Newform data - 1690.2.a.q

Formats: - HTML - YAML - JSON - 2025-12-08T06:13:31.990226

• 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': 6760, 'analytic_conductor': 13.494717941596384, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [5, -1], [13, -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': [1690, 1, [677, 171], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 3, 'field_disc': 49, 'field_disc_factorization': [[7, 2]], 'field_poly': [1, -2, -1, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': True, 'field_poly_root_of_unity': 14, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[3, [1, -2, -1, 1]], [7, [1, 6, 5, 1]], [11, [-8, -4, 4, 1]], [31, [-344, -44, 8, 1]]], 'hecke_orbit': 17, 'hecke_orbit_code': 72057594071484058, 'hecke_ring_generator_nbound': 3, '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': True, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '1690.2.a.q', 'level': 1690, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5, 13], 'level_radical': 130, 'minimal_twist': '1690.2.a.q', 'nf_label': '3.3.49.1', 'prim_orbit_index': 1, 'qexp_display': 'q-q^{2}+\\beta _{1}q^{3}+q^{4}+q^{5}-\\beta _{1}q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 3, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '1690.2.a', 'trace_display': [-3, 1, 3, -5], 'trace_hash': 1583066354335101950, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.860', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '23.351', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '281.884', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.009', 'prec': 17}, 'traces': [3, -3, 1, 3, 3, -1, -5, -3, -4, -3, -4, 1, 0, 5, 1, 3, 10, 4, -8, 3, -4, 4, -3, -1, 3, 0, -2, -5, 3, -1, -8, -3, -6, -10, -5, -4, -8, 8, 0, -3, -11, 4, -1, -4, -4, 3, -15, 1, -8, -3, -6, 0, 4, 2, -4, 5, -12, -3, -24, 1, -15, 8, 9, 3, 0, 6, -5, 10, 6, 5, -32, 4, 26, 8, 1, -8, 2, 0, 2, 3, -5, 11, -7, -4, 10, 1, 1, 4, 17, 4, 0, -3, 16, 15, -8, -1, 6, 8, -4, 3, -17, 6, 19, 0, -4, -4, -16, -2, -9, 4, -12, -5, -4, 12, -3, 3, 0, 24, -12, -1, -9, 15, 22, -8, 3, -9, -1, -3, -12, 0, -22, -6, 18, 5, -2, -10, -18, -6, -20, -5, -26, 32, 0, -4, 3, -26, 2, -8, -3, -1, 26, 8, -18, -2, -8, 0, -2, -2, -8, -3, -16, 5, -3, -11, -6, 7, -15, 4, 0, -10, 6, -1, 2, -1, -5, -4, -22, -17, -6, -4, -29, 0, -26, 3, -8, 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24, -76, -75, -104, -8, -8, 0, 19, -8, 72, -10, 18, -6, 24, -4, -8, -12, 0, 46, 0, -12, -151, -48, 77, -3, 18, -40, 88, 26, -43, 8, 38, 0, -60, 24, 10, -22, -26, -82, 36, -1, -9, -9, 68, 29, 0, 66, 49, -18, -108, -29, -28, 30, 82, 116, -3, 26, -20, 0, -24, -9, -33, 22, -139, 8, 6, 46, 114, -21, -48, 5, 0, 8, -28, -88, 43, -4, -104, 158, 14, 15, 3, -72, 14, 0, -15, -87, 157, -18, 144, 8, 18, 26, -14, -34, 12, 11, 0, 15, 90, 22, 72, -36, -4, -2, 10, -80, -37, -42, -56, 0, -2, -32, 110, 44, -4, 0, 72, -46, -80, -8, -15, -40, 0, -40, 44, -52, 59, 50, 12, -21, -6, 16, -58, 22, 32, 0, 146, 55, 58, 3, 27, -8, 25, -8, 16, 18, 156, 44, 0, 40, -108, -2, 52, 52, -11, -8, -104, -14, 42, -9, 61, 0, -21, -4, -17, -17, 19, -2, -51, -32, -26, -32, -66, 10, 0, 34, 22, -80, 22, -1, -16, -202, -15, -8, -1, -18, 55, 0, -47, 6, 48, -10, 40, 22, -62, 38, 44, -106, 12, -3, 0, -41, 40, 85, 38, 21, 12, -32, -76, -24, 18, -44, 0, 0, 19, -16, -34, -1, 40, -12, -60, 106, -103, 8, 48, -74, 0, 12, 33, -4, -92, 5, 48, 0, 24, 60, -132, -26, 46, 0, -20, -77, -64, -8, -45, 5, -88, -3, -38, 11, -138, -94, 0, -119, -11, 10, -60, 12, -158, -22, -101, -26, 110, -11, -4, 0, 104, -30, -64, -5, 56, -32, -62, 2, -64, 14, -32, -26, 0, -6, 16, 75, -30, -51, 32, 25, -31, -28, 64, -4, 64, 0, 60, 61, 18, 7, 80, 1, 124, 18, 0, 0, -85, 8, 0, 2, 41, 32, 68, 6, 2, -15, 44, -84, -16, -7, 156, 0, 130, 5, -4, 17, -135, 6, -30, 12, 35, 4, -69, -37, 0, 74, -108, 9, 34, -32, -26, -76, -200, -2, -88, 66, -92, 0, 21, 90, -47, 98, -45, 0, 118, 20, 156, -38, -12, -38, 0, 16, -102, -10, 32, -43, -114, -47, -9, 8, 16, 36, 29, 0, 64, -41, -14, 5, 53, 6, -58, 15, 0, -18, -11, -54, 0, -32, 27, -6, 128, -35, -154, 4, 6, -1, -78, -2, -8, 0, -8, -54, 62, -6, -12, 21, 17, 12, 20, -20, -35, 2, 0, -40, 18, 16, 190, 116, -12, -5, 100, -40, -72, -20, -113, 0, -19, -1, 24, -52, 102, -88, 63, -34, 224, -14, 46, -34, 0, -66, -74, -6, 6, -5, -2, 4, -88, 9, 8, 104, 113, 0, 89, 23, 16, 40, 20, -9, -23, -4, -20, 19, -20, -26, 0, 70, 90, -4, -4, -12, 80, 26, -155, 29, -48, -22, 20, 0, -8, 49, 86, -16, -92, 32, -108, -20, -139, 30, 39, 45, 0, -17, -80, 12, 38, -34, 36, 77, -8, 4, -48, 139, 96, 0, -165, -58, 61, -6, -28, 4, 152, 16, -144, -23, -18, -8, 0, -36, -3, 28, -32, -88, 16, -4, 81, -48, 29, -55, -60, 0, -41, 17, -120, -1, 78, -58, -58, 83, 44, -29, -20, -61, 0, 3, -136, -40, 7, -25, -28, -40, 20, -15, 15, -44, 108, 0, 100, 58, -52, 32, 78, 84, 8, -26, -76, 86, -136, 20, 0, 24, 73, -26, -10, -24, 72, 56, 106, -25, -25, -47, -76, 0, -34, 2, -40, -80, -1, 3, -16, 10, 48, -40, -97, 24, 0, -45, -2, -76, -8, -18, 110, -8, -82, -8, -31, 39, 229, 0, -6, 60, 40, -26, 19, -12, 22, -109, 110, -51, -12, -16, 0, -15, -14, -3, -28, -38, 80, -80, 26, -6, 40, -7, -51, 0, -38, -4, -2, -62, -22, 8, 116, 26, 74, -1], 'weight': 2, 'weight_parity': 1}
• 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

  
