Embedded newform data - 18.6.c.b.13.1

Formats: - HTML - YAML - JSON - 2024-04-24T18:22:57.099653

• 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': 648, 'analytic_conductor': 2.8869087566336513, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 9, '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': [18, 3, [11], [2]], 'cm_discs': [], 'conrey_index': 7, 'conrey_indexes': [7, 13], 'dim': 6, 'field_disc': -47347183152, 'field_disc_factorization': [[-1, 1], [2, 4], [3, 3], [19, 4], [29, 2]], 'field_poly': [32331, -3585, 3700, -231, 118, -3, 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': [[5, [46562734656, 1007927064, 33470577, 179334, 7587, 54, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503737166987282, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 324, 'hecke_ring_index_factorization': [[2, 2], [3, 4]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 9, 3, 1, 3, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '18.6.c.b', 'level': 18, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'minimal_twist': '18.6.c.b', 'nf_label': '6.0.47347183152.3', 'prim_orbit_index': 3, 'qexp_display': 'q-4\\beta _{1}q^{2}+(1+\\beta _{1}+\\beta _{2}-\\beta _{3})q^{3}+\\cdots', 'related_objects': [], 'relative_dim': 3, 'rm_discs': [], 'sato_tate_group': '5.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '18.6.c', 'trace_display': [-12, 9, -54, -132], 'trace_hash': 763317154515115178, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.016', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5.863', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.181', 'prec': 17}, {'__RealLiteral__': 0, 'data': '146.466', 'prec': 24}, {'__RealLiteral__': 0, 'data': '398.946', 'prec': 24}, {'__RealLiteral__': 0, 'data': '6706.856', 'prec': 27}], 'trace_zratio': 0, 'traces': [6, -12, 9, -48, -54, -12, -132, 384, -177, 432, -315, -96, -744, -528, 2286, -768, 2898, 1056, 2262, -864, -11076, -1260, -3168, 576, -2883, 5952, 18144, 4224, -5148, -14400, -8610, -3072, 17469, -5796, 2700, -1392, 39936, -4524, -49026, -3456, 5049, 41352, -31389, 10080, 2538, 25344, 12924, -768, -52857, -11532, 36837, -11904, -96048, -71892, 126252, -8448, -17469, -20592, 62955, 21024, -75966, 68880, 49578, 24576, 108702, 2952, -32991, -23184, -29250, -5400, -129672, -11328, -8466, -79872, -105483, -18096, 88740, 171720, 89202, 27648, 123435, -40392, 32634, 11808, 71388, -125556, -151524, -20160, 66132, -263088, -301836, -50688, 57678, 51696, -82944, -6144, 46245, 422856, 282168, 92256, -102222, 120060, 202476, -47616, -490824, 192096, -273330, -2736, 41592, -252504, 206964, -33792, 95724, 285492, 102006, 164736, 236976, -503640, 316890, 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• 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], [-0.3535533905932738, -0.6123724356957945], [-0.5504494869995245, -0.8348684700370235], [-0.25, 0.4330127018922193], [-0.7019817879227334, 1.2158681226702146], [-0.3166371560031835, 0.632250671362408], [-0.852853936797283, -1.4771863499680302], [0.3535533905932738, 0.0], [-0.39401072452392066, 0.9191058420879149], [0.9927521650192432, 0.0], [-0.28692004679302896, -0.4969600987555659], [0.499121023685236, -0.02963450211159428], [0.6331341268589822, -1.0966204757255162], [-0.603058802071002, 1.0445284851385988], [1.4014954743855477, -0.08321152310598788], [-0.125, -0.21650635094610965], [-0.6461013111367364, 0.0], [0.7021389107671553, -0.08367167971729032], [-0.24362974211269522, 0.0], [-0.3509908939613667, -0.6079340613351073], [-0.7638032959617953, 1.5251373299216022], [-0.2028831107457123, 0.351403855809197], [-0.07614437247133275, 0.13188592183079728], [-0.19461328247901005, -0.2951705782810086], [-0.4855568611503947, -0.8410091534761504], 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-0.39175573596528046, -0.1231617612634216, 0.026946218984697665, -0.15592411225929242, -0.23870394523498373, -0.009603776003162482, -0.09982516490376221, 0.18812004660001838, -0.21284341847893595, -0.13796105784901067, -0.3773181430076063, -0.40417400203140486, -0.2560842089331373, -0.013282243327178046, -0.34019714819824887, 0.2601803095497538, -0.1445342717180908, -0.3071647816726105, -0.2047715791217001, -0.3227099619227807, -0.10254049887357451, -0.29107414577378987, -0.31390469966335843, -0.06196875226104148, -0.45191591493222594, -0.18535380810621493, -0.13860436943182938, -0.4242248309469053, -0.15638488935621384, -0.08229455482822907, 0.22335110634758748, -0.3740773953851881, 0.21761571501327323, -0.13097747101072874, -0.24996206986256786, -0.4146219004240224, -0.07339631050199855, -0.12874732330394678, -0.2685238350720214, -0.12705327026770816, 0.06339979721004903, -0.32534478542889617, -0.24894763495101163, -0.3628076644995109, -0.39948239658326484, -0.09172740463374442, 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• mf_newspaces •

  Column	Type
  AL_dims	jsonb
  ALdims	integer[]
  Nk2	integer
  a4_dim	integer
  a5_dim	integer
  analytic_conductor	double precision
  char_conductor	integer
  char_degree	integer
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  conrey_index	integer
  cusp_dim	integer
  dihedral_dim	integer
  dim	integer
  eis_dim	integer
  eis_new_dim	integer
  hecke_cutter_primes	integer[]
  hecke_orbit_code	bigint
  hecke_orbit_dims	integer[]
  label	text
  level	integer
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  mf_dim	integer
  mf_new_dim	integer
  num_forms	smallint
  plus_dim	integer
  prim_orbit_index	smallint
  relative_dim	integer
  s4_dim	integer
  sturm_bound	integer
  trace_bound	integer
  trace_display	numeric[]
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'Nk2': 648, 'analytic_conductor': 2.8869087566336513, 'char_conductor': 9, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [18, 3, [11], [2]], 'conrey_index': 7, 'cusp_dim': 26, 'dim': 10, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 137539616786, 'hecke_orbit_dims': [4, 6], 'label': '18.6.c', 'level': 18, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 34, 'mf_new_dim': 10, 'num_forms': 2, 'prim_orbit_index': 3, 'relative_dim': 5, 'sturm_bound': 18, 'trace_bound': 1, 'trace_display': [-4, 9, -108, -58], 'traces': [10, -4, 9, -80, -108, -84, -58, 128, 579, 0, -393, -384, 362, -824, 2664, -1280, 3882, 2568, -1018, -1728, -11310, -948, -8706, 576, 181, 14800, 18144, 1856, -9042, -7488, -3892, -1024, -405, -3828, 432, -7440, 30344, -11084, 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24586744, 161344926, -18666496, 77449695, 8910192, -89215902, 92876544, 87532944, 4753416, 10303632, -43824384, -31416120, -40123224, -94480056, -9720032, -155842908, -49972464, 100879904, -13647872, -28344264, 74679168, -54052488, -31095360, 61927544, -4527656, 17732304, 11197440], '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: 34801974
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 13, 'source_dim': 6, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503737166987282, 'source_is_minimal': True, 'source_label': '18.6.c.b.13.1', 'source_level': 18, 'target_conrey_index': 13, 'target_dim': 6, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503737166987282, 'target_is_minimal': True, 'target_label': '18.6.c.b.13.1', 'target_level': 18, 'twist_class_label': '18.6.c.b.7.1', 'twist_class_level': 18, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
  • id: 34801975
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 13, 'source_dim': 6, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503737166987282, 'source_is_minimal': True, 'source_label': '18.6.c.b.13.1', 'source_level': 18, 'target_conrey_index': 37, 'target_dim': 6, 'target_embedding_index': 3, 'target_hecke_orbit_code': 4503737166987318, 'target_is_minimal': False, 'target_label': '54.6.c.b.37.3', 'target_level': 54, 'twist_class_label': '18.6.c.b.7.1', 'twist_class_level': 18, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 6}
  • id: 34801976
