Embedded newform data - 7.6.c.a.4.1

Formats: - HTML - YAML - JSON - 2025-04-07T09:18:36.271218

• 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': 252, 'analytic_conductor': 1.1226867386908643, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 7, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [7, 3, [3], [1]], 'cm_discs': [], 'conrey_index': 2, 'dim': 4, 'field_disc': 12321, 'field_disc_factorization': [[3, 2], [37, 2]], 'field_poly': [81, 9, 10, -1, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 137539616775, 'hecke_ring_generator_nbound': 4, 'hecke_ring_index': 4, 'hecke_ring_index_factorization': [[2, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 7, 3, 1, 3, 0]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '7.6.c.a', 'level': 7, 'level_is_powerful': False, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [7], 'level_radical': 7, 'minimal_twist': '7.6.c.a', 'nf_label': '4.0.12321.1', 'prim_orbit_index': 3, 'qexp_display': 'q+(-\\beta _{1}-\\beta _{2})q^{2}+(4-4\\beta _{1}-\\beta _{2}-\\beta _{3})q^{3}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '5.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '7.6.c', 'trace_display': [-2, 8, 38, -168], 'trace_hash': 1414640451831594413, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.755', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '48.833', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1059.797', 'prec': 27}], 'trace_zratio': 0, 'traces': [4, -2, 8, -12, 38, -164, -168, 192, 380, 778, -424, 196, -1848, -2674, 1784, 2064, 2346, -212, 360, -3416, -1526, 4252, 12, -1392, -1872, -1148, 5744, 2548, -14104, -5258, -3548, 8096, 3398, 14844, 27496, -2192, -11090, -20138, -1624, -15936, 7000, -3472, -25360, -5948, -1300, 5118, 22956, 22432, 4900, 59984, 384, 1400, -3042, -32546, -50152, -57792, -38116, 58852, 65808, -14084, 42486, -98724, -4760, 70912, 3164, 25894, -42312, -5460, 10308, -113050, -4416, 32448, 50506, 47370, 35608, 77672, 65338, 55048, -9004, -68816, -51178, -67732, -208656, 44492, -106212, -86776, -80008, 20496, 26666, 261304, 135632, -20568, -38718, -98034, 198140, -54880, 418264, 98686, -133888, -67472, -65162, -47346, -93748, -188160, 47320, -262980, -153904, -76580, -182690, 214294, 28200, 190288, 326936, 87730, -51288, 145912, -192136, -53028, -227220, -123936, 193068, 349882, 78232, 84532, -396036, -67564, 360928, -67200, 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28180304, 15905484, 171821212, -8497734, 3972480, 26586816, -13290330, 80931732, 2096328, -36921920, 114145696, 25357468, -11362064, -56141392, -56880870, 33627346, 20541440, 29928808, -44257464, -42315928, 26215596, -5519136, 19941116, 55507656, 12681480, -30488976, 6786384, -31779620, 5054780, -1722336, 24797308, 15396528, -94758336, -14923440, -39422466, -37100426, 7517220, -71117568], 'weight': 6, 'weight_parity': 1}
• mf_hecke_cc •

  Column	Type
  an_normalized	double precision[]
  angles	double precision[]
  char_orbit_index	smallint
  conrey_index	integer
  dual_conrey_index	integer
  dual_embedding_index	integer
  dual_embedding_m	integer
  embedding_index	integer
  embedding_m	integer
  embedding_root_imag	double precision
  embedding_root_real	double precision
  hecke_orbit	integer
  hecke_orbit_code	bigint
  label	text
  level	integer
  weight	smallint

  
  {'an_normalized': [[1.0, 0.0], [-0.6260336768384827, -1.0843221355334074], [0.3234047589468194, -0.5601534739054567], [-0.2838363290718194, 0.4916189429862303], [0.7139999866394018, 1.2366842534629434], [-0.809849081402162, 0.0], [0.33290706147907384, -0.942959643048083], [-0.5413029508402909, 0.0], [0.29081872378109924, 0.5037128053812032], [0.8939760737969843, -1.5484119805673209], [-0.43844177257606354, 0.7594034262623008], [0.1835880391676437, 0.31798381150030397], [-0.47868764118317997, 0.0], [-1.2308830456149562, 0.22934599661055383], [0.923643974268592, 0.0], [0.6227102056698871, 1.0785657146119096], [0.15528798503944843, -0.2689666798933204], [0.36412462988431327, -0.6306823592468433], [-0.47819047641467405, -0.8282502008457824], [-0.8106365406602235, 0.0], [-0.4205383918366992, -0.4914366830317048], [1.0979172598614995, 0.0], [0.08390056650210906, 0.14532004396546427], [-0.17505995033370633, 0.3032127283484636], [-0.5195919618421317, 0.8999596771149616], [0.2996745840670464, 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-0.33939070993276077, -0.16301573276401313, -0.3045147523280265, -0.34108471927672346, -0.06471902773318312, -0.4948465952608271, -0.48003232064016177, -0.4111466243227386, -0.482101456923762], 'char_orbit_index': 3, 'conrey_index': 4, 'dual_conrey_index': 2, 'dual_embedding_index': 1, 'dual_embedding_m': 1, 'embedding_index': 1, 'embedding_m': 3, 'embedding_root_imag': 3.066926140105404, 'embedding_root_real': 1.7706906325745548, 'hecke_orbit': 1, 'hecke_orbit_code': 137539616775, 'label': '7.6.c.a.4.1', 'level': 7, 'weight': 6}
