-12^{3}q^{2}+3^{10}q^{3}+888832q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '21.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '75.22.a', 'trace_display': [-1728, 59049, 0, -538429808], 'trace_hash': 1604309117525037048, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.047', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.974', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.128', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.898', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.361', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.644', 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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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[2751311050252102096286661057665634696], [1065681294875042458548267522051217110], [-2653271133536655996331434793469459318], [1168867189538968261209647439207774672], [1603804912074470961015776098532127540], [-2380105479909526263396707305974806954], [-1078289159934714523688521791717194358], [3955902681912590777019844245072465636], [-2450457449483806702607614251574547430], [3602667626126621871696423314810475572], [761120409873791831521563916395219000]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 369098827, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '75.22.a.a', 'level': 75, 'maxp': 2999, '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': [[[[3, -1], [5, -1]], 16, 2], [[[3, 1], [5, 1]], 15, 5], [[[3, 1], [5, -1]], 18, 2], [[[3, -1], [5, 1]], 17, 5]], 'ALdims': [15, 18, 17, 16], 'Nk2': 36300, 'analytic_conductor': 209.60800821529656, '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': [75, 1, [26, 52], [1, 1]], 'conrey_index': 1, 'cusp_dim': 204, 'dim': 66, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 369098827, 'hecke_orbit_dims': [1, 1, 1, 2, 3, 3, 3, 4, 6, 6, 8, 8, 10, 10], 'label': '75.22.a', 'level': 75, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5], 'level_radical': 15, 'mf_dim': 216, 'mf_new_dim': 66, 'num_forms': 14, 'plus_dim': 31, 'prim_orbit_index': 1, 'relative_dim': 66, 'sturm_bound': 220, 'trace_bound': 2, 'trace_display': [1598, 0, 0, 559598932], 'traces': [66, 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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: 66295
    {'conductor': 5, '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': False, 'source_label': '75.22.a.a', 'source_level': 75, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '3.22.a.b', 'target_level': 3, 'twist_class_label': '3.22.a.b', 'twist_class_level': 3, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 22}
  • id: 66296
    {'conductor': 15, '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': False, 'source_label': '75.22.a.a', 'source_level': 75, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '9.22.a.a', 'target_level': 9, 'twist_class_label': '3.22.a.b', 'twist_class_level': 3, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 22}
  • id: 66297
    {'conductor': 20, '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': False, 'source_label': '75.22.a.a', 'source_level': 75, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '48.22.a.d', 'target_level': 48, 'twist_class_label': '3.22.a.b', 'twist_class_level': 3, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 22}
  • id: 66298
    {'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': False, 'source_label': '75.22.a.a', 'source_level': 75, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '75.22.a.a', 'target_level': 75, 'twist_class_label': '3.22.a.b', 'twist_class_level': 3, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 22}
  • id: 66299
    {'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '75.22.a.a', 'source_level': 75, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '75.22.b.b', 'target_level': 75, 'twist_class_label': '3.22.a.b', 'twist_class_level': 3, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 22}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 238750
    {'charpoly_factorization': [[[1728, 1], 1]], 'hecke_orbit_code': 369098827, 'p': 2}
  • id: 238751
    {'charpoly_factorization': [[[-59049, 1], 1]], 'hecke_orbit_code': 369098827, 'p': 3}
  • id: 238752
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 369098827, 'p': 5}
  • id: 238753
    {'charpoly_factorization': [[[538429808, 1], 1]], 'hecke_orbit_code': 369098827, 'p': 7}
  • id: 238754
    {'charpoly_factorization': [[[64113040188, 1], 1]], 'hecke_orbit_code': 369098827, 'p': 11}
  • id: 238755
    {'charpoly_factorization': [[[-130980107986, 1], 1]], 'hecke_orbit_code': 369098827, 'p': 13}
  • id: 238756
    {'charpoly_factorization': [[[8242029723618, 1], 1]], 'hecke_orbit_code': 369098827, 'p': 17}
  • id: 238757
    {'charpoly_factorization': [[[-13492101753020, 1], 1]], 'hecke_orbit_code': 369098827, 'p': 19}
  • id: 238758
    {'charpoly_factorization': [[[-233184825844776, 1], 1]], 'hecke_orbit_code': 369098827, 'p': 23}
  • id: 238759
    {'charpoly_factorization': [[[2024562031123770, 1], 1]], 'hecke_orbit_code': 369098827, 'p': 29}
  • id: 238760
    {'charpoly_factorization': [[[6869194988701768, 1], 1]], 'hecke_orbit_code': 369098827, 'p': 31}
  • id: 238761
    {'charpoly_factorization': [[[3443998107027638, 1], 1]], 'hecke_orbit_code': 369098827, 'p': 37}
  • id: 238762
    {'charpoly_factorization': [[[21842403084625158, 1], 1]], 'hecke_orbit_code': 369098827, 'p': 41}
  • id: 238763
    {'charpoly_factorization': [[[-71792816814133756, 1], 1]], 'hecke_orbit_code': 369098827, 'p': 43}
  • id: 238764
    {'charpoly_factorization': [[[283544719418655648, 1], 1]], 'hecke_orbit_code': 369098827, 'p': 47}
  • id: 238765
    {'charpoly_factorization': [[[-2172285419049898146, 1], 1]], 'hecke_orbit_code': 369098827, 'p': 53}
  • id: 238766
    {'charpoly_factorization': [[[-1534831476719068260, 1], 1]], 'hecke_orbit_code': 369098827, 'p': 59}
  • id: 238767
    {'charpoly_factorization': [[[-4311589520797626062, 1], 1]], 'hecke_orbit_code': 369098827, 'p': 61}
  • id: 238768
    {'charpoly_factorization': [[[9243910904037307868, 1], 1]], 'hecke_orbit_code': 369098827, 'p': 67}
  • id: 238769
    {'charpoly_factorization': [[[20387361256404760728, 1], 1]], 'hecke_orbit_code': 369098827, 'p': 71}
  • id: 238770
    {'charpoly_factorization': [[[16617754439328636074, 1], 1]], 'hecke_orbit_code': 369098827, 'p': 73}
  • id: 238771
    {'charpoly_factorization': [[[-67940304745507627880, 1], 1]], 'hecke_orbit_code': 369098827, 'p': 79}
  • id: 238772
    {'charpoly_factorization': [[[39503732340682314684, 1], 1]], 'hecke_orbit_code': 369098827, 'p': 83}
  • id: 238773
    {'charpoly_factorization': [[[-41611676186839694490, 1], 1]], 'hecke_orbit_code': 369098827, 'p': 89}
  • id: 238774
    {'charpoly_factorization': [[[57181473208903260098, 1], 1]], 'hecke_orbit_code': 369098827, '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': '75.22.a.a', 'level': 75, '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: 15540000
    {'hecke_orbit_code': 369098827, 'n': 1, 'trace_an': 1}
  • id: 15540001
    {'hecke_orbit_code': 369098827, 'n': 2, 'trace_an': -1728}
  • id: 15540002
    {'hecke_orbit_code': 369098827, 'n': 3, 'trace_an': 59049}
  • id: 15540003
    {'hecke_orbit_code': 369098827, 'n': 4, 'trace_an': 888832}
  • id: 15540004
    {'hecke_orbit_code': 369098827, 'n': 5, 'trace_an': 0}
  • id: 15540005
    {'hecke_orbit_code': 369098827, 'n': 6, 'trace_an': -102036672}
  • id: 15540006
    {'hecke_orbit_code': 369098827, 'n': 7, 'trace_an': -538429808}
  • id: 15540007
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