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 13, 'source_dim': 6, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503737166987282, 'source_is_minimal': True, 'source_label': '18.6.c.b.13.1', 'source_level': 18, 'target_conrey_index': 49, 'target_dim': 6, 'target_embedding_index': 3, 'target_hecke_orbit_code': 4504149483847824, 'target_is_minimal': False, 'target_label': '144.6.i.b.49.3', 'target_level': 144, 'twist_class_label': '18.6.c.b.7.1', 'twist_class_level': 18, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 6}
  • id: 34801977
    {'conductor': 9, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 13, 'source_dim': 6, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503737166987282, 'source_is_minimal': True, 'source_label': '18.6.c.b.13.1', 'source_level': 18, 'target_conrey_index': 19, 'target_dim': 6, 'target_embedding_index': 3, 'target_hecke_orbit_code': 4503737166987318, 'target_is_minimal': False, 'target_label': '54.6.c.b.19.3', 'target_level': 54, 'twist_class_label': '18.6.c.b.7.1', 'twist_class_level': 18, 'twisting_char_label': '9.2', 'twisting_conrey_index': 2, 'weight': 6}
  • id: 34801978
    {'conductor': 9, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 13, 'source_dim': 6, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503737166987282, 'source_is_minimal': True, 'source_label': '18.6.c.b.13.1', 'source_level': 18, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 3, 'target_hecke_orbit_code': 40532396746997922, 'target_is_minimal': False, 'target_label': '162.6.a.j.1.3', 'target_level': 162, 'twist_class_label': '18.6.c.b.7.1', 'twist_class_level': 18, 'twisting_char_label': '9.4', 'twisting_conrey_index': 4, 'weight': 6}
  • id: 34801979
    {'conductor': 9, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 13, 'source_dim': 6, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503737166987282, 'source_is_minimal': True, 'source_label': '18.6.c.b.13.1', 'source_level': 18, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 1, 'target_hecke_orbit_code': 36028797119627426, 'target_is_minimal': False, 'target_label': '162.6.a.i.1.1', 'target_level': 162, 'twist_class_label': '18.6.c.b.7.1', 'twist_class_level': 18, 'twisting_char_label': '9.5', 'twisting_conrey_index': 5, 'weight': 6}
  • id: 34801980
    {'conductor': 9, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 13, 'source_dim': 6, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503737166987282, 'source_is_minimal': True, 'source_label': '18.6.c.b.13.1', 'source_level': 18, 'target_conrey_index': 7, 'target_dim': 6, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503737166987282, 'target_is_minimal': True, 'target_label': '18.6.c.b.7.1', 'target_level': 18, 'twist_class_label': '18.6.c.b.7.1', 'twist_class_level': 18, 'twisting_char_label': '9.7', 'twisting_conrey_index': 7, 'weight': 6}
  • id: 34801981
    {'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 13, 'source_dim': 6, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503737166987282, 'source_is_minimal': True, 'source_label': '18.6.c.b.13.1', 'source_level': 18, 'target_conrey_index': 145, 'target_dim': 6, 'target_embedding_index': 3, 'target_hecke_orbit_code': 4504149483848112, 'target_is_minimal': False, 'target_label': '432.6.i.b.145.3', 'target_level': 432, 'twist_class_label': '18.6.c.b.7.1', 'twist_class_level': 18, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 6}
  • id: 34801982
    {'conductor': 36, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 13, 'source_dim': 6, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503737166987282, 'source_is_minimal': True, 'source_label': '18.6.c.b.13.1', 'source_level': 18, 'target_conrey_index': 97, 'target_dim': 6, 'target_embedding_index': 3, 'target_hecke_orbit_code': 4504149483847824, 'target_is_minimal': False, 'target_label': '144.6.i.b.97.3', 'target_level': 144, 'twist_class_label': '18.6.c.b.7.1', 'twist_class_level': 18, 'twisting_char_label': '36.7', 'twisting_conrey_index': 7, 'weight': 6}
  • id: 34801983
    {'conductor': 36, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 13, 'source_dim': 6, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503737166987282, 'source_is_minimal': True, 'source_label': '18.6.c.b.13.1', 'source_level': 18, 'target_conrey_index': 289, 'target_dim': 6, 'target_embedding_index': 3, 'target_hecke_orbit_code': 4504149483848112, 'target_is_minimal': False, 'target_label': '432.6.i.b.289.3', 'target_level': 432, 'twist_class_label': '18.6.c.b.7.1', 'twist_class_level': 18, 'twisting_char_label': '36.11', 'twisting_conrey_index': 11, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 70900
    {'charpoly_factorization': [[[16, 4, 1], 3]], 'hecke_orbit_code': 4503737166987282, 'p': 2}
  • id: 70901
    {'charpoly_factorization': [[[14348907, -531441, 31347, -6966, 129, -9, 1], 1]], 'hecke_orbit_code': 4503737166987282, 'p': 3}
  • id: 70902
    {'charpoly_factorization': [[[46562734656, 1007927064, 33470577, 179334, 7587, 54, 1], 1]], 'hecke_orbit_code': 4503737166987282, 'p': 5}
  • id: 70903
    {'charpoly_factorization': [[[26358756910084, 220390566306, 2520425625, 4601792, 60351, 132, 1], 1]], 'hecke_orbit_code': 4503737166987282, 'p': 7}
  • id: 70904
    {'charpoly_factorization': [[[1744579440394569, 6760803703995, 39357249570, 32548851, 261090, 315, 1], 1]], 'hecke_orbit_code': 4503737166987282, 'p': 11}
  • id: 70905
    {'charpoly_factorization': [[[148089835767634084, 258085962034098, 736092864249, 270678548, 1224195, 744, 1], 1]], 'hecke_orbit_code': 4503737166987282, 'p': 13}
  • id: 70906
    {'charpoly_factorization': [[[930192444, -500040, -1449, 1], 2]], 'hecke_orbit_code': 4503737166987282, 'p': 17}
  • id: 70907
    {'charpoly_factorization': [[[-352455920, -1499928, -1131, 1], 2]], 'hecke_orbit_code': 4503737166987282, 'p': 19}
  • id: 70908
    {'charpoly_factorization': [[[181135797517064196, 926226312208434, 3387896562609, 6043257180, 7859943, 3168, 1], 1]], 'hecke_orbit_code': 4503737166987282, 'p': 23}
  • id: 70909
    {'charpoly_factorization': [[[42324466285113727716, -84099378909019266, 133615310399649, -79559539200, 39428883, 5148, 1], 1]], 'hecke_orbit_code': 4503737166987282, 'p': 29}
  • id: 70910
    {'charpoly_factorization': [[[3518454480521127052816, 63232107152041644, 511851974862561, 109454768498, 75198111, 8610, 1], 1]], 'hecke_orbit_code': 4503737166987282, 'p': 31}
  • id: 70911
    {'charpoly_factorization': [[[-188019064016, 119415108, -19968, 1], 2]], 'hecke_orbit_code': 4503737166987282, 'p': 37}
  • id: 70912
    {'charpoly_factorization': [[[4654216847913632372059569, -587158450001963525529, 84966224138176626, -2940566562009, 297657234, -5049, 1], 1]], 'hecke_orbit_code': 4503737166987282, 'p': 41}
  • id: 70913
    {'charpoly_factorization': [[[263847659864527735193521, -88538985872670880227, 45834208463188878, 6437797138145, 812900814, 31389, 1], 1]], 'hecke_orbit_code': 4503737166987282, 'p': 43}
  • id: 70914
    {'charpoly_factorization': [[[7156542898602432562500, 6122737420787783250, 4144948072124409, 1104578875872, 239405679, -12924, 1], 1]], 'hecke_orbit_code': 4503737166987282, 'p': 47}
  • id: 70915
    {'charpoly_factorization': [[[1764512817552, 557151588, 48024, 1], 2]], 'hecke_orbit_code': 4503737166987282, 'p': 53}
  • id: 70916
    {'charpoly_factorization': [[[33387779521416887865815049, 3986539883700422263605, 839765104711018290, -54990706539411, 3273406290, -62955, 1], 1]], 'hecke_orbit_code': 4503737166987282, 'p': 59}
  • id: 70917
    {'charpoly_factorization': [[[28725885618194863724161600, 8495472925935752827560, 2105323240947265761, 109692786162206, 4185754395, 75966, 1], 1]], 'hecke_orbit_code': 4503737166987282, 'p': 61}
  • id: 70918
    {'charpoly_factorization': [[[9209970998133622058265625, 3520906795269915075375, 1446138643096212846, -32205913586701, 2248586142, 32991, 1], 1]], 'hecke_orbit_code': 4503737166987282, 'p': 67}
  • id: 70919