• mf_newspaces •

  Column	Type
  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_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

  
  {'Nk2': 252, 'analytic_conductor': 1.1226867386908643, 'char_conductor': 7, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [7, 3, [3], [1]], 'conrey_index': 2, 'cusp_dim': 4, 'dim': 4, 'eis_dim': 4, 'eis_new_dim': 4, 'hecke_cutter_primes': [], 'hecke_orbit_code': 137539616775, 'hecke_orbit_dims': [4], 'label': '7.6.c', 'level': 7, 'level_is_powerful': False, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [7], 'level_radical': 7, 'mf_dim': 8, 'mf_new_dim': 8, 'num_forms': 1, 'prim_orbit_index': 3, 'relative_dim': 2, 'sturm_bound': 4, 'trace_bound': 0, 'trace_display': [-2, 8, 38, -168], 'traces': [4, -2, 8, -12, 38, -164, -168, 192, 380, 778, -424, 196, -1848, -2674, 1784, 2064, 2346, -212, 360, -3416, -1526, 4252, 12, -1392, -1872, -1148, 5744, 2548, -14104, -5258, -3548, 8096, 3398, 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-31779620, 5054780, -1722336, 24797308, 15396528, -94758336, -14923440, -39422466, -37100426, 7517220, -71117568], 'weight': 6, 'weight_parity': 1}
• mf_twists_cc •

  Column	Type
  conductor	integer
  degree	integer
  order	integer
  parity	smallint
  source_conrey_index	integer
  source_dim	integer
  source_embedding_index	integer
  source_hecke_orbit_code	bigint
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_conrey_index	integer
  target_dim	integer
  target_embedding_index	integer
  target_hecke_orbit_code	bigint
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_conrey_index	integer
  weight	smallint

  
  
  • id: 1547139
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 4, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 137539616775, 'source_is_minimal': True, 'source_label': '7.6.c.a.4.1', 'source_level': 7, 'target_conrey_index': 4, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 137539616775, 'target_is_minimal': True, 'target_label': '7.6.c.a.4.1', 'target_level': 7, 'twist_class_label': '7.6.c.a.2.1', 'twist_class_level': 7, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
  • id: 1547140
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 4, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 137539616775, 'source_is_minimal': True, 'source_label': '7.6.c.a.4.1', 'source_level': 7, 'target_conrey_index': 46, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 13511073860681791, 'target_is_minimal': False, 'target_label': '63.6.e.d.46.2', 'target_level': 63, 'twist_class_label': '7.6.c.a.2.1', 'twist_class_level': 7, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 6}
  • id: 1547141
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 4, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 137539616775, 'source_is_minimal': True, 'source_label': '7.6.c.a.4.1', 'source_level': 7, 'target_conrey_index': 81, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007749111218288, 'target_is_minimal': False, 'target_label': '112.6.i.c.81.1', 'target_level': 112, 'twist_class_label': '7.6.c.a.2.1', 'twist_class_level': 7, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 6}
  • id: 1547142
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 4, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 137539616775, 'source_is_minimal': True, 'source_label': '7.6.c.a.4.1', 'source_level': 7, 'target_conrey_index': 2, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 137539616775, 'target_is_minimal': True, 'target_label': '7.6.c.a.2.1', 'target_level': 7, 'twist_class_label': '7.6.c.a.2.1', 'twist_class_level': 7, 'twisting_char_label': '7.2', 'twisting_conrey_index': 2, 'weight': 6}
  • id: 1547143
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 4, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 137539616775, 'source_is_minimal': True, 'source_label': '7.6.c.a.4.1', 'source_level': 7, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 18014398610145329, 'target_is_minimal': False, 'target_label': '49.6.a.e.1.2', 'target_level': 49, 'twist_class_label': '7.6.c.a.2.1', 'twist_class_level': 7, 'twisting_char_label': '7.3', 'twisting_conrey_index': 3, 'weight': 6}
  • id: 1547144