  {'an': [[1, 0, 0], [-1, 0, 0], [0, 1, 0], [1, 0, 0], [1, 0, 0], [0, -1, 0], [-1, -1, 1], [-1, 0, 0], [-1, 0, 1], [-1, 0, 0], [-2, 0, -2], [0, 1, 0], [0, 0, 0], [1, 1, -1], [0, 1, 0], [1, 0, 0], [4, -2, 0], [1, 0, -1], [-2, -2, 0], [1, 0, 0], [-1, -1, 0], [2, 0, 2], [-4, 4, -5], [0, -1, 0], [1, 0, 0], [0, 0, 0], [1, -4, 1], [-1, -1, 1], [0, 1, -2], [0, -1, 0], [-2, 2, 4], [-1, 0, 0], [-2, -2, -2], [-4, 2, 0], [-1, -1, 1], [-1, 0, 1], [-4, 0, -4], [2, 2, 0], [0, 0, 0], [-1, 0, 0], [-3, 3, 5], [1, 1, 0], [2, -4, 3], [-2, 0, -2], [-1, 0, 1], [4, -4, 5], [-4, -4, -1], [0, 1, 0], [-5, 3, -4], [-1, 0, 0], [-4, 4, -2], [0, 0, 0], [6, -6, 8], [-1, 4, -1], [-2, 0, -2], [1, 1, -1], [-4, -2, -2], [0, -1, 2], [-8, -2, -2], [0, 1, 0], [-1, -7, 5], [2, -2, -4], [1, 2, -4], [1, 0, 0], [0, 0, 0], [2, 2, 2], [2, -4, 7], [4, -2, 0], [3, -4, -1], [1, 1, -1], [-12, 2, -2], [1, 0, -1], [6, 6, -2], [4, 0, 4], [0, 1, 0], [-2, -2, 0], [2, 0, 4], [0, 0, 0], [4, -2, 8], [1, 0, 0], [-4, 1, -6], [3, -3, -5], [-8, 9, -8], [-1, -1, 0], [4, -2, 0], [-2, 4, -3], [0, 0, -1], [2, 0, 2], [12, -8, 11], [1, 0, -1], [0, 0, 0], [-4, 4, -5], [8, -2, 6], [4, 4, 1], [-2, -2, 0], [0, -1, 0], [-2, 10, -2], [5, -3, 4], [0, -2, 2], [1, 0, 0]], 'ap': [[-1, 0, 0], [0, 1, 0], [1, 0, 0], [-1, -1, 1], [-2, 0, -2], [0, 0, 0], [4, -2, 0], [-2, -2, 0], [-4, 4, -5], [0, 1, -2], [-2, 2, 4], [-4, 0, -4], [-3, 3, 5], [2, -4, 3], [-4, -4, -1], [6, -6, 8], [-8, -2, -2], [-1, -7, 5], [2, -4, 7], [-12, 2, -2], [6, 6, -2], [4, -2, 8], [-8, 9, -8], [12, -8, 11], [-2, 10, -2], [-6, 0, -1], [3, 7, -3], [-8, 8, 0], [-7, 3, -9], [-2, -2, -4], [3, -9, 1], [-12, 8, -6], [-6, 8, 8], [-12, 8, -8], [-8, 11, -10], [6, 8, 0], [6, -12, 8], [4, -7, 8], [-3, 1, 7], [-2, 6, -2], [-6, 0, -12], [-18, 8, -17], [4, -12, 14], [2, 10, -4], [-6, -2, 4], [-4, 2, 10], [-4, -8, 6], [12, -3, -2], [0, -3, -16], [12, -7, -6], [-2, -16, 8], [0, 0, 8], [12, -12, -5], [-16, 10, 2], [8, -8, -8], [1, 5, 3], [12, 3, 2], [-4, 10, -2], [4, 18, -10], [-16, 5, -20], [-12, 7, 0], [0, 16, -8], [0, -7, 4], [-24, 6, -16], [2, 0, -2], [-10, -4, 0], [16, -10, 10], [18, -12, 10], [-4, 17, 0], [10, -8, 8], [2, 0, 2], [12, -22, 6], [16, 5, 6], [26, 0, -2], [-4, -10, 0], [-8, 1, -10], [22, -4, -5], [-8, 16, -12], [-5, -15, 7], [15, -7, 27], [6, -18, 16], [20, -11, 26], [-14, 24, -16], [6, -4, 20], [8, 2, -10], [-12, 7, -12], [-8, 3, -8], [-2, 12, -2], [-18, 8, -1], [16, 0, 12], [-10, -4, 13], [0, 8, -2], [16, -16, -11], [20, -18, 30], [0, 18, -14], [5, -3, 23], [0, -3, -2], [-12, -4, 5], [-6, 0, -7], [-4, 23, -10], [23, -13, 3], [20, -22, 14], [-9, -9, -13], [19, -19, -1], [-4, 4, 0], [-16, -12, 0], [-7, -3, 1], [-4, -8, -14], [-16, 16, -10], [5, -5, -19], [-16, 16, -11], [10, -6, -2], [-18, -2, -14], [-6, 10, -8], [16, -22, 30], [21, 11, -11], [-8, -8, 12], [12, -16, 8], [-28, -4, 6], [4, 6, 4], [-30, 12, -27], [28, 2, 12], [42, -10, 18], [-14, 8, 7], [-4, 6, -18], [3, -3, -3], [19, -3, 5], [22, -28, 10], [-12, -4, -25], [22, -2, 8], [0, -20, -2], [-45, 11, -15], [-6, -14, 8], [4, 24, -22], [8, -21, 4], [5, -5, 13], [-16, 16, -2], [16, -28, 24], [6, 12, -14], [-7, 19, 13], [-2, 2, -18], [22, -12, 17], [32, -16, -4], [-40, 13, -20], [-28, 15, 6], [-12, -16, -6], [12, 4, -10], [-12, 6, 0], [-26, -8, 16], [-24, 17, -14], [-12, 8, 14], [-22, 8, -24], [-24, 24, -16], [1, -3, 7], [-17, 7, 7], [6, -8, 10], [4, -12, 24], [0, 20, 1], [-14, 6, 0], [9, 23, -17], [-3, -23, 5], [-14, 30, -20], [-8, -32, 16], [-16, 32, -22], [2, 6, 20], [-12, -21, 10], [2, 28, -16], [16, -14, 8], [-28, 24, -5], [6, 8, 8], [-24, 4, -20], [1, -29, -5], [12, -20, 4], [-34, 10, -32], [-16, -8, -6], [0, 9, 16], [18, 20, 0], [-26, -16, 11], [24, -8, 12], [-2, -12, -21], [13, -3, 15], [12, 4, 10], [12, 8, -22], [14, -14, -10], [4, 7, -2], [-13, 17, -15], [2, 12, 16], [-31, -7, 9], [28, -9, 4], [-18, 36, -22], [10, -22, 0], [-17, -9, 19], [-30, 4, -16], [32, -11, 10], [-4, 8, -8], [20, -4, 16], [1, -5, -11], [-24, 20, -6], [18, 18, -16], [36, 1, 22], [-6, 4, 1], [18, -30, -12], [-26, 12, -22], [-23, -5, -19], [8, -4, 6], [-22, 10, -34], [34, -8, -12], [-2, -4, 11], [-20, 37, -24], [-42, 8, -12], [4, 2, 14], [27, -7, -3], [-24, 41, -26], [38, 8, 3], [8, -12, -14], [-15, -29, 1], [-16, -15, -2], [-1, 21, -25], [12, -20, 21], [10, -22, 2], [-4, 13, 22], [-16, 28, -26], [-4, 16, 23], [-44, 32, -55], [-14, -28, 7], [-40, -9, 10], [10, -26, 8], [28, -12, -16], [-28, 7, 6], [18, -28, -14], [2, 26, -8], [-18, -24, 6], [24, -16, -24], [0, -27, 12], [-12, 12, 36], [40, -28, 41], [-12, 8, -43], [4, 12, 18], [-10, 22, 18], [22, -26, 10], [6, -40, 29], [14, -14, -14], [-5, 3, 13], [50, -20, 37], [58, -20, 34], [24, -22, -22], [33, -19, -17], [52, -2, 0], [54, -14, 28], [-24, 21, -14], [-54, -4, -2], [14, -36, 36], [21, -23, 15], [-40, 12, -11], [16, 6, 2], [-18, 14, -18], [-4, 23, 6], [12, 25, -16], [-34, 28, -22], [-10, -16, -6], [28, -20, -24], [-34, -16, 3], [-26, -4, 13], [-34, -6, -8], [14, -12, 2], [-26, 28, 16], [-44, -15, -2], [-13, 5, -1], [32, -16, 8], [-60, 2, 2], [13, -21, 15], [27, -25, 35], [-32, 38, -10], [-50, 30, -34], [18, -24, 24], [60, -17, 26], [39, -33, -1], [2, -16, 0], [-18, 24, 8], [10, 24, -18], [8, 11, -34], [0, 16, 36], [-11, 13, 3], [-50, 12, -17], [-6, -24, -19], [42, -34, 30], [-20, -6, -22], [12, -22, 28], [38, -4, 22], [-24, -12, 29], [-12, 33, 6], [0, -20, 24], [24, -14, -26], [14, 30, 4], [-28, 8, -6], [6, 0, -9], [-8, 36, 2], [6, 14, 34], [6, -4, -22], [14, -40, 11], [12, -40, 16], [-16, 38, -30], [24, -38, 48], [3, -53, 11], [-8, 42, -38], [-56, 4, 4], [-19, 17, 1], [-64, 1, -2], [-38, 46, -20], [-12, -8, -18], [28, -23, -10], [-33, -15, 5], [44, -21, 60], [24, 32, -12], [-17, -1, -7], [-8, -32, 31], [-52, 14, 12], [-6, -18, -10], [32, -14, 2], [-13, -15, -13], [6, -38, 22], [-42, 16, -20], [-30, 4, 0], [-37, 