    {'charpoly_factorization': [[[-139951336896, -82327536, 64836, 1], 2]], 'hecke_orbit_code': 4503737166987282, 'p': 71}
  • id: 70920
    {'charpoly_factorization': [[[14322358753732, -4737509952, 4233, 1], 2]], 'hecke_orbit_code': 4503737166987282, 'p': 73}
  • id: 70921
    {'charpoly_factorization': [[[13294799870205495291757795216, -37784891983114042778460, 10392652898533207617, -201374604597922, 8284697439, -89202, 1], 1]], 'hecke_orbit_code': 4503737166987282, 'p': 79}
  • id: 70922
    {'charpoly_factorization': [[[10696028983021551086277852816, -309257426429951557591260, 12316711523531554161, -109259093337498, 4055237271, -32634, 1], 1]], 'hecke_orbit_code': 4503737166987282, 'p': 83}
  • id: 70923
    {'charpoly_factorization': [[[9104584153608, -620916948, -33066, 1], 2]], 'hecke_orbit_code': 4503737166987282, 'p': 89}
  • id: 70924
    {'charpoly_factorization': [[[85331067905888644583981620009, -1915173279231009577666293, 56493061562164327026, -281036571816589, 8694834594, -46245, 1], 1]], 'hecke_orbit_code': 4503737166987282, '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': 2, 'label': '18.6.c.b', 'level': 18, 'portrait': 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Gh3U84saibqHjs2Jmxd16FWHSCkJYoEzW6FhabPRFXgSY8z8z6HTguOnUs4sZQQVLq88foOb78RAjnO/uMNTswpzubMvWg5tGC57vIFfvX9K2wcn+DomUnOLlSYX9EsNSWtTkqnl9LsJLQ6MZVKherkRvODb9/4Z5fvrPzcSjNpXX3t+15tSPx3Pf5KA7zZaqGUkt+45yuiPr7xP//af/zSlVvWn7v5X/3EWX12cT2tbkir49PsaFY7kmYbVlopy62YpWbKuRU4tCiYmVnln/3YEjfsqnJybpIz8zXOLGrmliznFhNOLaTMtxPGJ/u87soON+0BX1YIVMDccsjZRc25ZUF3AEliCH1DLUyZGEswwPFzCa0ObFvnUasMsFaA8On0DFvXD1ha1WCdFFntwCABi2W5GbFp1qPdUwhlEWZAI/TYuqHPaldw/IwmNZqphqQeCgIPkkTQHUjOLUvOLlnmVhKCoA9ews2XdXjt5YKZRoWllQYn5wLOLMLcYsLccsLpZTi8ZLnuskX++Y+tsH58jOPnJplbrDC/4rHUFCy3DK1OQquT0uoaWj1Y7sLRhT5/8i96ybU7Jx7u+T9rahM7Hu50019ZPxNQq9Vfbai84uOvrAY/8tKH2bDltfzSP/z7v35g/77/fM83Hrhj37HWxSeWu/LWq1a5ZEuCtQohJAKBu1elO4QALEpYAglnlkMeO6i48uJl9mzpUw3B0xLfU/i+plaRVD1Jt+Ox/1jIN572OT4/oJXE7D85YN3UMu943QpX7mxz3Z4mxxYTFruCatDnyBlLs1Xjih2S1X7K3mOKelXz0nHYtdHSj1L6qY/WMRN12HcyQOkUTyZoD3oDyQ17uvS6kit3prR6KcfP1LlovaJWjVgdWGbHu6x0WvzZvfDs0ZTnj/bZtnGJq3a3mJiMeNvNbX7gdsvF6+uk8ThHT49x+JTHyXOGU/Mxp+ZTDs8LTqzGXH3JAv/sx9qsGx/n5LlJzi1VWFz1WG4JVlqGVjuh2UlpdgwrXctcS3Fi2XL5jiXefeuqbLcq25945txFrXZ04/aLtlYmJya++Vu/+wnu/vwnX23IXPDxV5LB7/7a5zi1eKe6dMuf/F+d1pl/fPd9K+rAsYS5VcHBRcHmjUv865+Z46qLqswtjbPcqrLcClhtaZbbmtU2rDRTVloJy+2ExSacXBHoSp9bLl/mB2+PuGi2xmqnwfxyhYVln8WmYLlpWGoaVtqGVs/QGli6/YSpRszWdQYQBJ7l1LyHkAHbZhUXbbRsnO0ytzLguYN1rt1lqVZWePHQJPVaRBR5TE0Yen24dGufP7l3nN1bEgYDy/SYJE571MOAl471qXg1XnNJwvNHIuaWfDZNBVy0Abauj1Aq5tQi+J5FCMu2dQkTdUm7F9DperS6HsstxfIqLDUNy82UxWbKuSYs9VO2burwg3cscsseTeg1OLvYYHElZHFVs9QSrDYNq52YZjtltWNZ6cJCR3Jm1fCaXfP8q59dZsvUBCfOTnF6vsKppYD5dDbdtnHdr//Cm6/951986mD6znfe9WpD57zHXymAf/LrzyBktRL39m+dkafe+9QLS//y0WdOoKQkSWClYznblBxZsVy+fZ5//YFFrtpRZX55nKXVKqvtgJW2x0pLs9KCZtuw2k5YaScstyxzTcGZjgXR4a5bm7ztBsOODSFRVGWlGbLa8Wm2FSsdQbsr6A8sUWJJU1DSEnhQCSzjDcvsZIz2+hw+G/HCoQCT1HjLjRHaW+WpvWNs3wBffTzh1isC5ps9Qq1I0pjJCUhiD+0lLC1Ved01Lb76SJ2LNsCTBwd4VHnzDYZE9HjhcMrRUyFa+qyb0EzUBJVA4PsCJSAxEMWWfgTtrmW1Y2h3Datdw1LH0ktTtm3u8rabmtz12ghMnaXVMeaXKyw1PZZbmpUmrLad3l7tpDQzcM+1FXOtlNfsmuc3P7DA7k11Ti9MsrBcY6kVEMeCNI3omk307dQ/+f67pv9826aLTkCvJ8TtrzaUisdfGYA//tQ+rtq1wf/Tu1/6ycPHn/3tXRNPCzOoyecOSlaaMZ2eodk1rHQEZ9qSE82Ua3fO86GfXuKanSELqw7kK+2AZttnpa1ZbQuabUuzk7LaTtyy27HMtwVnm4aJ8S7fc12bm/ckbFunaFQ8Wu2QwJOAIkokxgiMhW4fEIaJep+Dpy3GRtzzZI1Bt8LOTT63XNklNqvc//Q4r9nlcfBch+ZKg5uu7PLNpwLWTVr2Hrf87Xe12HssYN2k5BtPK265VLHcbXHk5CSvuSTi/hd6JIMqN1/mc/GWPr2kw9efUpAKDp/SNKoaLaDbkxgrSI0lTgBp0L6h2bHU6jFbNgx47aVdvufahKlayNzyGEurFVZa7tystATNDjTbCa1OwmonO79dwbm2ZKGdcuPuef7lzy5wxbYqc0sTLK7WWGmFrLY1ra5iuSl49kBEfaJn/vcP7La7dlzzC53+7X8gxZFobHr3qw0p4K9IosfaSJq0847nnvjszsUz4kOf/8oT6s7rEq7aXqUaKgYDQ5JaKokgTi0zxmCs5qkDs/yjP4AP/swi116cEHgJnq7hewbf8wl8TegrwlBTDRX1akKjmjJVN2wcEyx06nz5wTqfu2/AVbt6rJ9M6XT7vPWmAdvXG5JUoqUlSuCBl0JOzIdsmDC8eDgEM8mezYprXmMIwjYPvdxlYXGMy7dXScQKZ+c9rt8Fx87FTNdCZiYhOKfp9gPmljWe9ti+scnLRye55tKAo2danDgzzttvSplvLvH4y+O8dKzGdbsr/PAdfZAdnjtqmJ3sMLcQc/9zHv1YoSVoY9m+IeJ7bopodxQbJwzX7IIoqrHcrPLi2YDVjkerq2h2JK0OtLoprU5Ku+uCydWuZbknOdMSrPYibrlkgX/2UytcfVGVs0vjrHYqdHo+vYGiH0l6A0mnb9Eatq/ryvmjT9Jcnv5PD770qep773r7odV28qXxujavNrZedYAfPLnKvmPtH3vxpcf/7ax4ebI1l3DV1jqLi3DE87AWPE8Q+JIkhdQYjLFAihCKJw+u41d+3+NdtyzzQ29Y4qJNA84tNQj9CpXApxp41CqadkVS73mM1TTdvrPB1g0MvYGl3Q9YXgg5ddISJYbT5xKCwAICX1m0FHR7CoFH0tVcvV1w8UbL1k1dBmmbrz2h2HdogjddG3DNpSt87GsWX1TZvqnL848oNo0rphtdQlUhij3m21ALNZvXCZ7dF3HNJRVuf80iH/1yD9+r88YbLV7Q5VuPR3z1sRovH62wY2OV7RtSZiYiLpqOuWJ7ilIGrSxgqQYBM+MBUezR7vq8eNCj09d0e4pOX9LpQadv6XTdd2/3Ujo9S6tnafZgoas4t2KpNpr84l0L/I2bI666qMqZxTGa7Qqtjk+7p+n2Jf2Bq00XArZv8Ng4McP+Y5LDp57zDi2N/dt3vL6xvGn2un9g7fxHhXh1W+leVYBHURchxM/c/a37PviFL39z8vtfu8SGmQmEDBhEYK1ACIunJaFvMdZircACQriOGk9KXjw0zbMHqhw4M89dr+3w2sv6jNcbLDer1FohjZ5Pp6tpZxe719d0B5r+wNKPDFFsiWNLkrojSnysAakEnhaEvmC8Lpiow/ppw+Z1XaYnmtz9FDzwjIc0Y7zpWo+r97R56OWYqN/glqsFzV6P+aUaN19imB7vUtEB/USx0IpRRnD1JZpqfcDT+0Nuu2aMm65q8/R+BXaMay/z+em3L/PNZyO+8USNvSdCts4o1k9WmKhXGatDJQBPW5QEY2HvUUGaCuJEECUwiHHfcZDSGxj6A0O3b+gODJ0etAYukFxoQ9/0ufM1y7zjtU1++I2GOB7j7GKNViek3fVpdT06PUW3L+lF7u+76wPHz3pEseXc4oC5+TM89+TXJpst+68vu+JO3W63f69ef/VsxFcN4Csrq8QxP333tx744Lmj981eudk1AvgeTDagHwmSFJI0t//cQwBCuCyikhYtUypastCt8Gf3bubeZ1rcesUq779zlSsu6jA1XmVptUq7F9DteRmwlTsiwSCWxIkgSSA1Fle7lf1tDaEP1Yphsh6zabZLQoeDp2P+7P6QIydrjAcVrr9Mc/OVLR4/0OSeRxvcuCtk64Yuf3KvQImARj1mtTPAWFACZhpdWm0fk1R4x63zfOKrVS6eC3nbjV2ieIn7X5giTkNuuGyWt13fYteWJt96usvzJ6s8d9Rn86RksiGoBgLfczehFO6mNxaMscRJdrPGlkHsbuR+BL0I2n3BykCw3Aah+1y9e5X3f88qr7ssZbpeYaVZZbVdpdPzafc8Oj0H7k5fOIAPoB9Z4thJxzS1DCL3erbh8a2HDY2XHpj9MV9/8KJdd9hmc/X3x8bG/98B8F/+9Y/xT392hn0HvvXjyyuDDx3Zu286VD02ziiEsPjaUK84nzpKII4FSgqEUAgBUoAUIlueDZ5y/5tQC5b7iuXmBJ+8r8ZjL3a45apV3v/GVV5zcZOptEKSBHT7IZ2eR2+giWJFnEiSVJIagbECgUUKS+AbqmFC4Ef43oDTSwO+/KTk0Cmfo6cmUCbg4g0+l16kuHZPCxUs8MLhOpvGq1y+A9bPrLDcanDFJkliLHc/ETDoSsZrCW++oc+X7o85ca7O7p0eZ1f7vHTEY8u6Ca66aIGHnm/zyEuCQeSz56JJ9mwJ2LO5zeGzyxw6DU/sq3LwSI2qFgRaUgssoQdSOgKw1t2sSQpRAlEq6AwErb6gFUNkEoztc92uFu//nha3XpGyYTKg1x9jqRnS7gZ0+m7V6/Q1vYF0wO4LepED9yBKiWNDnDigD2J3U1lrWVyVdPttPvvFh2Y3bln+kFCV5J/+66987Ke/9yTbr/zAX1+A3/+tz3D7nd9Gypt+2Lf7/sPlm0+N79lcIUoUSqZYIDUST1s8bYkSyUCD1qCUQCmFVjm4Uzwl8LTB9yyhZ6kEKeOhoD3wWG1N8OkHGtz7XJ91E13ee0eTPVv69HsdLr/IsmW9YhB7pKkiNdItt1ikNHg65fic5eg5wWrP8IWHqpxenMBGHhOhYuOUZtt6zY5NcPnFLYxc5MNfqrG8PMaNezSXX9zkW88JROIxOyGpVRO6sY+0EqxEaZ9mXzC3LLjMVrnj2jYPP11h47TPjZdP8lNvX+QPvtrmif01On2PpdU6F22ssHtDlxsuafP9t7U5s7zMFx4KWOoGHD/rcfq0j6cEUrrEl7GW1EBsLGlimJiKufKyLoNBzJ4tA959x4DZMcVkPSCOQ84uhFkQ6dHta7p9RW+g6GWSpDcQ9AfQjwyDKCWKTXY4YEeJc3NSA2DoRnDqiSUqe++d/uG3r/sPP/W2i+NtV9z38d//6Cf56Z94z18/gD/+8O9x2TVnxKP3X/eeF14+/buf+Prx6tbZVa7bXWFhpUqcDNk00hLPU3ixwdOSgZIoBVqJ7LVAa4HnOTD62hB4ljC2VH3LWJgyURF0I0k7qnH0VI3f/PgkmASRJFx7ZZeL1kckCRhrsNYlcaQQSCXQns/+Ez57D4XUQk3dl0xXBTNTktlJzcYZxbYNKbu3rZKKJf7jZxscPzHOjZd47Nme0kvaPPpCwHjFY2rMMl6PqFacFDJG0uwrljuWpWZKs1PhdZev8uTeLvtOKMYbITdcNs7PvmOJ//w5ePpQjU7PstrWzC03WD9dZXaiz7apPv/He7o0qk2ePwr7T0o8z6KURQgDWPd/FpIEtq9PueWKhDT2iJMAa6v0I49ziw7UvYGmH6lCvvUiQX8gHbAjGEQuKzuIDVEWt7jDECcQJc5tSlKIDcSJ5EwTbr22TWhb45++Z/x3xf1vTTbcvu6T/+mjf2J/8Sd+5K8PwPc+/Xvs2VNX93w7vuvQ8cMfG9Mvhd9zU49q0GVmsodSCZ1ewCDSRLGTDoPYEGlJpBWetuhI4iuBr53m9D2F70l8TxLEKYPIUolNdgEsjQQGsWGQQJQI+rFkkAbEaci+QzWe2weptThoO23sSfCVq/moB3D5BmhUYKwmmagrpsY1s5Owdf2ADTOrxHaZ//jZMQ4fGeOaHYodmyUXb17h2y8lzC2Nce1FkomGIfR7BDLAKkGSSoS1JGnESidkbsnjmj0Vrr6kzUNPh6ybEFTDOtdcYvjFu5b4D58zvHS6zmrHsNpWLKxopsdrTDQqTDTGaFRjZmox266JMps0QakUKVwwYXE3VRwr5hd0RiQqO8fZcyQZxJJBJOlHkkEk6MeCQQbsQeTYunjOwZ3kz66+ZpAFt91YsjoQLHdiUtPh3hcEh088W33Trb2PrTxlzJGFHZ/94H/5VPorf+vd3/0Af+i+T9Pq19RDj869+9SpxY/+/qfOhQRVEiRbpy27t7XZuTEl9Gu0ewGD2CeKNH6sGUSKKDZ4kXKa3JP4kcT3BP1IEHiCga+IIsnAN8SxJUrSYtksjpQsGDKkBqe3DQW4hQAlQUvwPAi0IAwE1UBSqyrGqpKJMcHsZMK29V3qtVU++3DE/S9MsrrY4Mqtim0bPHZt6ZOKVe5+okrN08xMKOrVPi8cxnXcb7F0B4qrdsVcebHl3NmUhRWfXr/KW65v8+DzPQ6eVtQqksBvcMUOwz//8SXue6nHl+6bZqll2TabstLUjDcUYzWPetWjVrGEgSHwDYFO0cpJLZnF5tbiElZGkBhJkgqSRBAnkigRxLFkEDtwRrFwgWlkSzIkI46CtR24BwlEsQN2P4ZeImnHguYAetGAq7cs8r43rLJhUpMaMIMj4ePH6n90yXTjA+9999848