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 4, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 137539616775, 'source_is_minimal': True, 'source_label': '7.6.c.a.4.1', 'source_level': 7, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 13510798982774833, 'target_is_minimal': False, 'target_label': '49.6.a.d.1.2', 'target_level': 49, 'twist_class_label': '7.6.c.a.2.1', 'twist_class_level': 7, 'twisting_char_label': '7.4', 'twisting_conrey_index': 4, 'weight': 6}
  • id: 1547145
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 4, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 137539616775, 'source_is_minimal': True, 'source_label': '7.6.c.a.4.1', 'source_level': 7, 'target_conrey_index': 30, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22518135676469297, 'target_is_minimal': False, 'target_label': '49.6.c.f.30.1', 'target_level': 49, 'twist_class_label': '7.6.c.a.2.1', 'twist_class_level': 7, 'twisting_char_label': '7.5', 'twisting_conrey_index': 5, 'weight': 6}
  • id: 1547146
    {'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 4, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 137539616775, 'source_is_minimal': True, 'source_label': '7.6.c.a.4.1', 'source_level': 7, 'target_conrey_index': 18, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22518135676469297, 'target_is_minimal': False, 'target_label': '49.6.c.f.18.1', 'target_level': 49, 'twist_class_label': '7.6.c.a.2.1', 'twist_class_level': 7, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 6}
  • id: 1547147
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 4, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 137539616775, 'source_is_minimal': True, 'source_label': '7.6.c.a.4.1', 'source_level': 7, 'target_conrey_index': 37, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 13511073860681791, 'target_is_minimal': False, 'target_label': '63.6.e.d.37.2', 'target_level': 63, 'twist_class_label': '7.6.c.a.2.1', 'twist_class_level': 7, 'twisting_char_label': '21.2', 'twisting_conrey_index': 2, 'weight': 6}
  • id: 1547148
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 4, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 137539616775, 'source_is_minimal': True, 'source_label': '7.6.c.a.4.1', 'source_level': 7, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 58546795256480185, 'target_is_minimal': False, 'target_label': '441.6.a.n.1.1', 'target_level': 441, 'twist_class_label': '7.6.c.a.2.1', 'twist_class_level': 7, 'twisting_char_label': '21.11', 'twisting_conrey_index': 11, 'weight': 6}
  • id: 1547149
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 4, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 137539616775, 'source_is_minimal': True, 'source_label': '7.6.c.a.4.1', 'source_level': 7, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 54043195629109689, 'target_is_minimal': False, 'target_label': '441.6.a.m.1.1', 'target_level': 441, 'twist_class_label': '7.6.c.a.2.1', 'twist_class_level': 7, 'twisting_char_label': '21.17', 'twisting_conrey_index': 17, 'weight': 6}
  • id: 1547150
    {'conductor': 28, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 4, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 137539616775, 'source_is_minimal': True, 'source_label': '7.6.c.a.4.1', 'source_level': 7, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 85568393020703504, 'target_is_minimal': False, 'target_label': '784.6.a.t.1.1', 'target_level': 784, 'twist_class_label': '7.6.c.a.2.1', 'twist_class_level': 7, 'twisting_char_label': '28.3', 'twisting_conrey_index': 3, 'weight': 6}
  • id: 1547151
    {'conductor': 28, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 4, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 137539616775, 'source_is_minimal': True, 'source_label': '7.6.c.a.4.1', 'source_level': 7, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 117093590412296976, 'target_is_minimal': False, 'target_label': '784.6.a.ba.1.2', 'target_level': 784, 'twist_class_label': '7.6.c.a.2.1', 'twist_class_level': 7, 'twisting_char_label': '28.11', 'twisting_conrey_index': 11, 'weight': 6}
  • id: 1547152
    {'conductor': 28, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 4, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 137539616775, 'source_is_minimal': True, 'source_label': '7.6.c.a.4.1', 'source_level': 7, 'target_conrey_index': 65, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007749111218288, 'target_is_minimal': False, 'target_label': '112.6.i.c.65.1', 'target_level': 112, 'twist_class_label': '7.6.c.a.2.1', 'twist_class_level': 7, 'twisting_char_label': '28.23', 'twisting_conrey_index': 23, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 28450
    {'charpoly_factorization': [[[1296, -72, 40, 2, 1], 1]], 'hecke_orbit_code': 137539616775, 'p': 2}
  • id: 28451
    {'charpoly_factorization': [[[441, 168, 85, -8, 1], 1]], 'hecke_orbit_code': 137539616775, 'p': 3}