35, -51], [-14, -4, 34], [32, -8, -9], [-28, 34, -36], [-34, 36, 1], [24, 21, -22], [-6, -4, -18], [-1, 1, 13], [-30, 26, -14], [-42, 2, 16], [-13, -5, 7], [32, -8, 54], [-16, 25, -16], [-4, 43, 2], [10, 6, -14], [-36, 16, 3], [4, 35, -22], [58, -10, 12], [-14, -24, 28], [6, -20, -5], [46, -8, 20], [32, -30, 26], [30, 4, 34], [30, -12, -7], [6, -8, -27], [12, 18, 4], [42, -42, 50], [-12, 52, -2], [16, -30, 18], [-66, 28, -19], [28, -28, -21], [-21, 1, -19], [-48, 42, -42], [30, -52, 2], [8, -8, 44], [-34, 46, -36], [-36, -32, -1], [-4, -64, 28], [-21, 21, -45], [49, -15, -25], [20, 12, -18], [-22, 8, -21], [14, 54, -14], [32, -34, -10], [32, -33, 38], [-4, 53, -20], [0, -18, 8], [-14, 12, -52], [-4, 20, 23], [-20, -1, -14], [18, -4, 2], [42, -26, 56], [14, -20, -18], [-48, 30, -22], [24, -50, -26], [-10, 20, 28], [8, -38, 46], [-43, 27, -1], [-10, 12, 44], [-36, 44, -33], [2, 42, -32], [32, 14, -14], [-44, 4, -43], [-8, -8, -34], [44, 8, -16], [-46, -8, -11], [7, 31, 17], [-45, 13, -53], [-24, -34, 2], [-60, 2, 22], [7, -25, 43], [28, 2, -32], [68, -26, 22], [-34, -8, -8], [32, -48, 19], [38, -16, 34], [-26, 20, -47], [-42, -24, 4], [-30, 8, -4], [4, 7, 54], [46, -8, 30], [50, -40, 47], [80, 0, 16], [-18, 14, 34], [-10, 20, -8], [-24, -20, -4], [8, -2, 42], [-8, 18, -26], [20, 16, -10], [-70, 28, -43], [-2, 36, -8], [-32, 18, -30], [-54, -4, -1], [12, 4, 24], [-40, 48, -31], [12, -48, 8], [12, -19, 10], [18, -8, 31], [0, 64, -14], [36, -13, 22], [-6, 2, 18], [16, -38, 12], [32, -22, -36], [87, -13, 19], [27, -51, 11], [-2, 12, -16], [16, 12, -14]], 'char_orbit_index': 1, 'field_poly': [1, -2, -1, 1], 'hecke_orbit_code': 72057594071484058, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 1], 'hecke_ring_inverse_denominators': [1, 1, 1], 'hecke_ring_inverse_numerators': [[1, 0, 0], [0, 1, 0], [2, 0, 1]], 'hecke_ring_numerators': [[1, 0, 0], [0, 1, 0], [-2, 0, 1]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 3, 'label': '1690.2.a.q', 'level': 1690, 'maxp': 2999, 'weight': 2}
• 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': [9, 5, 8, 5, 8, 5, 2, 11], 'ALdims_eis_new': [0, 0, 0, 0, 0, 0, 0, 0], 'ALdims_eis_old': [6, 7, 7, 7, 7, 7, 7, 7], 'ALdims_old': [18, 29, 25, 23, 22, 27, 28, 20], 'Nk2': 6760, 'analytic_conductor': 13.494717941596384, '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': [1690, 1, [677, 171], [1, 1]], 'conrey_index': 1, 'cusp_dim': 245, 'dim': 53, 'eis_dim': 55, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 7, 11, 31], 'hecke_orbit_code': 33556122, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 4, 4, 6, 6], 'label': '1690.2.a', 'level': 1690, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5, 13], 'level_radical': 130, 'mf_dim': 300, 'mf_new_dim': 53, 'num_forms': 23, 'plus_dim': 21, 'prim_orbit_index': 1, 'relative_dim': 53, 'sturm_bound': 546, 'trace_bound': 7, 'trace_display': [-1, 0, -1, 8], 'traces': [53, -1, 0, 53, -1, -4, 8, -1, 57, 1, 8, 0, 0, 4, 4, 53, 6, 3, 0, -1, 0, 0, -8, -4, 53, 0, 0, 8, 10, 0, 8, -1, -8, -10, 0, 57, -6, 8, 0, 1, -14, 16, 8, 8, 3, 4, 16, 0, 57, -1, -8, 0, -10, 8, 12, 4, -8, -6, -24, 4, 10, 16, 8, 53, 0, 24, 12, 6, 16, -8, 8, 3, -10, 6, 0, 0, -24, 0, 32, -1, 77, -18, -12, 0, 6, 12, -8, 0, 10, 13, 0, -8, 16, 4, 12, -4, -2, 7, 8, 53, -6, 8, 48, 0, -8, -2, -16, 0, 18, -8, 8, 8, 30, 0, 4, 10, 0, 8, -16, 0, 85, 2, -32, 8, -1, 20, -168, -1, -176, 0, 16, -8, -152, 12, -8, -10, 30, -24, -176, 0, 0, 24, 0, 57, 10, -18, -208, -6, -14, -4, 24, 8, 30, 16, 0, 0, -178, 8, 24, 1, 48, -9, -36, -14, -8, 12, -24, 16, 0, -6, -32, 8, 38, 8, 8, 8, -8, 6, 0, 3, 2, 0, -184, 4, -2, 40, -32, 16, 0, 16, 40, 0, -34, 6, 0, 57, 26, 40, -192, -1, 16, -14, -16, -8, 14, 12, 0, 0, 48, 0, -8, -10, -32, 12, -12, 8, -200, 22, -40, 12, 0, 8, 32, 4, 57, 6, -4, -8, -14, 20, 112, -6, 46, 0, 0, -24, -168, 56, -24, 4, -6, 43, 40, 10, 7, 16, 0, 16, 0, 1, 56, 8, 48, 36, -8, 53, 62, 16, -176, 0, 74, -20, 48, 24, -10, 16, 16, 12, 66, 0, 16, 6, 0, 46, 8, 16, 22, -12, -8, -8, 10, 88, -232, 8, 24, 0, 72, 3, 99, 6, -24, -10, -22, -36, 4, 6, 16, 14, 0, 0, -32, 8, 56, 0, 2, -2, -60, -24, -144, 0, 64, 0, 30, -2, 24, 32, 50, -16, -32, -1, 112, 16, 16, 77, 0, 36, -8, -18, -48, 8, 8, -12, 18, -36, -4, 0, -154, 0, -292, 6, 64, -316, 16, 12, 24, -10, -348, -8, -30, 4, 0, 0, -10, -316, 40, 10, 64, 12, 32, 13, 61, -30, -172, 0, 34, -8, -160, -8, 26, -6, 32, 16, 118, -260, 4, 4, 0, 24, -8, 12, 128, 0, -32, -4, -16, 6, -212, -2, 82, 0, 96, 7, 56, 70, 8, 8, 2, -40, -88, 53, 18, -236, 0, -6, -9, 72, 96, 8, -38, -6, 24, 48, 160, -12, 4, 0, 80, 0, -220, -8, -22, -36, 48, -2, 6, 48, 16, -16, 0, -8, -48, 0, -186, -32, -8, 18, -80, -284, 152, -8, 165, 0, 56, 8, 14, -4, 8, 8, 18, 3, 80, 30, -32, -4, 0, 0, 22, 62, -196, 4, -14, -64, 16, 10, 24, 30, 64, 0, -192, -32, 72, 8, -8, 16, 0, -16, 110, 80, 8, 0, 0, -262, 0, 85, 42, 20, 40, 2, 48, 41, 72, -32, 44, 0, 36, 8, 112, 48, -24, -1, -64, 52, 72, 20, 2, 24, 0, -168, -6, 16, -128, -1, 16, 22, -4, -176, 8, -16, 64, 0, 74, -14, -112, 16, 0, 44, 32, -8, 137, 6, 8, -152, 0, -228, -12, 12, 136, -6, 72, -8, 26, 88, -120, -10, 10, 0, -104, 30, 106, 0, -16, -24, -32, -34, 8, -176, -46, 40, 0, 0, 80, 70, -292, 0, 22, -28, -88, 24, 58, 8, -40, 0, 104, 64, -8, 57, 14, 45, -24, 10, 56, 16, 40, -18, 0, 22, -28, -208, -128, 8, 24, -6, 30, -308, 8, -14, 56, 0, 40, -4, 58, 0, 28, 24, -21, -40, -160, 8, 64, 30, 0, 30, -54, 4, 48, 16, -74, 56, 56, 0, 144, 0, 64, 0, 53, 38, -148, -178, 4, -8, -8, 8, -104, 46, 4, 24, 0, 88, -40, 1, 170, -48, -44, 48, -16, 56, 40, -9, 192, 0, -128, -36, 