  • id: 28452
    {'charpoly_factorization': [[[11148921, 126882, 4783, -38, 1], 1]], 'hecke_orbit_code': 137539616775, 'p': 5}
  • id: 28453
    {'charpoly_factorization': [[[282475249, 2823576, 11662, 168, 1], 1]], 'hecke_orbit_code': 137539616775, 'p': 7}
  • id: 28454
    {'charpoly_factorization': [[[643687641, 10757304, 154405, 424, 1], 1]], 'hecke_orbit_code': 137539616775, 'p': 11}
  • id: 28455
    {'charpoly_factorization': [[[184436, 924, 1], 2]], 'hecke_orbit_code': 137539616775, 'p': 13}
  • id: 28456
    {'charpoly_factorization': [[[534713400081, -1715491386, 4772475, -2346, 1], 1]], 'hecke_orbit_code': 137539616775, 'p': 17}
  • id: 28457
    {'charpoly_factorization': [[[7876852004329, 1010366280, 2936173, -360, 1], 1]], 'hecke_orbit_code': 137539616775, 'p': 19}
  • id: 28458
    {'charpoly_factorization': [[[31018606641, 2113452, 176265, -12, 1], 1]], 'hecke_orbit_code': 137539616775, 'p': 23}
  • id: 28459
    {'charpoly_factorization': [[[-5697324, 7052, 1], 2]], 'hecke_orbit_code': 137539616775, 'p': 29}
  • id: 28460
    {'charpoly_factorization': [[[248637676526001, -55945747452, 28356553, 3548, 1], 1]], 'hecke_orbit_code': 137539616775, 'p': 31}
  • id: 28461
    {'charpoly_factorization': [[[58604000855625, 84897554250, 115332775, 11090, 1], 1]], 'hecke_orbit_code': 137539616775, 'p': 37}
  • id: 28462
    {'charpoly_factorization': [[[-24814188, -3500, 1], 2]], 'hecke_orbit_code': 137539616775, 'p': 41}
  • id: 28463
    {'charpoly_factorization': [[[-26638832, 12680, 1], 2]], 'hecke_orbit_code': 137539616775, 'p': 43}
  • id: 28464
    {'charpoly_factorization': [[[1078147666555281, -753763910004, 494142777, -22956, 1], 1]], 'hecke_orbit_code': 137539616775, 'p': 47}
  • id: 28465
    {'charpoly_factorization': [[[14394275848965609, -364967439174, 129229911, 3042, 1], 1]], 'hecke_orbit_code': 137539616775, 'p': 53}
  • id: 28466
    {'charpoly_factorization': [[[1149700030812754281, -70562013287472, 3258452205, -65808, 1], 1]], 'hecke_orbit_code': 137539616775, 'p': 59}
  • id: 28467
    {'charpoly_factorization': [[[35042508271852249, 7953228077298, 1992256639, -42486, 1], 1]], 'hecke_orbit_code': 137539616775, 'p': 61}
  • id: 28468
    {'charpoly_factorization': [[[173328653036001241, 17615652522648, 1373977765, 42312, 1], 1]], 'hecke_orbit_code': 137539616775, 'p': 67}
  • id: 28469
    {'charpoly_factorization': [[[-175265856, 2208, 1], 2]], 'hecke_orbit_code': 137539616775, 'p': 71}
  • id: 28470
    {'charpoly_factorization': [[[1885409648898635601, 69349899662694, 3923958235, -50506, 1], 1]], 'hecke_orbit_code': 137539616775, 'p': 73}
  • id: 28471
    {'charpoly_factorization': [[[955545759003403681, -8801591961836, 1058592225, 9004, 1], 1]], 'hecke_orbit_code': 137539616775, 'p': 79}
  • id: 28472
    {'charpoly_factorization': [[[1959796944, 104328, 1], 2]], 'hecke_orbit_code': 137539616775, 'p': 83}
  • id: 28473
    {'charpoly_factorization': [[[9369821052113093649, 81625061802438, 3772091899, -26666, 1], 1]], 'hecke_orbit_code': 137539616775, 'p': 89}
  • id: 28474
    {'charpoly_factorization': [[[10932626964, -209132, 1], 2]], 'hecke_orbit_code': 137539616775, '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': 3, 'hecke_orbit': 1, 'label': '7.6.c.a', 'level': 7, 'portrait': 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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 6022783
    {'hecke_orbit_code': 137539616775, 'n': 1, 'trace_an': 4}
  • id: 6022784
    {'hecke_orbit_code': 137539616775, 'n': 2, 'trace_an': -2}
  • id: 6022785
    {'hecke_orbit_code': 137539616775, 'n': 3, 'trace_an': 8}
  • id: 6022786
    {'hecke_orbit_code': 137539616775, 'n': 4, 'trace_an': -12}
  • id: 6022787
    {'hecke_orbit_code': 137539616775, 'n': 5, 'trace_an': 38}
  • id: 6022788
    {'hecke_orbit_code': 137539616775, 'n': 6, 'trace_an': -164}
  • id: 6022789
    {'hecke_orbit_code': 137539616775, 'n': 7, 'trace_an': -168}
  • id: 6022790
    {'hecke_orbit_code': 137539616775, 'n': 8, 'trace_an': 192}
  • id: 6022791
    {'hecke_orbit_code': 137539616775, 'n': 9, 'trace_an': 380}
  • id: 6022792
    {'hecke_orbit_code': 137539616775, 'n': 10, 'trace_an': 778}
  • id: 6022793
    {'hecke_orbit_code': 137539616775, 'n': 11, 'trace_an': -424}
  • id: 6022794
    {'hecke_orbit_code': 137539616775, 'n': 12, 'trace_an': 196}
  • id: 6022795
    {'hecke_orbit_code': 137539616775, 'n': 13, 'trace_an': -1848}
  • id: 6022796
    {'hecke_orbit_code': 137539616775, 'n': 14, 'trace_an': -2674}
  • id: 6022797
    {'hecke_orbit_code': 137539616775, 'n': 15, 'trace_an': 1784}
  • id: 6022798
    {'hecke_orbit_code': 137539616775, 'n': 16, 'trace_an': 2064}
  • id: 6022799
    {'hecke_orbit_code': 137539616775, 'n': 17, 'trace_an': 2346}
  • id: 6022800
    {'hecke_orbit_code': 137539616775, 'n': 18, 'trace_an': -212}
  • id: 6022801
    {'hecke_orbit_code': 137539616775, 'n': 19, 'trace_an': 360}
  • id: 6022802
    {'hecke_orbit_code': 137539616775, 'n': 20, 'trace_an': -3416}
  • id: 6022803
    {'hecke_orbit_code': 137539616775, 'n': 21, 'trace_an': -1526}
  • id: 6022804
    {'hecke_orbit_code': 137539616775, 'n': 22, 'trace_an': 4252}
  • id: 6022805
    {'hecke_orbit_code': 137539616775, 'n': 23, 'trace_an': 12}
  • id: 6022806
    {'hecke_orbit_code': 137539616775, 'n': 24, 'trace_an': -1392}
  • id: 6022807
    {'hecke_orbit_code': 137539616775, 'n': 25, 'trace_an': -1872}
  • id: 6022808
    {'hecke_orbit_code': 137539616775, 'n': 26, 'trace_an': -1148}
  • id: 6022809
    {'hecke_orbit_code': 137539616775, 'n': 27, 'trace_an': 5744}
  • id: 6022810
    {'hecke_orbit_code': 137539616775, 'n': 28, 'trace_an': 2548}
  • id: 6022811
    {'hecke_orbit_code': 137539616775, 'n': 29, 'trace_an': -14104}
  • id: 6022812
    {'hecke_orbit_code': 137539616775, 'n': 30, 'trace_an': -5258}
  • id: 6022813
    {'hecke_orbit_code': 137539616775, 'n': 31, 'trace_an': -3548}
  • id: 6022814
    {'hecke_orbit_code': 137539616775, 'n': 32, 'trace_an': 8096}
  • id: 6022815
    {'hecke_orbit_code': 137539616775, 'n': 33, 'trace_an': 3398}
  • id: 6022816
    {'hecke_orbit_code': 137539616775, 'n': 34, 'trace_an': 14844}
  • id: 6022817
    {'hecke_orbit_code': 137539616775, 'n': 35, 'trace_an': 27496}
  • id: 6022818
    {'hecke_orbit_code': 137539616775, 'n': 36, 'trace_an': -2192}
  • id: 6022819
    {'hecke_orbit_code': 137539616775, 'n': 37, 'trace_an': -11090}
  • id: 6022820
    {'hecke_orbit_code': 137539616775, 'n': 38, 'trace_an': -20138}
  • id: 6022821
    {'hecke_orbit_code': 137539616775, 'n': 39, 'trace_an': -1624}
  • id: 6022822
    {'hecke_orbit_code': 137539616775, 'n': 40, 'trace_an': -15936}
  • id: 6022823
    {'hecke_orbit_code': 137539616775, 'n': 41, 'trace_an': 7000}
  • id: 6022824
    {'hecke_orbit_code': 137539616775, 'n': 42, 'trace_an': -3472}
  • id: 6022825
    {'hecke_orbit_code': 137539616775, 'n': 43, 'trace_an': -25360}
  • id: 6022826
    {'hecke_orbit_code': 137539616775, 'n': 44, 'trace_an': -5948}
  • id: 6022827
    {'hecke_orbit_code': 137539616775, 'n': 45, 'trace_an': -1300}
  • id: 6022828
    {'hecke_orbit_code': 137539616775, 'n': 46, 'trace_an': 5118}
  • id: 6022829
    {'hecke_orbit_code': 137539616775, 'n': 47, 'trace_an': 22956}
  • id: 6022830
    {'hecke_orbit_code': 137539616775, 'n': 48, 'trace_an': 22432}
  • id: 6022831
    {'hecke_orbit_code': 137539616775, 'n': 49, 'trace_an': 4900}
  • id: 6022832
    {'hecke_orbit_code': 137539616775, 'n': 50, 'trace_an': 59984}
  • id: 6022833
    {'hecke_orbit_code': 137539616775, 'n': 51, 'trace_an': 384}
  • id: 6022834
    {'hecke_orbit_code': 137539616775, 'n': 52, 'trace_an': 1400}
  • id: 6022835
    {'hecke_orbit_code': 137539616775, 'n': 53, 'trace_an': -3042}
  • id: 6022836
    {'hecke_orbit_code': 137539616775, 'n': 54, 'trace_an': -32546}
  • id: 6022837
    {'hecke_orbit_code': 137539616775, 'n': 55, 'trace_an': -50152}
  • id: 6022838
    {'hecke_orbit_code': 137539616775, 'n': 56, 'trace_an': -57792}
  • id: 6022839
    {'hecke_orbit_code': 137539616775, 'n': 57, 'trace_an': -38116}
  • id: 6022840
    {'hecke_orbit_code': 137539616775, 'n': 58, 'trace_an': 58852}
  • id: 6022841
    {'hecke_orbit_code': 137539616775, 'n': 59, 'trace_an': 65808}
  • id: 6022842
    {'hecke_orbit_code': 137539616775, 'n': 60, 'trace_an': -14084}
  • id: 6022843
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  • id: 6022847
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  • id: 6022848
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  • id: 6022850
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  • id: 6022851
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  • id: 6022854
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  • id: 6022856
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  • id: 6022857
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  • id: 6022859
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  • id: 6022860
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  • id: 6022861
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  • id: 6022863
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  • id: 6022864
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  • id: 6022865
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  • id: 6022866