22, 64, 12, -14, 30, 0, 120, -8, 18, -228, 0, 12, -16, 102, 96, -24, -64, -20, 16, 16, 142, -18, 0, 0, 182, 8, -72, -6, -16, -24, 4, -32, 26, 32, 8, 8, 0, 8, 16, 38, 176, -20, 4, 8, -76, 30, -196, 8, 138, 0, -48, 8, -24, 62, 80, -8, 18, 16, 176, 6, 8, 0, 0, 0, 112, 32, 32, 3, -112, -77, 96, 2, 10, -36, -96, 0, 225, -10, 168, -184, 18, -28, 36, 4, 80, -230, -8, -2, 0, 24, -40, 40, 26, -26, 36, -32, 96, 0, 104, 16, 192, 0, 64, 0, 54, 72, -48, 16, 74, 24, -200, 40, 14, 44, 0, 0, 26, 32, 136, -34, 42, 12, 8, 6, -32, 10, -156, 0, 144, -40, 176, 57, 38, 16, 4, 26, 200, 16, -16, 40, 0, -2, 16, -192, 190, 64, -64, -1, 50, 118, 104, 16, 16, 0, 136, -14, 66, -7, 0, -16, 32, -16, -12, -8, 56, -34, 0, 14, 10, -236, 120, 12, -8, 16, -84, 0, -30, -12, -56, 0, 182, 48, 32, 48, -32, -4, -24, 0, 183, 86, 48, -8, 0, -232, 72, -10, -148, -10, 24, -32, -22, -284, 4, 12, 102, 0, 144, -12, 4, 56, -16, 8, 46, 30, -108, -200, -32, -292, 0, 22, -58, 32, 0, -40, -14, 40, -56, 12, -266, -21, -184, 0, 56, -4, 128, 8, -48, -30, -88, 32, 360, -268, -20, 4, 0, 38, 16, 57, 156, 56, -96, 6, -14, 80, -72, -4, -106, 0, 32, -8, 120, -198, 8, -14, -32, -16, 80, 20, -32, 78, 0, 112, -6, -264, 208, -6, 2, -16, -128, 46, 200, -12, -16, 0, 78, -32, 16, 0, -86, 0, 16, -24, -244, 40, 36, -168, 0, 8, -24, 56, 126, 22, 0, -24, 80, 80, 112, 4, 261, 0, -156, -6, 26, -116, -24, 43, -48, 30, 160, 40, -96, 52, 0, 10, -18, 64, 88, 7, 10, -44, 88, 16, 54, 36, 256, 0, -180, -8, -80, 16, 56, 64, -8, 0, -114, 32, -16, 1], 'weight': 2, '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: 789255
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 17, 'source_is_minimal': True, 'source_label': '1690.2.a.q', 'source_level': 1690, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 17, 'target_is_minimal': True, 'target_label': '1690.2.a.q', 'target_level': 1690, 'twist_class_label': '1690.2.a.q', 'twist_class_level': 1690, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 2}
  • id: 789256
    {'conductor': 13, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 17, 'source_is_minimal': True, 'source_label': '1690.2.a.q', 'source_level': 1690, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 19, 'target_is_minimal': True, 'target_label': '1690.2.a.s', 'target_level': 1690, 'twist_class_label': '1690.2.a.q', 'twist_class_level': 1690, 'twisting_char_label': '13.b', 'twisting_char_orbit': 2, 'weight': 2}
  • id: 789257
    {'conductor': 13, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 17, 'source_is_minimal': True, 'source_label': '1690.2.a.q', 'source_level': 1690, 'target_char_orbit': 4, 'target_dim': 6, 'target_hecke_orbit': 10, 'target_is_minimal': False, 'target_label': '1690.2.d.j', 'target_level': 1690, 'twist_class_label': '1690.2.a.q', 'twist_class_level': 1690, 'twisting_char_label': '13.d', 'twisting_char_orbit': 4, 'weight': 2}
  • id: 789258
    {'conductor': 13, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 17, 'source_is_minimal': True, 'source_label': '1690.2.a.q', 'source_level': 1690, 'target_char_orbit': 5, 'target_dim': 6, 'target_hecke_orbit': 15, 'target_is_minimal': False, 'target_label': '1690.2.e.o', 'target_level': 1690, 'twist_class_label': '1690.2.a.q', 'twist_class_level': 1690, 'twisting_char_label': '13.e', 'twisting_char_orbit': 5, 'weight': 2}
  • id: 789259
    {'conductor': 13, 'degree': 2, 'multiplicity': 2, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 17, 'source_is_minimal': True, 'source_label': '1690.2.a.q', 'source_level': 1690, 'target_char_orbit': 5, 'target_dim': 6, 'target_hecke_orbit': 17, 'target_is_minimal': False, 'target_label': '1690.2.e.q', 'target_level': 1690, 'twist_class_label': '1690.2.a.q', 'twist_class_level': 1690, 'twisting_char_label': '13.c', 'twisting_char_orbit': 3, 'weight': 2}
  • id: 789260
    {'conductor': 13, 'degree': 4, 'multiplicity': 4, 'order': 12, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 17, 'source_is_minimal': True, 'source_label': '1690.2.a.q', 'source_level': 1690, 'target_char_orbit': 12, 'target_dim': 12, 'target_hecke_orbit': 12, 'target_is_minimal': False, 'target_label': '1690.2.l.l', 'target_level': 1690, 'twist_class_label': '1690.2.a.q', 'twist_class_level': 1690, 'twisting_char_label': '13.f', 'twisting_char_orbit': 6, 'weight': 2}
  • id: 789261
    {'conductor': 65, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 17, 'source_is_minimal': True, 'source_label': '1690.2.a.q', 'source_level': 1690, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 41, 'target_is_minimal': False, 'target_label': '8450.2.a.bo', 'target_level': 8450, 'twist_class_label': '1690.2.a.q', 'twist_class_level': 1690, 'twisting_char_label': '65.d', 'twisting_char_orbit': 4, 'weight': 2}
  • id: 789262
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 17, 'source_is_minimal': True, 'source_label': '1690.2.a.q', 'source_level': 1690, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 52, 'target_is_minimal': False, 'target_label': '8450.2.a.bz', 'target_level': 8450, 'twist_class_label': '1690.2.a.q', 'twist_class_level': 1690, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 2}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 2133000
    {'charpoly_factorization': [[[1, 1], 3]], 'hecke_orbit_code': 72057594071484058, 'p': 2}
  • id: 2133001
    {'charpoly_factorization': [[[1, -2, -1, 1], 1]], 'hecke_orbit_code': 72057594071484058, 'p': 3}
  • id: 2133002
    {'charpoly_factorization': [[[-1, 1], 3]], 'hecke_orbit_code': 72057594071484058, 'p': 5}
  • id: 2133003
    {'charpoly_factorization': [[[1, 6, 5, 1], 1]], 'hecke_orbit_code': 72057594071484058, 'p': 7}
  • id: 2133004
    {'charpoly_factorization': [[[-8, -4, 4, 1], 1]], 'hecke_orbit_code': 72057594071484058, 'p': 11}
  • id: 2133005
    {'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 72057594071484058, 'p': 13}
  • id: 2133006
    {'charpoly_factorization': [[[-8, 24, -10, 1], 1]], 'hecke_orbit_code': 72057594071484058, 'p': 17}
  • id: 2133007
    {'charpoly_factorization': [[[-8, 12, 8, 1], 1]], 'hecke_orbit_code': 72057594071484058, 'p': 19}
  • id: 2133008
    {'charpoly_factorization': [[[-139, -46, 3, 1], 1]], 'hecke_orbit_code': 72057594071484058, 'p': 23}
  • id: 2133009
    {'charpoly_factorization': [[[-1, -4, -3, 1], 1]], 'hecke_orbit_code': 72057594071484058, 'p': 29}
  • id: 2133010
    {'charpoly_factorization': [[[-344, -44, 8, 1], 1]], 'hecke_orbit_code': 72057594071484058, 'p': 31}
  • id: 2133011
    {'charpoly_factorization': [[[-64, -16, 8, 1], 1]], 'hecke_orbit_code': 72057594071484058, 'p': 37}
  • id: 2133012
    {'charpoly_factorization': [[[-827, -74, 11, 1], 1]], 'hecke_orbit_code': 72057594071484058, 'p': 41}
  • id: 2133013
    {'charpoly_factorization': [[[-43, -30, 1, 1], 1]], 'hecke_orbit_code': 72057594071484058, 'p': 43}
  • id: 2133014
    {'charpoly_factorization': [[[-71, 26, 15, 1], 1]], 'hecke_orbit_code': 72057594071484058, 'p': 47}
  • id: 2133015
    {'charpoly_factorization': [[[568, -116, -4, 1], 1]], 'hecke_orbit_code': 72057594071484058, 'p': 53}
  • id: 2133016
    {'charpoly_factorization': [[[344, 164, 24, 1], 1]], 'hecke_orbit_code': 72057594071484058, 'p': 59}
  • id: 2133017
    {'charpoly_factorization': [[[-533, -16, 15, 1], 1]], 'hecke_orbit_code': 72057594071484058, 'p': 61}
  • id: 2133018
    {'charpoly_factorization': [[[169, -78, 5, 1], 1]], 'hecke_orbit_code': 72057594071484058, 'p': 67}
  • id: 2133019
    {'charpoly_factorization': [[[1112, 332, 32, 1], 1]], 'hecke_orbit_code': 72057594071484058, 'p': 71}
  • id: 2133020
    {'charpoly_factorization': [[[104, 160, -26, 1], 1]], 'hecke_orbit_code': 72057594071484058, 'p': 73}
  • id: 2133021
    {'charpoly_factorization': [[[344, -120, -2, 1], 1]], 'hecke_orbit_code': 72057594071484058, 'p': 79}
  • id: 2133022
    {'charpoly_factorization': [[[-287, -154, 7, 1], 1]], 'hecke_orbit_code': 72057594071484058, 'p': 83}
  • id: 2133023
    {'charpoly_factorization': [[[2197, -130, -17, 1], 1]], 'hecke_orbit_code': 72057594071484058, 'p': 89}
  • id: 2133024
    {'charpoly_factorization': [[[1112, -184, -6, 1], 1]], 'hecke_orbit_code': 72057594071484058, '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': 17, 'label': '1690.2.a.q', 'level': 1690, 'portrait': 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', 'weight': 2}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 61300777
    {'hecke_orbit_code': 72057594071484058, 'n': 1, 'trace_an': 3}
  • id: 61300778
    {'hecke_orbit_code': 72057594071484058, 'n': 2, 'trace_an': -3}
  • id: 61300779
    {'hecke_orbit_code': 72057594071484058, 'n': 3, 'trace_an': 1}
  • id: 61300780
    {'hecke_orbit_code': 72057594071484058, 'n': 4, 'trace_an': 3}
  • id: 61300781
    {'hecke_orbit_code': 72057594071484058, 'n': 5, 'trace_an': 3}
  • id: 61300782
    {'hecke_orbit_code': 72057594071484058, 'n': 6, 'trace_an': -1}
  • id: 61300783
    {'hecke_orbit_code': 72057594071484058, 'n': 7, 'trace_an': -5}
  • id: 61300784
    {'hecke_orbit_code': 72057594071484058, 'n': 8, 'trace_an': -3}
  • id: 61300785
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  • id: 61300786
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  • id: 61300787
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  • id: 61300788
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  • id: 61300789
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  • id: 61300790
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  • id: 61300791
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  • id: 61300792
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  • id: 61300793
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  • id: 61300794
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  • id: 61300795
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  • id: 61300796
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  • id: 61300797
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  • id: 61300798
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  • id: 61300799
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  • id: 61300800
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  • id: 61300801
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  • id: 61300802
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  • id: 61300803
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  • id: 61300804
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  • id: 61300805
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  • id: 61300806
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  • id: 61300807
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  • id: 61300808
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  • id: 61300809
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  • id: 61300810
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  • id: 61300811
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  • id: 61300812
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  • id: 61300813