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  • id: 6022868
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  • id: 6022870
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  • id: 6022873
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  • id: 6022875
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  • id: 6022879
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  • id: 6022886
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  • id: 6022888
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  • id: 6022890
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  • id: 6022891
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  • id: 6022892
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  • id: 6022893
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  • id: 6022894
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  • id: 6022895
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  • id: 6022896
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  • id: 6022899
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  • id: 6022900
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  • id: 6022904
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  • id: 6022905
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  • id: 6022911
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  • id: 6022912
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  • id: 6022913
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  • id: 6022914
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  • id: 6022915
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  • id: 6022916
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  • id: 6022917
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  • id: 6022918
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  • id: 6022919
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  • id: 6022920
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  • id: 6022921
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  • id: 6022922
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  • id: 6022923
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  • id: 6022924
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  • id: 6022925
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  • id: 6022926
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  • id: 6022927
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  • id: 6022928
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  • id: 6022929
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  • id: 6022930
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  • id: 6022931
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  • id: 6022932
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  • id: 6022933
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  • id: 6022934
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  • id: 6022935
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  • id: 6022936
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  • id: 6022937
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  • id: 6022938
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  • id: 6022939
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  • id: 6022940
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  • id: 6022941
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  • id: 6022942
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  • id: 6022943
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  • id: 6022944
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  • id: 6022945
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  • id: 6022946
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  • id: 6022947
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  • id: 6022948
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  • id: 6022949
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  • id: 6022950
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  • id: 6022951
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  • id: 6022952
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  • id: 6022953
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  • id: 6022954
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  • id: 6022955
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  • id: 6022956
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  • id: 6022957
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  • id: 6022958
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  • id: 6022959
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  • id: 6022960