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  • id: 61300814
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  • id: 61300815
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  • id: 61300816
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  • id: 61300817
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  • id: 61300818
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  • id: 61300819
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  • id: 61300820
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  • id: 61300821
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  • id: 61300822
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  • id: 61300823
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  • id: 61300824
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  • id: 61300825
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  • id: 61300826
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  • id: 61300827
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  • id: 61300828
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  • id: 61300829
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  • id: 61300830
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  • id: 61300831
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  • id: 61300832
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  • id: 61300833
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  • id: 61300834
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  • id: 61300835
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  • id: 61300836
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  • id: 61300837
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  • id: 61300838
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  • id: 61300839
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  • id: 61300840
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  • id: 61300841
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  • id: 61300842
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  • id: 61300843
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  • id: 61300844
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  • id: 61300845
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  • id: 61300846
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  • id: 61300847
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  • id: 61300848
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  • id: 61300849
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  • id: 61300850
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  • id: 61300851
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  • id: 61300852
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  • id: 61300853
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  • id: 61300854
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  • id: 61300855
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  • id: 61300856
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  • id: 61300857
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  • id: 61300858
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  • id: 61300859
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  • id: 61300860
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  • id: 61300861
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  • id: 61300862
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  • id: 61300863
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  • id: 61300864
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  • id: 61300865
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  • id: 61300866
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  • id: 61300867
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  • id: 61300868
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  • id: 61300869
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  • id: 61300870
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  • id: 61300871
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  • id: 61300872
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  • id: 61300873
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  • id: 61300874
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  • id: 61300875
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  • id: 61300876
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  • id: 61300877
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  • id: 61300878
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  • id: 61300879
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  • id: 61300880
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  • id: 61300881
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  • id: 61300882
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  • id: 61300883
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  • id: 61300884
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  • id: 61300885
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  • id: 61300886
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  • id: 61300887
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  • id: 61300888
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  • id: 61300889
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  • id: 61300890
    {'hecke_orbit_code': 72057594071484058, 'n': 151, 'trace_an': 26}
  • id: 61300891
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  • id: 61300892
    {'hecke_orbit_code': 72057594071484058, 'n': 163, 'trace_an': -3}
  • id: 61300893
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  • id: 61300894
    {'hecke_orbit_code': 72057594071484058, 'n': 169, 'trace_an': 0}
  • id: 61300895
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  • id: 61300896
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  • id: 61300897
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  • id: 61300898
    {'hecke_orbit_code': 72057594071484058, 'n': 191, 'trace_an': -14}
  • id: 61300899
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  • id: 61300900
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  • id: 61300901
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  • id: 61300902
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  • id: 61300903
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  • id: 61300904
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  • id: 61300905
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  • id: 61300906
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  • id: 61300907
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  • id: 61300908
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  • id: 61300909
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  • id: 61300910
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  • id: 61300911
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  • id: 61300912
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  • id: 61300913
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  • id: 61300914
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  • id: 61300915
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  • id: 61300916
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  • id: 61300917
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  • id: 61300918
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  • id: 61300919
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  • id: 61300920
    {'hecke_orbit_code': 72057594071484058, 'n': 293, 'trace_an': 24}
  • id: 61300921
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  • id: 61300922
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  • id: 61300923
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  • id: 61300924
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  • id: 61300925
    {'hecke_orbit_code': 72057594071484058, 'n': 331, 'trace_an': 28}
  • id: 61300926
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  • id: 61300927
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  • id: 61300928
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  • id: 61300929
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  • id: 61300930
    {'hecke_orbit_code': 72057594071484058, 'n': 353, 'trace_an': 4}
  • id: 61300931
    {'hecke_orbit_code': 72057594071484058, 'n': 359, 'trace_an': 8}
  • id: 61300932
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  • id: 61300933
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  • id: 61300934
    {'hecke_orbit_code': 72057594071484058, 'n': 373, 'trace_an': 80}
  • id: 61300935
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  • id: 61300936
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  • id: 61300937
    {'hecke_orbit_code': 72057594071484058, 'n': 389, 'trace_an': 67}
  • id: 61300938
    {'hecke_orbit_code': 72057594071484058, 'n': 397, 'trace_an': 4}
  • id: 61300939
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  • id: 61300940
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  • id: 61300941
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  • id: 61300942
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  • id: 61300943
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  • id: 61300944
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  • id: 61300945
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  • id: 61300946
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  • id: 61300947
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  • id: 61300948
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  • id: 61300949
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  • id: 61300950
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  • id: 61300951
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  • id: 61300952
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  • id: 61300953
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  • id: 61300954
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  • id: 61300955
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  • id: 61300956
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  • id: 61300957
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  • id: 61300958
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  • id: 61300959
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  • id: 61300960
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  • id: 61300961
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  • id: 61300962
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  • id: 61300963
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  • id: 61300964
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  • id: 61300965
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  • id: 61300966
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  • id: 61300967
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  • id: 61300968