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  • id: 6022961
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  • id: 6022962
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  • id: 6022963
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  • id: 6022964
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  • id: 6022965
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  • id: 6022966
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  • id: 6022967
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  • id: 6022968
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  • id: 6022969
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  • id: 6022970
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  • id: 6022971
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  • id: 6022972
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  • id: 6022973
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  • id: 6022974
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  • id: 6022975
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  • id: 6022976
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  • id: 6022977
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  • id: 6022978
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  • id: 6022979
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  • id: 6022980
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  • id: 6022981
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  • id: 6022982
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  • id: 6022983
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  • id: 6022984
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  • id: 6022985
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  • id: 6022986
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  • id: 6022987
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  • id: 6022988
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  • id: 6022989
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  • id: 6022990
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  • id: 6022991
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  • id: 6022992
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  • id: 6022993
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  • id: 6022994
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  • id: 6022995
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  • id: 6022996
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  • id: 6022997
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  • id: 6022998
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  • id: 6022999
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  • id: 6023000
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  • id: 6023001
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  • id: 6023002
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  • id: 6023003
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  • id: 6023004
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  • id: 6023005
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  • id: 6023008
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  • id: 6023009
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  • id: 6023016
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  • id: 6023018
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  • id: 6023019
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  • id: 6023020
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  • id: 6023021
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  • id: 6023022
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  • id: 6023023
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  • id: 6023024
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  • id: 6023027
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  • id: 6023029
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  • id: 6023030
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  • id: 6023031
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  • id: 6023032
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  • id: 6023033
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  • id: 6023035
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  • id: 6023036
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  • id: 6023037
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  • id: 6023038
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  • id: 6023039
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  • id: 6023040
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