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  • id: 61300969
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  • id: 61300970
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  • id: 61300971
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  • id: 61300972
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  • id: 61300973
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  • id: 61300974
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  • id: 61300975
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  • id: 61300976
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  • id: 61300977
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  • id: 61300978
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  • id: 61300979
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  • id: 61300980
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  • id: 61300981
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  • id: 61300982
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  • id: 61300983
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  • id: 61300984
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  • id: 61300985
    {'hecke_orbit_code': 72057594071484058, 'n': 673, 'trace_an': 74}
  • id: 61300986
    {'hecke_orbit_code': 72057594071484058, 'n': 677, 'trace_an': 98}
  • id: 61300987
    {'hecke_orbit_code': 72057594071484058, 'n': 683, 'trace_an': -41}
  • id: 61300988
    {'hecke_orbit_code': 72057594071484058, 'n': 691, 'trace_an': 12}
  • id: 61300989
    {'hecke_orbit_code': 72057594071484058, 'n': 701, 'trace_an': 9}
  • id: 61300990
    {'hecke_orbit_code': 72057594071484058, 'n': 709, 'trace_an': 49}
  • id: 61300991
    {'hecke_orbit_code': 72057594071484058, 'n': 719, 'trace_an': 28}
  • id: 61300992
    {'hecke_orbit_code': 72057594071484058, 'n': 727, 'trace_an': -15}
  • id: 61300993
    {'hecke_orbit_code': 72057594071484058, 'n': 729, 'trace_an': 32}
  • id: 61300994
    {'hecke_orbit_code': 72057594071484058, 'n': 733, 'trace_an': 56}
  • id: 61300995
    {'hecke_orbit_code': 72057594071484058, 'n': 739, 'trace_an': -18}
  • id: 61300996
    {'hecke_orbit_code': 72057594071484058, 'n': 743, 'trace_an': -109}
  • id: 61300997
    {'hecke_orbit_code': 72057594071484058, 'n': 751, 'trace_an': -40}
  • id: 61300998
    {'hecke_orbit_code': 72057594071484058, 'n': 757, 'trace_an': 58}
  • id: 61300999
    {'hecke_orbit_code': 72057594071484058, 'n': 761, 'trace_an': -1}
  • id: 61301000
    {'hecke_orbit_code': 72057594071484058, 'n': 769, 'trace_an': -3}
  • id: 61301001
    {'hecke_orbit_code': 72057594071484058, 'n': 773, 'trace_an': -30}
  • id: 61301002
    {'hecke_orbit_code': 72057594071484058, 'n': 787, 'trace_an': -4}
  • id: 61301003
    {'hecke_orbit_code': 72057594071484058, 'n': 797, 'trace_an': 44}
  • id: 61301004
    {'hecke_orbit_code': 72057594071484058, 'n': 809, 'trace_an': -15}
  • id: 61301005
    {'hecke_orbit_code': 72057594071484058, 'n': 811, 'trace_an': 14}
  • id: 61301006
    {'hecke_orbit_code': 72057594071484058, 'n': 821, 'trace_an': 37}
  • id: 61301007
    {'hecke_orbit_code': 72057594071484058, 'n': 823, 'trace_an': 84}
  • id: 61301008
    {'hecke_orbit_code': 72057594071484058, 'n': 827, 'trace_an': -87}
  • id: 61301009
    {'hecke_orbit_code': 72057594071484058, 'n': 829, 'trace_an': -75}
  • id: 61301010
    {'hecke_orbit_code': 72057594071484058, 'n': 839, 'trace_an': -46}
  • id: 61301011
    {'hecke_orbit_code': 72057594071484058, 'n': 841, 'trace_an': -70}
  • id: 61301012
    {'hecke_orbit_code': 72057594071484058, 'n': 853, 'trace_an': 50}
  • id: 61301013
    {'hecke_orbit_code': 72057594071484058, 'n': 857, 'trace_an': -30}
  • id: 61301014
    {'hecke_orbit_code': 72057594071484058, 'n': 859, 'trace_an': -102}
  • id: 61301015
    {'hecke_orbit_code': 72057594071484058, 'n': 863, 'trace_an': -41}
  • id: 61301016
    {'hecke_orbit_code': 72057594071484058, 'n': 877, 'trace_an': -42}
  • id: 61301017
    {'hecke_orbit_code': 72057594071484058, 'n': 881, 'trace_an': -34}
  • id: 61301018
    {'hecke_orbit_code': 72057594071484058, 'n': 883, 'trace_an': -32}
  • id: 61301019
    {'hecke_orbit_code': 72057594071484058, 'n': 887, 'trace_an': -7}
  • id: 61301020
    {'hecke_orbit_code': 72057594071484058, 'n': 907, 'trace_an': -51}
  • id: 61301021
    {'hecke_orbit_code': 72057594071484058, 'n': 911, 'trace_an': 0}
  • id: 61301022
    {'hecke_orbit_code': 72057594071484058, 'n': 919, 'trace_an': -24}
  • id: 61301023
    {'hecke_orbit_code': 72057594071484058, 'n': 929, 'trace_an': 19}
  • id: 61301024
    {'hecke_orbit_code': 72057594071484058, 'n': 937, 'trace_an': -36}
  • id: 61301025
    {'hecke_orbit_code': 72057594071484058, 'n': 941, 'trace_an': 67}
  • id: 61301026
    {'hecke_orbit_code': 72057594071484058, 'n': 947, 'trace_an': -37}
  • id: 61301027
    {'hecke_orbit_code': 72057594071484058, 'n': 953, 'trace_an': 8}
  • id: 61301028
    {'hecke_orbit_code': 72057594071484058, 'n': 961, 'trace_an': 59}
  • id: 61301029
    {'hecke_orbit_code': 72057594071484058, 'n': 967, 'trace_an': -72}
  • id: 61301030
    {'hecke_orbit_code': 72057594071484058, 'n': 971, 'trace_an': 6}
  • id: 61301031
    {'hecke_orbit_code': 72057594071484058, 'n': 977, 'trace_an': -8}
  • id: 61301032
    {'hecke_orbit_code': 72057594071484058, 'n': 983, 'trace_an': -67}
  • id: 61301033
    {'hecke_orbit_code': 72057594071484058, 'n': 991, 'trace_an': 50}
  • id: 61301034
    {'hecke_orbit_code': 72057594071484058, 'n': 997, 'trace_an': 26}