rd/2j40FmR34ncrwL/42ClZD837Ll/f/q8HDs6FW6c9XjrlcWJlnKcOTNDrz/P9t63yA3esMjsR0upW6Hk+fuThe9qB3VMEsWIQqYyxJYGfXZTiUG6pjKVzEJKh7ZekhjR17kJqM6ckO61CiMyRcbLH185zDwNJrSJoVC3jdcO6yQEzE20Su8onH5T8wVenmA1Drtwq2LrBY/tGw7YNK3z2Ucvycsie9YqJBtSrMXPHJPMrAf5FMIgFM2OS8XE4eNSy0jKcWwzZtT3kDde2+fIDIVN1CHwfJce54mLBB942jyfn+eJDE7x8OmRdK2Z2PGGspqhXFNWKpBJoAh8CD7S2DuRZUF6AHHdjpwbSNHOpEkGcQJzaLKhPi8DREYUhSgxRzAWBPUgE3Rg6iaQVQbefUg3a/NTbFnj3rR3uuFLT7o1xbnGcvecmWD53MuwN7B/2ms/vs6F3FRB/1wL8hSe/SJSkP/47f/74v1k8froh7QRKxqxrGEBxthtyz1PrefSlgLnVBX7hXS2mJwb0BhXanZAg9hh4Hn4mXXKgR7EiiiVRIh24EwfyOGOlJIE4hTR1ToIxLuAyxuY9nBm4HcCVEmgl8LQDSBhANTTUKwnj9YSZ8R7TE6s8vC/ij+6psP/oONvHPC5eD5vX+2xeB7u3tugmLR7f26CiPGYmFON1GK8PmBhL8H2NEO7m6g18llsxq11Ls5Mwv+KzdX2dm/bMc88TXfafblANYjzlI8QYF29S/OgbF7lu9zx/dE+dx18cZ6mjmW0kjFcTqqGkEioCTxB4Es8T6Cxukdl3JLunrbVu9cqAnqRDq88RgyFJTRE0FgFkJkWiZAjsXgbsdgKdviGJBkxVW/ytuxb533+wj68rLC6PsdKusbgakhhJoyJIo+c58NzJ2ZOrr3//Rz/+xT/4iR/+vu8+gK+udhFS/cxD9//5Byf91tSx03W0SjAWPAV13zCdAuMeze4k/+aTHnuPLPGOW9vcfnWLdTMD2u2Q3iBg4HtEsZdpxszei12tSJwBPUkduOMk989lxlRgjMRYhuB2ScqMuUErlzDxPUvoGyphQj1MmGgM2DDdYq7Z5be/4HH3k5Msr9TYOSPYOivYNOuzeVZw0cY+2l/lE/drjpyscck6yURdMlZLkXLA6QVLoCVSuORIFGu2zbZ4gpRWV7HSsswtV7hkc8j339HkU9/yOTYX4OkYITyMrREnkmsvWmHbD7W4++kuf3L3JE8dq7FpQjBdS6mFKaHvZJvvSTwt0MpZqlKKoujI4m4yY3FOS+oAn4M8STNJl0m7OLFEqbNrB2kmRxIH7E4C3cgQd2I2z7S5/dZl3vm6Lm++FoSts7Bco9ML6fU955QJy/oZgZLjfPuRaGrXpa0Pve9d71Xvbfd+r1qvfPcAfKW5gJDJT82f+tIHz5x5cvaSrT2WV6ustlKMsWgl3NBKY7AIBJpmf5xPfDvgvuebXLO7xfvu7PK9NzaZnvDp9gN6g4Ag1sSxR5ToIlBKSu5LnAqSRJKmgtSIodY2LvtpM3DnfrpSznXwlMH3DIGfUgkS6pUB0+MdenGPb71g+bNvj/H4i+NM+B5XbLJsmJSsm/LZOCPZvC5ix6YVnj/W4wsPzjCmNDNjgkZN0KjGNLspX300pO5bhHDA6g0077hlwFceMzS7lmbHML+i2Txb512v7fD4vjZ7D/rUgiTLAXgYU6UfOa3/o29ocsmGeT5xX4tHXh7nxEqF9Q3BWGip+oZQG3zPuU5KuhvZMTnk9XUmk2rGDFe4JAO6IwiIU0GcisJL7yeCbipoZwF8PIioVru8900rvO+NLa7dZZiZ8Oh0qqy0Qnr9kF7fZxBpklQgpcXXsNwKePFkymr01KwK6x987zvfYDqd+Y/Uan/5af2/VIC32yscPdElTfwf++MvPvRbf/7Fb02tNjtsmaxQ1Sn56dUSfA0V41hVCoMvJE2vwqm2z5nHajz2QptPX9nm3W/o8uZb+kyN+wwGAVHsEyUecTx0BJJUkSSSxEjSdAhwYzPmNsOiSSFsFlS6Og6tDb6XEvgxlSCiXumR0uObT0s+fu84Lx4dQ8QB2ycsG8Yt0+OKmUmf9dOSjTMxW9e3OLnQ5r99qUYyqLB5s2C8rmnUoFGNEV5Eq1djvG4RQmCts9AmA0ViEtqxT7ubstJSnF6ocNmOOj/3fat86E8Dji/U0CrObgxNkoT0I8n6qYBrd7a4ckeHl46f5s++XeGep8Y506xQCxR1H2qexdcWT4GWLp0vxGj5qAGscTddagSpdZnj1DhwR6kDdi8V9FIYpBAnCWkUMRV2ecudq7z3zjavuyJhLPSIojrLKwG9KGAwyO1Ht/KmqcQCUlpmxhN+8A0DNk4eo1Y/O9uas79VnfqeJB2c+sP2oMb42MRfTYB3uz22bqq+88D+J//zkRfvb8i+YMyrk0YCo8jYRKCVu5ONdVpBCIsWBl8J2lLRTurMDwK++HiN+1/scMM3OvydH2hz6dYWs+OKhtQF0JOMzZNUZeCWpEZirMRaJwlsEVCCFAalLFoZtE4I/ARPRbR6MQutmH//2ZCj8xM8vXcca3ymKoLZacv0mGCqoZga91g3JVk/lbBppsvU+Ap3P2N46uVxrtwsmKhL6lVJo2qoVSKENyAINFq597cW0lTSG2h6fTcFoN0ztDuW5ZbHuaUGN+/ucNNlq3ziGyGVZYWWLg4zVpOkPlEs6Q08psdDrru4w3U7Ozxx+xmOL0j+6J5x5lernFoK8JWk5gn8XIZJF3gWRJ5LFRyTJ1aQGIiNkyP9FKLUQppAEqPUgA0TPa7c1uXv/ECL6y81NEJNnNRptgP6kU+UjecYxNo9RyozABzpWOtWlFBV6EdbWD1jePylx6cuuXziP990w7Ur8aD3hb9MTP6lAdzap4AN6lOf+aOdSXt/4/Jtq0hbZbWVECeuAtBYSIQD9dCldcympUUrCJWlmgg62qObeizHVe55aoyHX+5RCwf8xFuabJlK2Laxx82Xt9HCtYgJ4eSKy0q6WmlrS8yNRUiLEimD2GJJQCa8dFTy5D7Nlx+v89KJOlFSpa4VMxXLZM0yUbXOB29oJsc0U+OC9ZMJG2d6bJhZ4f4XB3z4y7NsGNfMNKBRUzRqgno1oRIMePiAoh9pvJoDlbWCKJGEWvGaS3o89sK4K3zqpay2PBZXA+YWJ/i5t81xanGJx56dwZOAiDFAkmgXj0SSTk8zUQ8Zb9S46ZIut1/Z5Ydev8C+k4avPB7y+L4KB47USIRmMFB0Y4USEiHEmsAzywlYQ2Is1hg8kTLmR4TE3HRNh4s29Nk8HfP+Nw+o+Ipa6DGIfFbbPlHsEWefy/nqzhQYZM6Xq/dx8VKSgrGSVlcRxSErLcuzB5vsO3VfY3X17M7a235IffKbB9P3vHHXXx2A79//EstLO/xDR+7/ycl6899EyTzKVNg8Kwl8twTntQsu4LEZ6LKqwGwJVRJ8Cb6CirL0U0FPK3pelV4a0m6n/NYnJrBJzLqZPpdt7TM1lvDuN/TYOhsRxyLT2xJKzE2mP6U0CCn49H0Vnj9cQ2jN8TNVTs9VCSuKsUAwXrM0QkMjhHpFMFZVNOqKibpmahymxxPWTfXZNNsitat8+sEGvU6NXZstjaqiXpXUK4Z6mOB5EXc/FjLoSrxZVzKWS5RaRfGWG3o88IyhM5B0eimtrma1rTm3VOXSi+q8+9YWT79U5fhyHSUNEGd62SNOHXD6kaTT1zQ7PvVKlVplwKWb+9y4u8/J+SbHzq6ivZTnjmg+9e0qQikHbiFHL6I1gAFriaOUbesS3vuGHtONlN3bLOumIE08BlGDONGstByo4ySXinltT+5yORMgypJIZacril0xXbtrWFqNSWJ49qU5dl2y8d/ceuDB7nWXX/MH+/a9HO3Zc9lfDYCbwSHi9plLjh4/9Nt3f/tr8hfeFdDrzRDFEmM0AlV4siK2xRIpC+DZLBVviRV4KQQaKinUUkuUCiIj6KceA98jsbDQafDt5w2WlM8/HiNE6i6SdRcJMrPEeYFZsZZEKkUSa6TReFpSD+CiGUvNM1QDQzWAaiCoVST1iqJR1YzVJRMNmBpLmJkYsHGmTcoK//4zIQ+9MMvFUzBRzdi7KqlXEqqViFq1R6VSJVASJTMNjpMDcezR7wl6g5T2QNHpG9o941rmaj6n5sZ43WUDfvE9c/zbT2lOrAYIYbA2xqSWOPGIYkl/4Cr96j1NLfSpVkKqQZUwiKlXIq7dFeF7MdfvSnj/nV20SrIkkEEIOyrKM0lnjEQISeApwGnppWXl6nbSLObJjjhRxKnMgn1VMHWUyJFEUg7wQexqWlz5QcLiasKpJclq2qez/Hl56KD97ef22gcl7Rf/MrD5/zfA//FvfZyPfd2rqOTFu6LuU2JiIuL0SsLOdZJOT9Lp1+gO3Jc1Fiwu2CwALkEleSbRBUVxHskbsojekhhBYmyhEeNAEhtJajSxCUhtrumHjyJLKUAL4TKVCsKKJdSWUKUEnruZQt9SCQQVX1KtSKqhdgCvCcbrhslGwtT4gNnJDhtnl/jwlw1/cs86towrpuuGRk1RrypqVahWUuqVmLNLhsNnA0Lfld9CXukn6Eeai9Yb1k/3afV9en2bsbhkta2pV0Lq1XHef+c8R86e43e/sAktNRZDalISY4kTl+3tRcpV/IWSal9TCTwqQUqz7WIM30vxdIrnpWjpGiWkdOl8kR2udMVNJ3AgFzRNVmVpVBHbpEUg75yr/HAgly5xlMrCsi0fLiHn6tQHkWu8mG9a5nop27e0aHUHHD3ybXHHjat3XXfjrsPfe/z3e5PbfvrVBfg//CHtHzl17pd/95NLv/yVh7Ts2e18/Ykeb7uxz+suHaBlFaBIplgrAYPIrKs8i6gyUKcGvOK1a/hNTPbagkkFaVYp57xcUQRKZc0NeWmtC6y0NK69S7mbyFUiWucba0EYSEJfUgkUlVBRr0jqVctYLWW8njDZGDA90WXruiUePzDgE/dtZCIMWFc3NKrCgbsiqYWGWphQrw54fD88t6/Kzhmb6d5h2rw3UFy/27Jra48nXhynO7D0+imdns5A7lENK1TCcX7wtmWeOzDPY3vXg1UYk7py2MSSxLaoJ+kNNNW+pRIqQt8Q+B6BnxJog9YpnnYlxkoZtwWLdKXBCFvIRgfwPDgX2fl1rJ4a11BhjHOqEiNKQBfOgSnsWpHlJsies9eJW8EQ7kb3goQfe9sy33tjh/XjNQZRLI+ebf5f//4jfb8dzfw6EL1qAE/jnuz1er9272c/8g/OnJ7zd85WaPZhueXz5QdqxF3JTAPihMwichk2yDtyLEq6Qyt3IoyxmVVls7qRYdbNBaoO6Lm9Za2llHkfWXFzWZQndJTMMpYKvKJoy2X/Al8RBopKIKhWBPWKpVFNGasljNcHTI312DizwmP7e/zaR9dx4tQ4O6YN41VoVBS1iqIWQi1MqYQxvten2bcoqfCURcrhJ0uNK7qKE59GJaabGLoDtz9Pt5/S7kqaFUW1HRAGdbavj/nnP9nkn35M8ujedVgUxhrS1JCkSZZKV/QjRS+QVAaK0JcEviXwFYE2eJ7z+7WyDuAqi30ymSKEPa8D3WRxjLECW+QVHODLuYb8tQP4sFElfx0Xv4M0u1CelsxOelx6ccKbbwqo+FXOzAe0ugELywv++sbpf/gjb/lp7+/8ZP+fjI+F/9O9nf/TAD95rsXpxejX9z5/399bOHsurFV8aqFlOjZsScFaj+UVibAQeC67khf/IGQpuHTJltRYdGoxJge3A7sx7qS41xlbZ2Wg+cEagGeyO9P3TqIoKTKdT5aWF3ja1bT4niIM3EiGSmCphYZ6NaVRjRmrR0w2emycWeWxfV3+6R9Ms//EJNsmncNSr0hqVenYu2KphinVMCZOI/74G3WkUnjSosTQJjRWZKzn8aNvWuHrT0W0o4BuBvBOT9HuKJqBJvQDAq/B7i0J//Knl/jVPxA88uI6jJWkxqXV48QVmg0iwyB05a5BIAg9QeC7zKavbZGx1coglQvspbDZajqMjcondHiuRen8Z6+zwrW8tqX82q3AgjRluAqn2d8DtJLUKzDdqHLkZIC1ljhx9UXGKk4ePhM2Hvvm3//et71RWLvyK0JM/D8L8DOnXwRrbjKdr1au260Yr9ZYblm6fdflIbK71GXi3PIslcBKgTQZe1uLUdY5A6klVVn62FhMajPmyBk7ZxNnN2blztg1nysHuNP3bn6ILLG31nndicTzpKvf8AVh4GaeVIOUWsWBu1GLGG/0mBlv8vi+Lr/2kUleOj7N5gnBVK0kTUJNLXT1K5UwoRJEeN6A00sTeEqgpMlsuWGQmWaB2YYJS5LEtOKQ3sDSHxh6/ZR2X1LpKkLfw/dCPD3Gns0J//KnFvhHvw+PvTxLaqQDeGqJkzRjcsMgMISRpO+rQoJ5HnjaSTRXp2LR0gX4eaCfLzJrMF7kEkwO9DwDakWprkVkq6woSiTKq++wFsjdMEK6/81K23ULISxxLOj2Dcstwf6TA14+91Dl0ks33ySl/Avx+JcK8E995mvE3bD6h5/9M3/L9Dxvvb5OnAT4vkezoxhEjnlFxpxSjZ40aUTWKDtkaaOc/MjTxjaTIy4TaYdyJDvZr1RjKcWwiEpmiaUc3Eq6WdtDeQKhB4FvqISWSuD0c7US06hGjNd6TE80eepgn1/9vQleOD7DxnHFTM0wVhHUQ0k1VFQrgkrobg6X6o94bK+g0/cJSwmubKJcEWjGiaYWKm6+vM3jLzXoxk6m9AYp3Z6iHSgCX+F7fqafx7l0i+E3fnaeX/odeGTvLLGRxMZkzdLDHsyBLwl8U9TM599Zq/wgkylDGSezLO+FHuWk2bCWJTvMEOjDFXettCSbhuAeeQwVp65exhgXeLa7bo7iySXDlVec5vCLf+7v2vNT1Ree+lr3yuve+r8e4EdPHmLjps3jX/nC5/5bvyduO7Os8bwek2MRvUgBkr7nlqhhSWqROHMnSFEsd9aIDNhi5EQMAT2sm7DWFsxN2THJ1laBYwYhRFFkpAqAu0DX047JfA98zxD6WYFVkFLJ5EW9MmCs3mOi3uLZQwN+9fcmeO7YLOvHNTNVw1gFaqGgVlFUK4pqwd4pYZBQr/a5/zmf1WbIxMQwTZ7f4CbTrXGqmJ1S3Hl1h/ufNK6LJjIlkEtCTxJ6Gk/7aF1BSsOlWywf/Nl5ful3LI/snyU2mjivAExtweRBLIvqQl9LtM6KsKRA6fzcUHy+4ibk/LR+ce3WHLmEMXnQXzxnxGVtUcGYx0v5I0mzi2ctibEMBoZWN2WlbRnYlJlqTLcjb9t/5OXff+tb3/rzZ8/uW92wYc//WoAfPnKOYyeWf2lu/sD7Nk/M8+UnJ7j9yg6zdUvgGaqBO2lxOpQV+Zm60MlxX1wMmaD492ExUF4BN6K3sx/yjFx+QZyeHNZ4KzWsGNQKV5+hLZ7nGotD3xD6KZUwoRrG1MIB9WqfybEmTx8Y8Mu/M82zR9YxO+4xW00Zq9oM3Bl7h5JK4Ng/DBKqQURiBrSjAKEkXs7ghQYXWe2Hs9Xi2KPm9125QBQykYO8n9L1HYMHvsTTGk/nG9Barthu+dDPz/F//lfDI/vWERvNIBVEqclYXBDGrpXP9wS+NtnqJbO+VreiufMjCkknS/FLfl7LfJIXrJXBPUJC5ZW3BOxCVtrh5IJhuUA+AcDdmHEKu7cYbrsq4DP3trlox/73XXV8++FBFP2j/1G8/g8B/Km9p5hdv2nbZ/7096985rllzq14VANNs+URSvenPO3uUiXF8EvnJ4X8C63VdWvYoKS5HXMMs5JD4naB63lBZb7cZh06KgumtLZ4ygHb17aoHgy9NNPNMZVwwESjy1itzWN7E37lw9M8c2QdM2OamUrKWGipZ+CuhM5OzMFdCVJCP6FRi9h7zHLf0zV8KfGU66wRpbXfARziVJEYzR3Xxuzc0eHwiQozVde13o/cPJNuP2NhrdDaK1wnISyXb4Pf+MAi/+h3DA++NEM/rjBIJVFiqWZ13IHngnzX6kcmdZybJVVarHBKihLAxQjIcyAWq3AJ5IWLNbLq2vOBX/pvy1jI/5s0G3UBrk1wNtR0uiE3X5HSjxZ54bnnrnzL971/W9o/fFyFF//lA9xGZ8Ab2/61+x79d43q3Dtfd/mAQ6cqaCVJImh1jRtgrCy+gFRZB9LSF7JZMqHM0HYN4EeOEuuXYJ2d8xJzl8EtLFLltmBuQdqiU9/XBs8zBJ4h8BNCPyEMIqrhgMmxLivtLg+8CL/x8fU8f2ia6Qzc4xVLvSKohaLwyp3zYhx7+w7glWBAlKb0eyGhcjeZzAGTf4fMhXCBpnZaXg8YRJZeLEoAN/h+iu9pPE+ilUJJrwA4Aq66SPAbP7/Cb/1pwiP7pjjTbNCvScZTSz1x0waC7PAKiWYzu5ASwIcMXnze7EPnw6nL599dU1u6RnZIXoxe35HrvRbg2KG0MU4m1SugRMD9T9fxlGXv8Yjrrjn3zj2HHk1b5rV//8V9Z45dsWfjXy7Av/34Ucbr1RvvffiFu5585ml+6q1Vrtnjs9RUaOWWIqVACeetailGPeoC3PkXL/27FaMnJGfq84LJkXREcRHcuIc8qLXFUCBXNeiYW2vjRkwU5bEO3IGfgXuyw8JKjw/+cZUvPDrDYmeCmTHJTJiBO3S6u5oFlpVAUg1sxuBOe4dBBETc+6zPSuwzFTBSj53JzcIqTFPX/NAING+4pstj+yPaccBYbLIudoM/cLXqvnYA18qipIeQLkGDhT1bJP/277T4ymM9fv0j6zi1OEFvXDPuC+qJoZpAELvRy75yA428PNCUogiC8+dyoF5IvwsEnyMs7O7cEohtAfa1bF++ruddcxyOUmM4Mx+z1LIYv8vmyYdJu7W7GvXxP7Zp59hfKoO32j3qtXDXV7/x8N997um9nDgzxrefUbz2MheglRM2Q6Yaai2LGN7xhb9alh3574caPP/yFzilo4FQljDKXYCicEtZV6GYZe88nY2Y8FJ8LyH0YwI/pl7poXWX+59L+f2vNvjyQ7NEpsFsQzAdOlniLMDcJ1fZITLmLrN3jNYDHn55nG6k2VC12Q23lsFzO00SJ4rQU9x0aY/EOID3YkE/d0MiN3LN07nFqTIgZpWY2fmdHhe87/Ud6sEZPvLVHg+8PMW5uEI3lDQSS01bB3KdxSHKZnGJzUCeEUMWv+T1WJISi38nkOcAZ/T62dIz1l54RbZFk5UzCYwgSiwCQyWEm64WXLplnFPHj7FtT//vXrTrtmfiQe+gF/zFXUB/IcCfeOEEZ498kyBsbPTiI7dfviVi48QYnpUsrUomG9bpW52lfkt+avElRr6wKL7Q8O4W550YSv9d9lOBkLxpYShNhu+rpMkAbrKa7wzcytViBF6M78eEXkS12sf3u3z8Hs1v/uEshxcm8YKQ9XXBZJDSCCy1AGpZh30lcNnOMEsIufqVNFsJnDxZbKV0Ih9fKXxpiwCzCLQZlhe4hIgkSjwqXp/14z1Wu3V6scjGrblYwfPSzObLBh9JVfjXw8DVVT6+89YO11+2wG/8UZ8/uXuG5aRGN/CoeZKGdjU4gXYVm3kzhM6TPpLihiyK44S9AIuL7May3+E6D69v+Xdc4N+KvypAZpYxODk12VCkg3EefX6SU3MRG04euH3zvmTj0kr7oBkcQQbfeUOsvxDg1hji+mu3v3zo5Q/fe9+L1Koe0xMeSlkqoc0mS5lsCKQtTvza27y8JLlflYBenITh/9Be4MsX4Ca3A+1Qd+dZUWmQZeZWqQO5l+BrJ0kCf0Dg9Tg2l/C7X6nxuQenODI3QaPqMRnCRJBSD2yWes/BLTNwyyIpFGbaO/DdjdOoDfjsw5qDxyuESriMYe6glJRsMcbBZrUbiWbPNnj79W1+/2tTdKqaRmzpx5YgyuIGZdBaZhO+KIHcK51ntypsnZb8yo90ufKiU/zOlyc5cm6M5aRC19PUlKCaAd2X1t04mcs0ZHFb8sZzZi1ZiHnE+QrXeBTE5ZW8BPi1AM/eR0qBzPIgAuj1DcfPusSUr1N08iQ3XrH9w5svuvGtSa/5F0qV7whwaweAz/69T29uzx+8uLU6YGpDwPRE1sPouVkcvrbDAp7srs9BufaLDAEtRpeqNYVSI8zN6N/MgT2UJ1lmNKuxcO1oWYGRSlznjpcQBAN8PaCdRvz2J30+8pX1nF4ax6gKk2OKSd8y5huqGXNXi/S9zOpUMmmSeecFuH2XvRzEEQdPBXSigIkgc3HypFPuShR2WakmJdY0apqLNkeooE87qtPzBZVsPomfySsvkyhajs5rPD94VcyMdfm5d3a5645zfOQrLX7301Ms9mr0dEioFVUtqChLkFjH5tJJFS2Htma+Kq5l8hHCWXO9LkRQ56/O51/n4kbK5GaeCU3SlH7kbsTZSU27GfPw40cv3rYwvvmmG645triaMD3+yjD+jgA/cWoe7ddnUHxyTD3i3XWHJoojx5AqryMxQ/0t7YWDkjKDFz+/MluvfeRf3GW7bRFUyhLAlcyq5FTqAK5TtErxvZjQj/C9iGY/4uHnJR+/p8GnH5yin9bxfZ8pXzDuG2q+pRpYqv4Q3GEgCQJJkEkTlxjKnIkM4L7nMp9Hz1oeeKpKFHsENXtegJk/cs/f1dtIoljheZo7r2/ziW922H+qRi90tdMDz+InuDF2kUEpV/7gZIQcDvfJAZ577EZSDTTrxnv8nz/Y5dKtA/7knjpP7h1joVejr3w8TxNqQUVCIDMbNbdXpXX5BMHIQb6CivNJfO2jfFlHVu4LXPPiGjMcxKTizOnpOztzcdXwzEGJ/9wT3gf/ydWfNMny1SLpLHynz/AdAT5QE/KJ5w7d+JW77xuTyRI/8/aEmh8SJz5RrDBGDLtlsmWr8DnW3Noj38eWutxH/jGz/sqma661yWqXZYm5hcl0v8nswNQBXKWFHNE6ptmJeehFwUe/1uCep8dYbtaRlZB6RTHuWRq+oeq5uYYVn4y1HXNXAul2ifAFoU9WoWcycBu3MvgJSg84cApON0OXWMn07drESf69XR9kVoVnJFGkWdcQ7NrS44UTCd3Yc+PQYvAjHPhUmkmUPFEDck1nzjB1npeuuvrw997Z4803rPCtZ9p87O4GT+5tsNSu0pQ+HV+7sXhSEGRdVVpatMgC9lLZsSjnHtYQmeACTF56sZbkGF7i4i8UsVX+e+Fill4siExKpdLnJ29bRXa+Otbv3nnj5NTOr2Wn838c4HPnzgZV3/zX7vK52otHpzm+2OQ9t63w1hsEcVxhEHmZGyLPQ6stAXb4T3loIs4/E2sfRXOsu6vLxfl5JaIDtsmeU5RM8XM3Q8YstBPuf0rz1YfqfOGBMeZbNUQY4tU9GhrGPNfJU/HIZAdUfJEdMis5zXS3Lwhy9s4BrhN8PyH0I6yNuffpgONnK0xPCjxpsmVeDBt9yxc7B2EmKXoDj23rBHde0+Vzj0Z0Yo9e7MZr+Ilj8UFsS6uUKvxqhByRKTa7JsYMmxSSRFMJBrz39T2+5/olPv9gm688VOX+5+vMN6v0hE/P12hPoYXAkxJPZowucvs326ixHOQzCsYROfoKJHch0K9Fex6MJxa6sSA2MW+7aYF33zpgy9QE+w+u1tZvlf9ViPlLgd7/HMCP76fT6aJth03jimf3TrH3uKRRPcvbboho90KSRGcd7MMm3/NkyCu9fkVsl1aDQv/ZAuSOuU3WIe/kiK9jwjCmP0jZfxqOnVH82TfG+NqTDeZXauCF6IZHVUnqnqWuDRXPUvEg9By4Q8/NJAyzLVOGh8j+3WYgNwXIfc+1px0+Y3jhaACely3zQwdFjKQFh5o0d1Kcm+LGOV9x0YDLNnfYd7pKLxRUE0EQWwaKzNozGXvnbkpuQQ61SuGzZ1akMSqbPuA63iuVAT/+lgHvuHmVrz/V4c+/WeXYmZB9p6tEqwFJoOlrjVTSpfMBLaUrO85Wa5m9Fgw79cX5F3IEyCOShZKzktvD2b/lRVyxFUSpZRBFvPOmOX71R9qEeh0vHprk7HzM8y+eJAi/s1X4igBfXjwl+v3B3/3TT3xyevO6gHolJbEp975YZe9RyXvvbAIpUeJhjDof5JZMiuTZzAux+QXALdypcHjImcIMWVtkwJYpQeAmqSZpyrkl+Ma3NYdPVbjv8QqnVyocPlODIEBVNaFW1LSlpo1zETxLoN3g+MAjA3F+yOxQGcDJNHcGbi8l8Bx7uxsr4ugC7D1WxZOj9qAUo8v5SPY2d1KMzGa7eFy2rceu2S4vHknoJh71WDDQ4CeWQUzG4KLQ4ULKESYvA8SYkgxK5bCPMvUYeD6NSsSPvmnArVe2OL3S4t4nfI6cDPj601XOLIWkPQ8jNbGvENL1aYpSV75jczHsseU76/IyyMtW4uhrWzoMNo2h2+Hqi5tsW+9z7xPjHDzls9yEwQuHp9/xfe/5u8eOn/nQ9m0bL6gJXhHgzz97H8aY99X9hVp1o0VskLxmT4ftW+cZpAkHT1q2b25TNZpooDFWFbaXzfr6Cq1tR43gV2LwwikhT0XnAWVu/zl97QUpcWo5clLwwhHFNx6v8uJRn5ePhrQGIYMoAM9HNTwCJagqqGpDpeQDBzqv08jLZl1deJDJEt9X+L7MbgA71N5emu3i5nR+6MdYEzG3LBnYAK0lvrTozGYr+/XFhc5dlKIVzPU4RomHQDMzGSFVn07s0dXCOR3xsGBMKzOSgZSifH7z3leBNXLI5FlrWZpKvFQV4ye6A5/1ExFb18Vcu2NAL+rxE0ebvHjM5xuPhbxwNOTIiZA4UdhAZV9KMZINygIlMaqmWatD87SULefqC1BkkUl+Z+K2p9A2ZvvWLqGX8pG7NU88DyqNsdZwZuFMbWr20fdprT70P8TgH/wvn+fJgx21qXJI7NjYoV5JCIKU6fFV3n7bIh/6U48f+5eTXHtpzFuuH3D7a/pgXFF9fQyscTsZYFwvns3YffiVRgFe/EspmNTauHS0NCSRpdt3bH7slORP7wnoxopnXw45dDJgseMzSH3QPigP1VD4UlBRUFWWUOHGmams8Eg51vY94ZIeZXB7Ej+TJYEPgU/mmuR+v8H3kiwjGlMJI+ZXUr7xiBt+MzEm0DIPfoc4OI/NLK7trtDiksFAMT2lePPNfb7+ZI8TzRo9TzqZosFLLF6ce9aZxy7dbnOC8qwTWbyHsbr0Hg7ofqpItSLxFHHqxuE5KzWm6sfcekXCTZcOeNftfQ6clDy316MXKf7kG1WOnvNASLo9TRqpLN0psVq4Rblo7LgQiZW9QgdqkWTLDa4YpVJL8cIUbMqdN/d583V9rrk04rGXPf7FR6tgYLaWEnrQqMSsP3RQfOB9m5RZ/eNEjr//vw/gUsDA1H77maNzV22aWMBXMYGXkNqIbz5V50uP1lhpezy11/DpexOmx2OsTblmV8R739gjTSBNLDMTKa+5PKFaIesKzr3gNeU7hWPiQNHsCp57RrPUclV7j+/1+NKDIf1Y0Y81Z895GKGJrYcRHmiNCDRauiH5FWkJlSVQEChLoKyrAdeZ56uHzO3nfZkFuFXWoykK9vY9g+/nvn9asLfvxygV8e1nFJ97tI7ytbPbRvT3KzN47oWnRbOuot/3eMctPb7wcIs/uXeMThJSy3S4l+vwmCKplncLCSELcLm3kiWtXwK4yZqEtWNyTysSrdFJ6oCuUrrKDdKfCBNu3p1w0+4YxIB3v75LP3bj3L74YMATe30qgWCxpXnuJY9WRyLKnujaO9sOGdtaSy20vObqiOmxlDQ1mNTynjv7vGZXgjGWmXGYGndB7u7NEZONOb7+1IDIVNBKIBHMziZXbVl/8W8by8/9dzF4Mmij/Frjwx/9/O4vPRWqo2fH6EZ5C5mll2oiJISCyBjOtQ3nmgnYhAMnU750n5tPYlPD2ETKjVdG1CvZ3pYXys+WeTxzHVY7iidf8Gk1FVJLBkYysNoxk9CgNEiNkAopJZ4UhMp5uYE0bniQHiYw8hl9DuRi2PCgXSNA3nhcBrdj+Kys1ssZPC0dCYGOsTbi9KJPNAgJxiS+KltrYjSLmd3IQ89alEAuSY0iij0m6oot0xG+6NNLAnqJoKLdEMy8hiRPaClZLm+VxXu595BZ8seUhuCbrH9yKI2SJM3yBsolyFRCnKSoOB8z4Y5N086pEsJw6dY+ke0htaXZFDz5gma162TT0AJ7hUdWJ14LLTdeFTM2YSFxjc1hpvWNUe58DCR94+rq73qd4Z23rJLaNnHs0eqENLsNdehEdffmPe9qLC7f1ZqerH5ngJ+ZW0Cp5Q9VxfHXX7U5ZlxXONe0rHYFnQS8VBDlc+wsJNaN+rImJbGGpklBpKAMrVXL2ftNaUmCC1uWomAfACslJi/oJnsWKmtWlkgpUcLN3AukSzn7maXlZ72GnhoyXg5uT7uOerf1HgW4XVtXNlzfF/iaosTUMXjG4trg6xRPJ3heTBDEnFw0/NHXa6B9PCmGAWYhT8R5DF4uUciHhDqwucE6Uezx/jf3+Pz9PV6eq9NJPaqJ25TWVQEOJ4GJbE+e4r0K5hTDKj4jSwVe+WGKWhitFV7q5qV4OkUplWWDU2fBKgdsF9ybYnCQEgZpDNNVw/e+1rhCkjx+wq3Io1+6HCtkYylSHxO5c2CNYpC4Gz2PTdyzwhZ2p3Obmu2QueUKB08qKuOnXv8D605+KE3Sv/UXMvjvfeLrWCv97ZOHueoSi0WhVULNS+kMMsM9xXWPZEMaI6uIjcrm2w2jYKwhJROblEF+gSIE53YPL04WwEghiqhdC/BExsrCDn1amYFa5k21w0IiT2evi1ro4T4/3gjAZSFbAt8WLW2+b0qDcxK8jL19HSNlxPFzgoVWiNCaQDIiT+TofTvSMFCMYygDL3M6osRjqjFg2/oe+84N6KWafgpBKvBSi5dkOjyhcJaGtTpqpFMhP91u0q4tNQbn0sigU0OqJErn25erLEOdZq7NKLCHNm3+3rZwuoYjKPLSilFj3BTLWMmvLz0bk7O3xKSSxOTTtCRRrOlHmm7PZ7nlc2rO47lDfcamDjN3/At+kp6vDs4D+L79ZwDBYTlg5zoIPY+xqgTrUrl+BP0YgmzyaJwKt6uWgdhCYmXG7K75tCiGx15YoZTrGzJgyyKh4ACtxTCrpoUDsxZDrzkf3KkzstdFKShFg62vhKuDHgG3dM9+DvQ8+MzAnXf/aFNIFE87fer7MQkxX3m4wtxCBW9M4efSRNpRB4U1K3ZJgw9HMAyTPv2Bm2D7ttd2ePj5Pq0kpKs1lcQQZen0vO6naBouQJa/Ux5oDjunnEGRzVSxkCr3ntoIEiXQqUQrWRoOpApwKznMGrvyCFNkkssAz1PuObjXLFwjZsPapNTwXKhSgkplN71kEGm6fY9OV7Pa0vQiwcYZuPTiHq2lOaz9CwB+8KVvUK2Gr/vq1x+5/rmXaswvG3zPVdMlqcViXCAoQCcOTLGkGKmWZGMEcnAnmRVmyfTmhfFdHENg2yKpoMgvZg7wrB1N5B07+Y7HohiFUAZ2MQdFuTEW+kIAzwPOXHfrXJbYTG+P1pL7XozvRZxrGp4+VAHtozN5oksFSsMColGEF40fOZMbCj8898Tj2OOanQOmxns0V6p0E0VVgZe476JS6464DPAsZ1C8kVzTRSWy1jLpgKSMmy5lBKmSpMqQKkGiJFoOC9dkAfJ8c6thqYSQo0m4IajLpRujSa7hjTc83IgQOZRsha2ZDfGMFf2BptvPtmQfuPhi3XjA4kLAUrNx/SWX3fi6T332tofefdebLwxwX0fY1Hzvri3xa4himt2A1bb7tzgxxXB0a/Mv5Qrli8EutjRizWabHq3p1LnQo6htyJMFWWq4AL0spYrzKVViWN6ZFwcpBVqWgC0FquheGQI7b7517J1pbk2ht3NL0DH2ENxepr+1jhHEfPnBgIdfrCMDjS+Fm79dVBAO2+iGhUlrs5nl0Wii0JupUfT6Hjdf3uPtt7b53S/XidKATioJU7cJVL5aFSuGMFkyxqy5oV6JycFomc2gEaTaOBbPGDxREp0aF+/IfFBQeeSbA3f5xpJFcm6YqCu+dSnAzitJ83xJAfKSZZo3ZbsJYG7Lw36k6EeS3kDS6QlWWoZWJ2VhecDkTPSadVui743j5KELMvjjz59gyY69+chLn/sRr/8yr9ktWG03OHK6wiB2f9AxocVk/yshLDKFRApUeX6gyfWlzWYG5nftBZBdBjhryiZzgOSAzot+ilFsw9JOndVJu0ZjkTF5BvasG8ZTo+B24xTWMHfWs+ln7W2ezhsOktIRExHz5/c2SG2AKrKX5QBz2NeYOxsjGjy/+YsBOtIBLc2DTY3A471v6PLHXxmwamJ6aUgvFXgJBYtLaZGJKGSDswvXBvKyZE2KEsgFqXazaBIj8JQhVZY0C2QTKTOJIpFp9izLdf+mVEprR14PgX2+TKG8otjyjS5HCsUSI4otauJ4dKBnr285PR9z9JxhoQ2XeMfYvH7jj9z5+rff91PvP/R1IXaOAnwsTKlWBzsfX5AX793bZOvGlG6vR6czSX9Qcw2hgqJm2KphfbZMLamAVGYDYCQj4H7lFrQ17WeMst7weVj7kLsTBbDzjJ4avs53RVZqzbCbDNhaiaGTUtiBruPeNSbbjLmHAaYusXfgRTx9SHLwTIhVHkpKfGmKoqShRBkK8LUuSn4Mp0OJkl/tQB4nHhdvjLlsR4dHD1SIlU8vEYTSDSjViSh6YKUUyCTTwkjycG5UFok1we2QzXUGLGXcfqJJtn+RzvbWUUoWzD0EuCrKlYddVvmmBjnCz0/5DMs51gJcnJeUSrJJtUm2NY217hpXAsuubU1mN3VoDxLW1QzKyIs7HbFz0FdfP4/BB/1l0qTPzk1NXtrn8Z8+N0G/q9g2Zbl4fYxS7prIDEAGkdcFuotpQBmLEdm/lWTJ2vmBFyDxEYCXQT0yCqKQK8Mm2WGrlSgkSt4trgtwyxGAl4f/uG57CmAX2cqCuVN87RI7nnbuiSXmU/dWWVqqIAKNL10wrNbq77UB5ogPns+EGa3jLrxpo4hjzfSk5D13tnn6UINBGtJVPpXUaXGdxyqSDNz5WmEyTzwvzM2kyho97gYslcevgTaQKoU2BpVa0gzoMs0loSy1JpYqO4ssNKMS5QKWeLnhZRhsMsrgZjjQ0w3yzBKegOdZNswYdm61bFkf0enF/Ok3Ap7cF7Fz1yKd7rC4sAD47//RV1FKMre4zJm5WbaPS7wpqPjO/zDZRk7FDmWZoS+wiIzdjcjYm+FWdaPtamtS9GJUo5UZvJwFHAJcFO8ty8DOZIkq5Mlw70ulRwHu62wAkJdvHZglhbTF83JJkh06HTm0cp07Lx+HT95TZyB9lFRZ9nJ0JsvaDOZ5F7l0sdeyl8kYPEk1Qap5z5v6fPRrXZ4/UiFWHl0p8VOT2aMCmZYdFZu1l5VDepO91+i+RWUmz8Gds7jJhwIZg0wz6aXcaiGkLbT/CMBLLJ5B+MIAL+MhLzwrj2s2pZ7VfGxzXshXIpJzC+M0W3W0MtxyaUxs9vL0Y+cyW7oEcGsOgNhVvffu/3bRvn0rnF0X0hu4+RyD2LjNQROLTTOdLEFasvjFnUxjHcDXzjMZls5emMOLAOwCEkWUsoFyDYBcgOsGeqoS0MtTm7TOgZ5pb7UG3Hn6Pge2Mhmj5+A2mTxJsiNGeREHT2vakQ9KZ/LErimPPX9FGnFRSnrYrvXCs26cYeJHU/MEuzf1ef5gRGoCesYnTAWedHsbyUyqFCxe6F6TX6QSkw9rg0yWotB5vJTNGFQGUuUAL7PdKZQkA7oDdFrMMhx2V61l7/KEhbXr9khVoR0GncYMs7umdBSDoDLg9yPBSktlkwcsnV5Au++xYfP0Rf/4//z56vN7f7R71aU7HMBN/wQyXHjT1i3il5bmTrFzc0CnX+XUXMDZBc1KK6ZjUoTJtZXTZRgXAJpse7xcexfs/R3kSXnZLqw0hvXTZaAUs/PEsIFAKVGMOciBnjO3LMmS8i7GniLzwh24HYCHQ4EKBtdr2Dvv6/QjltuG//SZOku9EBF4Tp6U9hjKb74yyF/pUZCBEdnOK2UGd45KkmgaVc0vfH+bbz3dYGngE0lNT0r8ooeyfHO5nUeHtfSmKKO1mAzcBotk1Flxf8tYi7LCSRXpwK6lIM3eI5WiCPQLI6A0oTY3CMrENQrpHA9ieA7K5Qtm+JmsGWX0nCxTC92+ZKVpOLeUcGoxpT2IaFSX2Lpnzy994d7nHur3e58vGPyZZ/fTqAV89f4TfPvRDjdeGTFZ77FlXR1sg+XW6Phbp7sFQjrmzubPIEfuxoy5rX1l7Z39vzLTnWevrWVxOZw7mAM9r41WctjONdTemWWYAXyouU0RVBayJAe2SrNZKkP29lSM70f82b0eLx2ugPSQUhLky3Upbhj2L7ov9orVhKULXOxUUZIpiXEtZ0niccXFXd55a4uPfi3E6ICe9AmkGCZ91gBvLZMLW2LyUhlzuSbGKDJwW0w2FVhbSEU+1Elk+jt7FqKQRDJ7z7VN50NPvLzb8pDxLGvxsnZU85C5nXqwqKx7++yS4dRSn9l1PXY3Uq7e0cKEx9h/sI4S/aFEObc4w0onwJMtGv4KDz3tEVaa/Nhbl5lrWuZXguEVKQHPWuFAzXAGXfniwVBnleV3UaqQOwwjAHcXRiLIC+SKzvTS5KUC1IpRcEs51N95yr4AeAnc+azCHODqfObWyrG3p93UqpWm4YvfrrPYDCD01siTV5Yo5YtbXs4uaNuVO3EyiRInmomG4vte3+ULD/dZ6gREStNLZWZP5m6KKKSCFGvkQcba+a9MweZDMCmb6fB8NEWmz5XMPlv2XgW4s421zpco5b5NW1zk3DbMbzD3WcTozV76XV7XnqNfiLzQzI27Xmp3OLwS8+brEypqjFPnakz4k1y5NSSO3bfXz754iJnJye3fevDRX5xbOsLfeH2f/kBTr2qk7vGFJxrUrWGi5lr3c+YkO4k5qGVpDMQowC8sUEaWr7IHXoA8n3h6AQYfmR47ZG8nU2Sxk0MZ4J7OR5aVZYm5oDzRupzUSdDKZS6PHhMcOB5iCBDSuSd56YAqMbcsfYdCfosh3EacpVLCI9ea5V5KYyRJqsFq9myLuHhDn6V9FWzqOxZPRVG6MBzbkVdklwu9ckcl77KSToBbwTD4BCtLA+6lA7uRYDLmTkuTAlQWzA7nGWbglkNHBdbOUxlahPkJWavH12IoR4zISMT3UiYbA7ZvXuSh/QF//NUpGoFipR/x5lsO8bqbdvzi1h1vfHZp/uAx3QgNvh6sn6rLN993qsNtV6xy5/ULHDpt+Bcfr3JqIeTicTfLWathkFm+aMMPWhqNW76IF1Cia2dsiJyx859LwBZi2L0ixJCxy8DOwa4LH7x8ZFtaqzWau8ze+ZAgNWRvlf2sdYxSMV95tM7BxQr4Q3lSdk/EGvZeOy5i7WN0uu4aF6GU8EiNIoo0O6Yj3nZzlyderoLxSFKnxb00G/KZjkqlIZvm6XJbem9Tes/S+8vstXSSxWSxlZH5CmqLAN9kr4sVIz8HJruepYH65+GlvLiM3PBDgI9gRViUdd/Ny+TjxinBB96xzK//sebY6QrXX5KS9gbMLek3Vyb66/s9e0wHQYzSCTNTA265qk0t7PA7Xzb82QNTHDk1wYaqmy1djPNaE0iNfFY7Gh3n59WO3orF01r3ZG1wmQM7Z8OiRUsOA0xZuCblJM9wdPJw2w7OB7YeDggqRrxpk4E8cfJExVSqEY/uV3z+2zV6fR+qGi0FnhiVJmsDzLUB9HkAL0Bekil2TcInCzjjRDNW17zrjj5fe7jL4/t9bM2jlwb4wlVSumyvKIE718NieDGy53Jk5ILPzNFRjs1T6fS4A3f2c2lIZ2qcJBKFLWqRpgT2NavzK5WInzd3fA2O8r+RSy6T1ZJHsaLdrXL7lRG//ffO8JkHPR54bopH90ouuyZmU5rQjRL0qXnD5Ljhqf2GP747xtgGzx0bx9cBG6owVTNUAjLXYahtxRqAn3832pHlZy1750vXiJXGWpAPwZzv2FA4KYU8Gc1gDkGel8262YlaXeAogdor2NodSrkA0/cj4ijla49UeflEFTwPIVUGKjtSPjDCYmuSPCOOSpm1yQfHn++F50duF0aR5tKtCW95bYfnjlUYJD6p9OgZhZ/mAC/NL8mr+3BM7rY4E4AZnXJgAZXHUsZp8FwbS4FVzkBw440d4KVw4Jc2z4OsJScnR2SJ0L5jFxujsm0tXqTIQC+kk0cDi2pXAMGOdR6/8kNt9t52lpWm5sodPapegl+P0M2TX6ZzWrNzbIlr9lT4w2/Uma1qZmqGRmip5ANvvGFm0G3HveYDj3je33n2SRnM5YtfZvGiliPX3KLM3qMjf8u7OMiRctkhmPOZ2E5j2xJ7mxKwM/ZWLqmjVUzgR7x4XPD1h6t0ez7UPKTIKwfL9TAXyGLmQFuzfOW1KMO66PKs9LV7Uw4LsKLYo16PeMstA75wf5/njgSgffpG4uda3ORSZfh5SMki+7VMPgS2xTkmVmb7IEmBUbJYVYryiBLQpSnLxtHMc06AaQHu0dFvZdaGoZtyIYAXIC82tJIYq0kSSRQpOj2PibEKF69v8tFnKnzugZeYnThJkibok2cP4nuSueWIY2cUu6YkE6GhFpBtnUFp24vhnbo2cZE/u5rcNXMHRy5vmdHE0JWBYsDjUNeJ0pYko2xeFFupYW3KsJUrA3fmlBSzwkdAXpIoxeGArZRL6nheTGJTvvxQhQderECoQbqGZr9U0jtSGls+yj9ciLxs6SAvZ6VoRk6tKHW1OKAP+h63X9Hlba/r8tLxkCTxsFLRExovHX4eYUCkeUZz7ccYBXnBnsp54PnP0hqsctJFGoEpiMUBPX+f3GUZanE7sjLn+rt4f1F69zUMfqEh+QVehCCWgjiGKBb0B4puX9HsejS7AWM1n52b2jQ7p1jtLqFlin7ouTG0guWmYdBKuGyzS2crWbLliqL6fP6GGAkqbXa1LlR/8h0BngeXpTt+yOLDgHJUpgyLrgpJkuntIZOvlSL56yGoPTWcPps7J84xydwTFeN7Mc8ek3zy3jrgg/QQQrkmjNweFGuZqyzfshUqd43KtdF2yJzDxgeGVXXWYNKcRUVpn3iNtZr3vqHHNx7p8+RhN0kgFopuKrKCr8zlwGYjJWzBosOrMAT58Hq51URlP6v8eqrs72WyKgd1jgtjGT0HZs0ItiIWGF3BR8gxv8HPu+lHP27+95SU2WeQGRY8Ai9gejzktZdrBomHFBZ98+UhQgjSJKbTFXT7iihxu6QZs7YLJ49w7dD7Lm0ytPbDvVKGZxh0jIK6DG5ZyJM1N9lIgdUQ3LqoKBzu7PAdwa2HzzrX3yrX3wmelxCnCfc9XuGFQxXwPJC61NgwelHLn/fCnTyj/GlLL4Y7X5Qyi+XqwlRiVL5HvGYQeVx+cZ/bb3Qs3ks9rFAMhE/f4CoAs3p9keluISykJV+6hBprLVaVbzZ3Xm3O6NaRjMt7uOuT50CK1UIMAZ+fk5HVOXtxwcXsvKRXyV0yjGCrOJUl1WBstq15Cu1ugPYDfF9jjUXv2DqPUoJ2NyWJU2pehdMLFVZarpPCAX30DdOiAs0WDRB5132hpWzBDSMXuJAleXZLjMqSYZA5CuqygzNMi9tCd+fbgRfglhZ1AXDrTJ7o0gRapUuWoErQylUNHjwr+NjX6gxiD6peJk8oWtPUSOaw5JyM2ENc+KraUaBfOF39SlpcUwskP/aWLl9+oMb+0+7mS42ilyrn7qQu+VMEm2lWGLd2JSlbu1mwqewo6FQmPa3JVlOVAd3mK63NbgBXj7Q2E112VLjA6cjPQXkTsnIpb5pvSWhsiUzzPVUtcWxZbRtOLxm8sE+t7gMeYNF67APrXj7w0j/+6n33EwQxt14esWkKtKrQ6cmii6c4stLFxECSiEL4CyEQZnSHLYaL4xpwlxIhIz+XWFsMveVy/XcO7BF5knf26OGmUzqvZy7AbYvZfrk1WOwCIU0psHRHZBM+e2+NZw9m2ltolJD4eX9oefLqBZirbJW94qN0QV0DRDlFLd2IByNHJ2AZiTGaqO9zza4e3/+GDv/h4z4944HRxFLSM66UVhpXaVjIBERJKgxBnivxMh1ZXJlWfi2lza5DtnIrKbNg04Hb2KF7I4VzWvL3lWWAiwsD3K4Fd95Ak9rhc2oKsLtnty9orw9RGnPZrg43Xh7RqFbZuv3Wf7xp0+Uf0OfmTo4P+tFbVVJhEFc4cNwwVVdUA1fYHmeAHtbmQhQ7cEfC7YcpUlFEy8UeO5Y14weHQYYosVw54h4pjS2DuwQiJYe7qMncyVC2mFme/6yzYfg5uLUyqNLrEVlSJHWc9vZ0xIEzkk98qwpSg3DsXXTul264kYPhkry2BKH4ocyOlM6VKSd7hnMFy5lNY7P0vXKNuNYofvDOLp+7r8reUz5IhUkVA6HxRF5G6z6IzDrORSrWwLgcE9istCLrmlKiiK1kSZNL6RJFuVQxJmPwjM2tBGGH19SsAfd59704H+BpaklSt4NznFWzxonNfp+B3pDtrwnVULJrQ526p2ivCpaXBm+Nk5Pjenq8S0X1CW+2REmI71kq2Z4zvjfchSBNIU4lUexqPQaR+9SlKVzZiRraXuWt/ii9LgCQRdYjDCjXAL0A/DChku/mJlXecGyzIHM4mD/3uZ0+X+uUpMVUWq2TAtwyc1BSlfClh2rsPTjU3lJI530X7L1mm4+S3iw3GxfnYO2SXLzOvHBKbD5SRZd74sKBW6bFxNgo0ly6c8A7Xtfh8CcColSC0MRG0cut1bxWPGPvuLgWww0FRlyvzAVTpc9UBJtloAtnKZpCn4PJC64yG9FlptdUVpZlSn5SzPCtXR34kLXjbNfmKHL7fsZJpreNa3bPm0bEQPDiQc2BY4rVTsQNcZ/167ropaalqvtcd+lZUtsgTTQmu/uMFZis6DxJhGv+jNzcDGHdEpVIJ2GkACsEMvPAR4qrSoxWDi7XgrocsJUTJ8OtASm66509OARzedtAJYfBpZI5cxtnG2kzIk2ULFmD2Y4QR84q/stnG/SlA/fa4HJ07snohljilYTm2mW5vNJlpDCcFTLabT7S5WLzuSGaJPUI0oS/dVeHz9xX5fAZDSqGVBMJD4VAMxxznLN3IQlz/a1KcqXE5Kr4TBZFya/Ptoy01l0flxAaXk+bOytZ8DkswRjdKnytCeHq4m3xnBoH5iiydAdua8VBbIlTVzqSFK1+7n9/dsUQmZTlQcJ1NxjWTRp0bCQHznh89CmPy7av8r7Xp4R+SG+gM2sqK8DPupt7A4VUHqnxGMSjgkqU2WFkCbrwjsQwytjlSHy4LWBZpgzHROTsnQO7/OzAbbKtTEymx8uOiSkFlUPt7emIVmT43S80OD0fZCPinDWoZc7eF5Ym5yV4Shf0O2F9KFWGAMpdFHuedVjyxFNFKhVpotk0M+Bn39nmNz7m04xdhZkxkj7K2YbpENB5rfhwXbmAXCkxuRv9lD3LbLXJlFbuhztA5xWGo0AXwi0SIyl84STMKy5rBZYc0KPE0O1bOn1LPxs8laQQG0FiIDKCTgRBOOCH3rjClmnL5g2Ru8aBlijjce7sJA++kGA4zd9+1yL1SoV+pAFVqmqTDCKPZickjiXLLeV65UouS37exBpJMspyo0Bfq71zZhx6reVO+vy1Kfnfa2WKGcqUbGuTXKLkI8mcTEmyuXtOe+sg5tNfDvjwpxoMjOfkidAucynyeo/R2pMR5i5clOGk1+9E52urL0dsVlsCtrHDFH5mGeYjJhKjCXXCz727w4HjPh/5kgcyctdN5AEnWbBZqvjLplCNJnzyQDNL9gjniZdXGZWn73Nbs9DcmWzJ2Px8J8X9t0PJUtqNr4SXHDPDUgxBbwDnVgUrfUkvdoOmkszcSAT0Y4snOvzMO+b46bf4vHRwisQEDCKNXmhaUgS7NysOndb88dfGueOaJm+8rk/U92h33V48zsoRGKs4uzzGiTmfdtcjTvOlNrtVOV93/YXAzpaxvDtkVH8Pdy4udjAumHuUxfPA0oHbFEytMu2db06Vz9pTBcjdrMHlFfjMt6qsDHJweyClm3mYzfwup+XLN2ahvynr7/PxXQZyAfKym1KWJpkeH+n0yevEZYoyCmM0SaoZ81PuemOXzz1UZamtQMZgFDFeocdF6XOPfrQ1esGukSxymPwpYqy1bJ4xdv79hBwy+FrLUOQYsaXPUoA/S+ZZ0NLtC+r5EXP9HqcWVKmM1g0x6veAQcxt1y/xU2/t4MkJDpzw2XlJzMz4AC0wpGlCZPvs2Jaw1O7x6AuS8bGEbifhK/drepGb8I9USM9j31GfpJOyc2NMGMisPkUWZbRCng/kteBeK0nEeeAu6e414B7uickrglsVMsQUPxfgzmtP5FCieNWEL3875PEXKpiS9lal4HJtvYks1VfkoB6tsDo/uBqVJ4LcnisnfIpxG2YI9CK7aV0KX5V88ST10Cbhpssj3n5Dlz/6ig8qAiGxSPpCZVuPiOwGHLL5Kz7yxoTiRnQSBeyInCrYvNTobIUoGF1+J6BnzC0Znq9h3OVm2lRDya4thjtuWOHlE26Mt1IpQkJ3IPjqAz79ruXmq3t0BilHlvtoz0NpgREK/Zpdhrl5g+0lvPuNXTZsWOQz9yt+8YOzdKKAfccqxMYDpdBaU/UVG8csO2YMnV6CEArruZoVIWTe/nfBIDJ3F8oWYMEscgiaYULHDh0UUZqJrcrgNqXfDcE9AmyZy5OMxWXO4AlKujknh09IPvblOufaviudlG7QuxKOvYtRcmtv0AuxkxjF+Ss+7CvJk3KdNpmLYtfYhgplDGmqkNJtf7KunvLjb+/w0AsBh+ckiBiE23mjb2Qx3mMoEcrxUonFs8/vmDsPlnIR4xJIhZSxTqLk9iEMmyByRs/Pky1IQQy3Ccdicrs4+2+VzGe4W+pVC8Jnz+ZxbruyTSXoOZDrlNSmvPPmPt0k4RsPhfzkv1jP9HSDHdOKJJCcWVXofiRodyX9boWd6y1bt0hOL4U8um8GvJCwIakpQUVDXVsagWG84jZtch3OrjDeFqaueGW2vgBj579XsgT0klsyDCxNyS58heCyYO7hMZQpJalSFFWl+H7MIDX8tz9r8MDTFdfbJl1ixzU1ZANAS6vJcFza+Ww0wthrpMCFYqpyYZEtad0i+WNG7cLUSKSxGYNLVCZZEqlRieb2ayM+8N4Wv/bffAaJBKEASYxHXwgUpWq/LLC8UNBZVuYjciUDtMS5LE6qOL2eW55DMLvvkrO4FO7N81EjlECej4RADMlPKbfa9AeSc0tVen1FpVIh9GN8HeN5CRdvjPCDHs+9DC+fqLG11+DKDSmNiqTig55fdp0hO7ckGLr81sdrfOGhWapjVep+tu2zMoTZhk0V31IL3Aji4Xiy/Cq6mUprrb61WcliqS+YvQTsAkBl79tkX9iOyBQtbTYzb+iaqJFgcsjiKpMjBXNn7O35Cfc+6fG5B6oMIg8qeWJnyN5aDtPyau2NS8ktyYPNEqBz0F+QvUsgHybRbQF0k1XwFXLFlDKcmUxxs8UVKuvAr1QT7rq9xz0P9PjGk8rZhsIVcUdCu4YIk8kUmzN4DnYKwEPmd+efKpsoZctfQAwbJ6woyRbh+jVziYLJg9r8BnC1MiaXJfl3zDmytKKlqchGB3pgIU4VA9/LRlin9AYx1cDnLTd1+Ps/vMSnvhlw8LTmNVcLZsYF2ihLRMzplVUeudvyiXs3IJMKW+oQ6BRf4Y5sSE7oDevDPU3RIzlMtV/Az17jGxdAkVxQd7ttuUdZfCTAVGUWN8PnNeBWcpS988DSAd0Flqsdy5cfqrD/bOikiXD6W2TauzyOrTyW7bxgGYqLWGjxv1ikjAZuI4HmK9SI5x55KeiUQmZSxW0Itnt9zNtv7fD4voDmIMu4ILFCMBBqqMWFdYFehjRbAnnuqKjsN2qkEnEYfILTIVKWIkZRKvBiyOZIizDOjLDSDRjK5U0+gEiK0vwTI4hTGESy6P91Tp4i8HTWO+vT6wfUqwEfeFuXRmWewyd8pO5ibQ09twR7jyo+/qUxpmoeG6uSoGEKls31kKfdjG233Uc+288N1CmG7+TZM7nmKMBuX/nnAuhlUNsC7KPBZRnc+Vbi5nwWV8MtB3XJNZHSZTANKX/4lQof/mwDm2+NIjQIiRbZjr+57i7fpOV6Z1nydnO/v2x6fQf2XjszZi3YL2QbloHt5ggqt8IZhcwCTqUMP/euLofOeHz4c254JZ4Co0iR9BmutGLkE4hXeE2hwd3ndD2b+ae3IpMp0hVkOe2dSZXsfZCu8lTJbByRceMoyg+BwAhn/7mhrhAlzsAAd/MnqSTIxil7WdJOSp/lZhXfG+NdN/cJblulS0SMQXc6XbQZcMVGxcZJja+hHxk6fZcGVdmEVjdTJBtB7MlslwTpJrbmnmWp+aBIzhRSZMjcLo2b30B2GDnn6fdiJ2NL2R6UIwxuhq+LrOSQvWUmR1zFoBlagjJFyRjfjzl0VvK5+2p0Oh5UM3BLjZCy2EmicGvWxhVla1CUQZ5rk784yVNeis8PNsUFmbvQ45mbIte0tkmhieOUei3lXXd0+dqDFQ6dlc5VyXbQSI1mIFwTA/mNmmc418iV0Vsw+6nE5iP625JVZVEAPd/i3QWhIqtzcSwuclouhm5lr9Nhx1gu+Ew2wi1JLHEsiikISrngu93V9AYC3xtjohay5SIYq/XRt189xdy8ZYyQWsWjFibsPW45ekqgPUrbfZCNP3Mz/nT5ubR3ui6VtJ7na5cTNyMMvtYSzJnbFtp3qLmHjJ0DPR/WLkdY3ZRel7xv6bp1BrHhnsdrfOuZihsOLlRmDTrtHZTZu2QRnu/ll0Ey4hC+MoN/J7CXnkdS9+USWpPtgWksRppi1wZjFMakGKOJ+yl3vibijTf1OPlVzcBkropx1mEkFJLs+5W64IvUqln7JYYhp5KOTouNSkT2L2IIeiksSNehVIA574zInoXJbhSRiyNTmIbFbZavXnkVqxbEWuCl0o249hweziwa9h6V1EKBFDV2t9cxMTGNHp/etmrt4Gs3X2n/xszEAofPxZx4ukI38pluuJ1/fU+WJrW6iVHqAt3sI+PL1gK37JrIIXPLEoBHmFqUGFwMdXdeNVgGsywAP3RN9Ij+dsBW0mUslZ/wwJM+v/kHY6RWZ86Jy1qKku+dl8WOyKpXAjqjLL42qXGhGtHzZEgBbld+akbkCUXQeV5zsjQuwylcwCmNIUk1vkr55Z9ssf+U5v4nFMaXBYtbIxggGfaM2gLI+QyS8n5hhWef3wAyc/AdTZeYPPtvM9DnGV5Z3AC5pBl2G5ULUyymaLLIbdE0q32Js9noWoOXQOIpLDAzPmDrxib3vag4sq/KpkmPS6+ofm3nxVtW1fe+UXWS6PjhxXb3A08caPHNp30OnwiZHZOM1STVUJW2tFb4nsLzyjslDOePKFUG+rBmey2AR36nyu5I9u9i6I6UPW6ZJXTKv8u1uJbGNS7IYdVgbgvmrWhaxWgdc2pF8JsfG+OhZ2puUx7pu0NpPOk2kA2y0ROezDe0Ku8BlHniajgb0X1XWQwCLTdI53NbRtrv1nQmObkmWBtsD8cylOMAN+E132EhjwuGtms2r9tapqcSAm15/Hmf1V4pA4fEConJREkG/ZLrI0ZWowL6a6zPcjA96hat9UhH1X7pPj9PCQ2dpKy6sKgBd+XabhtEB3ysG9a/fUPMuukeYaWHF3rsOzb3448+8+x+/eff0vie4NxiwNFTU8yOeezZJJioKyqhyrrpZSY9BOXA8fwiqaGePi+YzC5CeZOmMnsXNpxcq7/LYDYl5h6ytrpgEqdsB2bSRCWkQcrHvjDG579dw4aq0N1IhRCZ9s6YezixapTFiwCTsnMkzmPu0ccraZWskjC/vuclfGxJpmRDeMpVhtJtQyKzXckci0tkqkmFQXYNd72+x8tHPD70+5pI5HWsEowgRdPPQF5gNR1l9PIjwW1bU5S4AuUSjeJrSpu19+Tyyzknw4DT1abIPFkkSkVbZjjzcKTDS4CQ+ZAnFxP2B4JBHNAbTDI7XuWHX99isWto9hKHh7o3AUKweSJmy1ifMMw3ZXJ6O9fWLg1vh4EUo8tyUey/1t/O2WWtFTgC9uEmU38xuO0ouAuNncmVEcCXDpUgVcq3ngz4g6/W6KeZNSTzxI5a43tfANhybWnsd85aivP+YfS/yld7BwAXcK3V4XlDgZUMA818+Ra5Ds+CMCmzoFORCoMwGinc7sw/+b0dHnnO5xvPSGzecpPJlcRo+jiLThT6+JVBnuvm4iHJAJ8lfkxJskhRTCF2k1pFSaO70tu81NpmtmXe9kY6nHM4Wm5dBrpgtSNYWFEcP1sl8EPGGz5BoImMRd9xTZppMkMSu8bNvIDK2tIlOO/E5+wzvJgO8HZNEDZqBeYZzKJoqQA0o5pblmXKBZj7vECy5HvLFFkCt5RuxmB3AL/+e2McOR1g14BbCjHMWpYrBtccF6qxGWbgrCtXEOWlvAzqtSWpJcZec24vNNZtBNxSZjo9Y3KRgVxkIBfKJYSkQkQeOzZG/JOfbvLIPwxo90W2ua5waJKCxCr66TCzODILVojhPOyRu7e08mRgzZl6CHybEWCu1a3bL7YIzm3RCWRKGMolki2G95+fCCo/jHEltIMYqlWJ7+Oajq+6DLSSrLb6nD57jrFqgBQV2j2POJYlvZP3ZubBzfAirL12+YcsM/mIjCkSPEMbcC24C1fkAuCWa4Gt8t+Nbj2dB5eejolTw3/+dINn9oXO8x45sqxlSZYUu7qVGxooA708QbWUtRzhOXE+u3+H+qZykFmQSpEAGh0lXGQ5cyaXNivGchJFSIkwCpG6XIBJFdfsifmFH2jx7/5sPOv+GSpviyCSMnNU1hyZNBgBeZahLIrF8gsvsy9hxOjvMsdEZveUFU56CVk6x2vIwJ2PvAECt9FwqdndZKUiUWJp9QXoFB3G1IJxqoyT2gQ9qPwQ1bEaLxx4gQ/+l8/wva9t8zPf22WyUaPV9YgTRRwr4tTtcOW2dsva2IwlLU3eL3/PootjZOJR2TEZtQDL7slfBG59IfbOAC2lGWFupRJ0JeGbjwV85FN1mj3PpWZF7pw49s7LYXUBbNbEGxeoPSmk2QV0SlmIr/EPR1wTRlmbklTJ61Es2XgOyZCtMx074qqkEiMsRrj6FPfadcaI1NAII37m3R2eesnnnkcVVJPy8oO1HgOT3ZYiyzqWwHZeG04J5MOf8++ZMV7+uxzksnzTu5oUW+QMRgoBsmymLdg5TfNuHqc0osQlglb7ikTF/Oz3LXLH5YaxDe9gYvYakriFHhifThKgPZ/dm6rUgohKdYGpWsRSs0p/4DGININYMYg1g8jtWShjSFKBLBoeRidujEoVW1SJySLaH5UmUrwCuOUamVJUEA63lx4JLksMrmWC9GL2HdP8l082OLTkO48payJGKJe1LBdUZZ+3zN7ndeuUA821OvwVg8zvRNsXYPHzgs1RqTLSzpaDvCipzasPJUaIIgGUxIYdkwl/6z1tjp3THDwtsF4e3blvYKR2IM/qSYR1pa8Y5+hgnU5PvhPI8+9jMqmTyxfpZEM+98ZkjRJiDYPnzJ3vHeQajx1TD2IYJIJ+IujGgnYsWG7DzFhEtxtw4EjADRsU0+PQ60n09llLEMC1O1Om3tVmcrLH/GpCmjZZP9ElTQP6g5DVTkiv79OVfinFm5nyuUYrJcCGF39tgGkvmNhZW+tdPJfAPCpHhrIkZ273c+KYW8T4QcK5luDXf2+Mz91bc7pbOccE6UAuJZnvXWLvC+jvUXlS0t+sAfsFiHx0bVsD7lcENSOOioHRjObI3pLWsXqmw4fMLRFCIYRL6Quh0cLwrtf3aPYFv/TvFHOrAsIhwEGQSs3ADFXweT6edLtApK8AcpH55GVpUpyHIuUvioFBgiHQoez7Z13zCQxiSy8SdAbQiiQrPUErTrE2Yutkh5l6wpcerqGN5O+t86jP+Kw2I/TUeIpfU+dWl7pfn+/JN3/0GwFPH97Gzs2rvOHqNpdu73PdJT02zYYsrDSwlDvts65mMawIG73ga10Ue55MKbKEhT1oSvKlXGuyxvsuBZTDo2QJ6oQIw5cervLNJypZrYkq6W6FEAIPp73Lk2KH2cthEdVov2W5aVoMI3yGCF/L4gU3WVGGygUledEyRh5ojtamuIZekTkWuWQpdeALixFuK0EjnatipHVBZ6JR2vCmGwe847Vd/vhrbpIZWmQaSGTOimJAHkcMg85cRlxIk4sM5GnO4iVpojJ3xZRA7uS5KH1vCoDnE6vy3bOjBLoRzHclcy3DZL3NnZe3uHJ7l9dfHXHR+hpP7Et5/NAsvTT5emcQnGv2O6h/+a9+m7FNN60eOROsPrvP/+GzJ/tsmgp45EXJ5x+a4NH9NQ6dldTCPhsmU5Tw6EdOmyfZOIN8aLnIkC1KS3sZ3EWfpTjfCnTBpdsyWhdbRw/rTvL90nU59a5KOlwNy2E9HZPKlC8+GPIvPjzG0bOhS8dLP2PufM6JoCJdWt7LjrzcQI8MFioN+cxu5uG24sPxcuXXw50oSkkeMZroWTv/JS8jXdvONxLDjAy3L8nAUgHY0NEZxkH5jsOuC94y1Ui5dGfMyXnFweNuksLoH5DFjSYZLSIbytDRu3h4/cs/l1eyEpOPhCgXFnR5cBkn0I8F811Jl4jbLpvnb71zmZ9/R5/3vSFiekzy5Etb8Gjwxpt2cNmOxv8mBvsfu/baO90ePZvGLNpLsVsk128x1MY6HFmUeH4VGQu+8sAYLx5a4Td/fo4rtvRYWKmVNucsf+XhLreifJLz7eYEa9i67JyY8+RJrrHLEkVmYHfSpdyZk1mDKsHzE04tSD7y2Rr7D4dQUwVr50feSFx2TmT5BizZnGuLqs4vrMovYGYTvoIieaWLWLBWcQaH9lvB2CMFWCBLXT8yS9m77RzdSLVcuqTSItJMpgib7ZSniQeWPTtifvJdbZ54wefYQunLZXLFSk1spZMPViDsaOBZrFrSfXhhGW5RWQ44JUWDA9nMlFyTu7/krMg1Fbm4KcIWrdyNttKxXL5zmX/yox22zYzR7oUcPxsx1+zyR98Q6NTjHSZkV+rRH7i/oQGuu2YPnl9j7nSfJ59+nG8+oqiICtdsEYxXBe2B5OkT4/zHTyf8/e+PMLGi09Mk2TSm4QUtjetdq8GFy1LmP48UVo0kcYa1JSPae43PreRoMkdn2lurmOWW4D/8SYP7nqlApSxLct/b2YKeWBtUrqkUzH8e+T5iCHY473UZ2P/dgWaudUu6uwDxmiVbFh0/IgOzLfS5/P+1997hllzlme9vrUo77xP7nM65W2rlLBBCASRgMIYBAQ5jX1+nsXEAw9iYwR4Y20OyDXgG4zAG22AbGEQUIJJAKKNWQqmlbqnV3epudTr57FhVa90/VoVV+xxJBGEBc+t59rPj2aeq9ru+er/3S5YmLoShKjKt40z4eCxSI6QRbcUlZ/b4nZ9f4M8+bHhtXl9mwKhxCRMiIVLgJo6nyCiKoTFxBuYkVSpxIrNAT1rMnFLZBPS2zGj7MyQZiK4DCz04ad0ir3/FAhPNOnc8NEm749KshTTqi7z0ufPccl8XFUywcu0OFlvtHODr1kxSqk18/SOf/dK7b71j+M26pzh1nc/4sMNYUzA21KZ2T4ev7Rxm1NecvrlEyXezpKfMgbSBQA7mNGciuxTLpVY8yxwUy2vdcjlwW1Y8BXdPav7uczU+9Okai0uilQm4M1pi9RdcxnrbFf/LRjCFKIC6kA9uVfY8HdSzEL1ltW25MJdhc3DL1LGUJu1VC4ESg1bcWPbU4KgkEKWSAgmBS9UP+bVXLnJsRvK//rVJx3I209ozpQX9VD600mpzzdsSGqxFYFQUcqBrgwudLtx0XRfoSmI0UsomwXEkY8OS07eXuOiUEl/eKbnu2zBWg9GhgBUjPmtWBPz8lTFO9cC712x9zdcPPnYESAo2CCeRbgAAQ+1JREFU/sc7/4JYlkLVj7esGhI/ddJazbZ1ki1rI3ZsXMAvzfDlOxxEVGa47OK5Hq4r8x8f2+INVPYMZBPaWYFLnceBcPxgWD7rdzLQ+iHRu4UXc/9en3f8U5PHjwcWuFPebXK9fQklqc0QVydvB5EOsLK71xbGhoviKHEhrblBNvdOn4uk24BYnoPbCVSDSVWFaOmS3B97EGsxfUCKnItnwoUsUkdE4jga3kPJV4wPxdxyv8+xE9IAbyBMa0Lp5nFa62AnZ2X03QaqlZ9jO952+D0NetoVYWnimZmoJqgELiuGPSZHHKplUKLFl3Y67DssWViMmZqFJ064RNEQEv9fH7z7xlsvu+wluQUHeM0rX4zrlTm49zqc3g2sGJFo0ee+fTEf/Wqdg4frbF2hqVXMHkURRJ6ZhGvy1nOLU9CJU15uW3phFSxYvDtLe11CS1TBcsssFB/labB+zP17PV73riHufzRA+3LAchsv0RXkpWgyH7+3lHsXrbcNtmXlQYum5D/u05OUPPc7j2Jm/dfJVbVcC7fbNqQ0JZ2wkFrxtOMviKTNsBA6eS15LJykd7iGvubUzSEffPMsv/bOYe5/RIAIU+Rl6IyVQ0+SFErogtVOr1SuNPkkcZpProufSamKENaA1ydZGKlRcFyDooW2w8GjNTauDvm9q6b556912fVYGXnUoVHqsn3HZi56/uW02h3gLUWAO/4Q5XKVPYddbrkjolQN6PXL3PKdOg3PZesEjDcl9YrJMHScpRfeLPXR8pwLXDa1PDKXBoVMyuMyGpLLg8ahjC1n06IowqImXkRLw99+rsp3HioRuw4Iz+LdBtxSkPT3TqmJ3evEGiQ18FwOgth+rUBAlrzw3W0WPbH7o6TANtOktQFy4uylI0NEkowlhMgdz4ROKCkQKqcuAojTx8IhRiGEixAaN9KceVKf3/jpRf7wr1wWo8RJQeSBIAmxduhCFvARMuHjyf6m/FskjmUKapn4FSJ1RhNqoq1zMHjusnhRrOn1FXMtiTcdoBlh7WjAO//feW68v0MnlEgdcu4pLpMTo/R6i9l3ZADftKpEqVZ+tFEb3Xv/o2s2zc7HjNYl28c1zaqgUXVoVB1qFYdKSRB4pgdguvrsHU0vPwWQk+rgyioiyKOUdsQyv0/BnQNbOqlaYsDteREdBf/4+RpXf6NKT9rOZFHzzlQTUQzJD/Y7KaTFFqxy/nombmUGTiwD+OK5WJJ3Nfh0SUKRKORA2Py8MJ1N5FZcJRZXCAN0KWTBcgslibMrq2vqIpP3/CjkqsvaPHTA5R8/V6cVJiBXxSOKpKSnUvmwqJGn0U50XtAshCBOnqvsip/HBFJwD54mU2SsEWGc+aZxLOn2A+YWPYbqFc7a1KNR6Zg5RW5z7/6jjUdVlO9tWjTN/3jnX7Lt1Ev2BqXqOP3555eZYf0Kl4kRw39Gh1yG6pJGFaolTeAb+cbmgMV2EQOVOVkIPu/nnfYSTNs+SJuSLKmOVwOcO8RzQ9qR5sNfrPKODzU5Nuvn1TnSvjdzdcoyKSROdO40a3CQe+cJYJYPIfNJYyJ97uT8Wwhh5kZal9ZsDKJ1P9h9IKdAouC3FN/LubN95SjKmDYXXzqEdfn0gmL6swaa9Zizd/RZaEse3OvSj5fxrlNOTu5zyQzk1v+0jEL6RuGKaLUdsadZp9TOBBWT3JPItE/u9TWdrqDVdVhsu8wtBpyY9VByIxOTW/467jz6D9tPPmupBQdYORpQr5WvvcVzXjY+Wjlj1ajDcENQDjSBr/CTEXxSpAK8JIwHBgdZuRWFE5oqKYUswuLjHNwxuXoSZwXENud2nAinpPj8lyu880MNjs4mSVRyqfXOaywT6y3TTlksy72XD7Iso6IMGmcLLOnV62m3ZUKZBS6+hH+Tc/RMnyZRTVIurpNBUKZWxwQdNWiZaNkQp/F0oVHCyVSvfk8z2Yx466/MM70g+bdrayaUb1/LkghqmOSNpzTE1stNUXSxLYWUOptikamG9rVhwISnFjyMdDJNIja9Ch2B70vKgaRZdVg7GTCi5HdmWkPXxlG78J0FgF9++WX82Tv+7JaRmrhz6wpxxvrJFkP1CCmgF8rMawdBHLtMzfn0Ww5xbK3EgfTJTAsn57pC5pw7zTUpBHTEoAYeF4HuRHhBzKOHXP7lS1WOnPCzMSMFvTvl3cJU6XhZSZzd42QZ7r0cmAWZelCYAW8btjTu9z3wcDtkP1ibmf63FNDY+njBqBhAiUQ6NOCWCT1QxOlzobOAkEjzVLL2DZq0t2DY10yORvz8Sxa57V6PvYcFBAMHJAVaO/SVGKAqdotmgUoyutPIvkjzTDTIxFHOwC3S4I55HsfQ6WmmF0xHWUGuGvVCQ1FrJcFsu4Qb9O488MS1t/zn1/23Jwc4wJXPG0dIyWP7j9GJjtGdV5Q8zRmbNFo7lPyYbj/mxvubnJgaRyY/u+sknrHMhxoZC55abgrWO7ulz0WeQJXx70wOVLkFTyKVe59w+W9/0+T6u8qmgLJASaxck4SWeCLP8XYG+HcK6MHWEAVZaxnrnfHwbDGLzJTbNu9pQT6QUZglYRWCPrYlN1l5qUAhlMiUrMyqJ010UoczToI/xkmS2W+TBX1wiJN/HAuN6GguPavPn/zmHH/8N4LHjgA+VuYhgIdOsw8xww8ycAuROJ5JBDTZL2lr+/Zhp+ddYqivI/BdqFRiZKnFzQ/6tHsunifRKE7f3KLimXBoh4Cp3lqUUkvO7RKAj6+7Etdz+p+5fpGHHurTCgV9FnjjVQcp+ZJP3Vijp0rs3uuzZQVsXiWolCDwjXXUSRvlguWz5MEscikGgzjL5XYPUJNkvN/+Ew5v+7sGV19XpS+8vJ+gRU+EyCVBTyR9wlN+bas6BSoyQFVYzpKL5V/Lf6fvetNPSk+K1ty8nlvytADCViRSJSXNr9aZ0lJMrSWx7DFkkoaJSGogkcYSSx64Ia9+QYdYC/74r5scOIGxFGkyVQJ2JR36SXAJndKjHOyxIB81qEU2bz7rapWeuzR3xxEEnqRcctiyVrNpbZvLz50m0hGfurFMpRTzOy8XRL1RFtsOq9as5NSzLu9rFfNf3/g0ABfeCtxK5Q9edcWqkx9aefCSE9OK7Zum+ea9Hv/wpUl6UY3RisO6IY2OY1qdGCfp46xcXVB7UuttJ1c5jh3FtKy1jAvKiU1NMnC7EQdOSP7wA00+/Y0qfZmmv9r0JOkKm0QrfaGTVNhcLcmq2MVSajLIu7P+i4XjWoZ/2/epNX9KdOd/UPBfzFU+z0uxdW9SK62zvI9UaMkBb/HvVLYTApRMQE1GH9K8mdjafzt2EUbgEfLaF7ZxJbzlA0MG5G726SzaGSnTMQtMy4kM5OnVBFOSpkROUVS2kkWmvqVBHt+X1MoOUvo4jHLFWXMM1Rd4zfOn+fCXXf78Yxs4aUUFJX0uG9r4rcsn1v4BLCw5zXLwhQ2rq0zt++yC7/u7h5sivuC0aTphjy/cPkEUD7G24bCuqRmrQ+Au42BaP3Kmecui9c5Vkbyn4CAtkQNRSscNOTIreesHG3z6uip96SWt1qzK+CQULxN1y3Snsp1Ki5rIvKQuoyZ2SN6y3mkKgh2NYxlLjh26tzAwaNbtS3PRigsL2MXzWhiOmhU9DBRB2JPaVO50ZuNQrEb66TgUlYynsedwxskMIKXMZGU3lrzqBR3+9HVzTA6HEEegIlBhch+BVkQKetqMFOmrfI5OpCDS+TjKdN8KQ16tc5YZCAG9vuDEbMCRqSZHp0ZBjXDlOYJyqc1tu3t0QieuViq7P3ftVxeEaCwB+BILDuafzsy3Xnf/4cp5Ua9/5mdvanJ8qsHmEcVQGRpVqFclQSBxnNSpyuUquZxCUkht1ZmFHpQB0yila6slToTyNP/whSpXf7VGPy1ayMrOUsfS7Itv55qIpeAuWGu7uIFlrPfASS8AmpyF220XhAVY27I/3WYXOdirIM9RWdqU02QHps5bXkRA2tZNKoSWCKUSp09mizeLRmqZFx8oQ1XS35REJXEJefUVbXbvc3j3PzaJ0gO1NXIpCJVMgjxWg09SylJUp2JpOtgWc95Fdi7iGLo9yXzLRQhBGEl6ocPEsMubf2aRz9ws2LZu5L4oXHidHzSWPafLAvz0s/8jb/3zj8VRvE1/68ZF+t2QraOKWgnqZUGtLKmUJSXfSVpLFPsQpvcFZ3Kw1UNmuW11xCo/c/IEKuEpvnZrmU98rUrPSWmJl1vtJL9bCGHALVJqsnQqmt0zcWlux/KS4HJSYXqVKqRspHe2VPgU8B5UUJa8ZoG60JQTQdIRrWDhRaqoJMGV1OFUaXWOMHmqhjYIQGYNMMXAXsWFYzCv+yLitVe0ueMhj6/eVjVxGkfkxQ3JUuibxt85RUoWkgSiLOnOJIzF2VBXkQFdKTP0tR9JOj2BIyVKmzmt/VDS7bnUgpjXPs9h3eZNWspWvGb7q797gAP83i+/hH4Y4oaHufuefQghaVYFtYpDOXAIfIfAF/ie1dVqsDlmMlbEHgJVnFWZ1k4OtFhzIqQM8bwQ6Sm+eHOZP/hfQ+zalxYuWHw7KRxOFZNA5L1Nct6tLd6dpgss72jm5WkDk+EsZYQBmTD9aW2aYic7Pa0Nt7JI7eLjtBG+xKYrCdDTIuQsWpjr4livCS0SKyySq0thaMgym2PtlLHmcfo4glM2RLz39XP8voQv3VI1H3Gx8r81hrlL2qlDYcuHqUGJE3poTdFWsT1R28zI7PRM081+JOj1zS2KJWIxoqdHW+url37C9ctPezRLtj96+zvQOOGRqalLdz20tzRc8xhtugzVPepVh3IgkxZuJiPP98wt8LRpipgEhjw3xnMVnhfjufGTgttNioSzxvRuiOMrrrm5zFs+0OTBfSXwPXDS4VB5VbxIBkWVEnB7Est659mCjhXgkXJgYpr1uhRJlDK9IlmVPNLOHhR5FmHe3SotZxNZZya7O1P+fr4oniqYJCHj+1lEE8tfIO9HXtTlrQSnnJMMUC5rQVpLsdC0f5B3KVgxGnHm9pDHj0h27zMz4QuXtuQPFWlrOPtKZkmoVvQyixQ7aSah+ZxSmn5oIpi9SBDFDlIKPLfL+k2nHel2TvzC1u0Xhk+G4ye14I2K5L5dj3zs5M0b37ZpzXCzHvSpVR1qZagEGqU1rY7Jc8hA4JBMGNZ4yYx4LwO5NZPStXXtvFDYUJXEcruKz99U5r9+sMkDj9ngdpeA2xW55bYb92R6tx2tLADWljGLsuYSzTt5UAyTU3jNtvbfy2Y7nDbPTnOlU7UkTbTKxvUlY/xSLdz0GilGODNpOLHmKU9XWXA97+iK0AgtLcoxgNn0q/pw6oaQd/zWHBr44s3VHE0Dbd1C7dBO5w2RVO+kIBfpbM0kXUOKfCxl0h2rFyraHYXWmlIgabUdFlqCDWvGOGfyNCqV5bn30wIcYM3kRE/Grd+45II1nzx6eE+15EtGh/qMDXXYf9TliakKnutkGribzIb33RjfS26u0a4NwKOsKeZgS2NjuY1aIlzFl24t8Za/bvLgU4A7TX8NpAVumY8cSYsZBi318hr4gCMJS6ypSKxZZhELNMQCQGFhPDWw7VTZwWSsTCYURQc061OYtDpLu9Ha9MRqHpVTFrM0SREsktUp8krg/BiWPLBXo4CeAfm7f3sOpQTX3lrJJE77q7SEUEliTD/zsmNRseQL06uTI8GLDQcH8FxJxdMcnQs5dEwx1pCM1BWzCzGjKza0Ftv+b6xes6b3fQO81ZlXq9eu39mLxPzOe/ZWL9zRY/u6Ge4/2OYT1w8zHPhsWmWUC9fRWb9m348JvJjAM+D23Sjr8Gr3LsmrcdJGmSE4ii/fVub3/2fTcO6ns9xJ8cKTglsOOMB2JyWbHiyXGitSidC+rBZ18LzD1cC8oiUKShEpdh70Uscy17ezqhdd1MSTSSCZFU+7XQnyfiMqSWdNubxQ9t4kYE/Vkjz7/LvferBjfcif/+4sWmu+9u1qoqnbMpBCC5dYO7SlJNJmOnHs5p8wV8R0SrXAj80AFc8TbF6jOGvHHP/8Ndj1WIOTV2med6bLT73kovnxFWt2zsxOqafaxac8omp9jGajeUIQXnXZxSeH9doJdj+xwAc/U+XY8cD4e8I4mb6nCfyYIIgo+RGlIKQU9Cn5fQK/h+/18dw+nmdurhMmk85CXKefgfubd5V44/uH2LU/mZljp7+mPbxTzi0heBJwF4a2WoEdZxmnMge1sJxMBmoxB0BsO5gZ4HNQ29b7KWM+Vli+IA1acqFt8YrauBjQxvPHKn0/HQVuTYbQWZMgQRyb9/KWfKZRUJyODE/HhsdFjTyOjUYe9lxOXhfxvjfMcem5bZxMHw9B9SHuQ9wD1UPHZqLdfKyZDQWzoWCxbxr4dPqCXgj9vulYFSeWvB86rB4p8duvWGTDunmemO8xPHF62O7GV9XqQyfGxseecg0+pQUfrgfsvG8flcbGQ1S6e+/cddf2u3ZrDh+pc/ZGSbPmUClDJVBUSjHVUkS1FFIp9Sj5fXwvpOQnnNqJkSgjU0mFECZcn8qEOJqv7SzzhvcOsftAWm6Wl5rl4BaZQxlkasmTgzvvvb3Ucg9Sk+WdvaVtkQVFi26jugDsol6YY9qOYg5gfSC4V6ApShs9eZCrK22kOLs4QifTqVWibohEcaFg72SiftgfIPmvZFcOrIVW2OH0OPuwdW3EB940y+vfB9fdXiZOV6dIvls75oPaQeHSEQ5d16HnmXrPWGk0CiE0rgMdT9PpKWYXXPYdrnPmth5XXbLIweM1Xnjxxr0btqw+FLYfwa9u/f4BbvbeYZSv799wWvPXunM7bvj89Xdz+nqXlWMOo0MOQ3VFoxZRr/SpVXvUyj3KpS7VcpdyuUcURfRD4zmUA0WlrFCxqdIQQuN4CiUE16XgfjxA+5YE+BTg9qSV0z1ASwoVOYP3wpIJ5XKgXoaO2CqGDf6CBbcQ/934mak8aPNvbb6j0OxHFC23nUqbpseq5ItE8lqeL5Jz8hTTafCmCPLkg6StfWRyrwZQvcwxAG4ftq6Jef/vzfK7f6n5xs4KKtbgxeZ/KAGRoFLRlH0BwqEV+rS6Pt3Ao6ckoXZQGONnJlNHeI5AShfHGWVNU+FXT+MrO51fa12/c//v/eKOpz3FTwvw805dy8LiIpVq9Yl6s3bjc3YcurhR6tGouQzVFcP1kOFGj6Fal5Fmh2q5RbXcZmYh4tEDmm/f7/LgnhJaazZtiLj4nB5rRmPWThi2duCYw63fKfH2v6+ze3+ATjMDl9ASE8TJpcA0t9vi3Esq5G1QP3m1vBy00sta74R+DOrjtoxmLYbMPjyNk5nhegDMIuPeibXGsta2FRe6+L4SkNRF5k3zrUtCQrVFwZonjUqkTPZIAQqd9HSwBEfrcfEYYwGEsH1dxP984xxv+3vNt78TcOCYC0KwZiJm7WjERef02Lw+RmnBA3t8dt5fZv9UhWNzVdpBwGJPYuyhSuYNaXp9l6lZ2LJuHS+48swbN2+78Ikw7CD9ytMC/LvWsx7bcxueX77q8IE7P/nIQ3cgnRL1SsRQvcdos8VIY5FWr8PR2ZCdDzvc9UiJO3dV2HvUZ3FOglKUan02T/Q4ZXOHn7myzeSo4kOfrnDNzWWOz3pWz+50rIgBt0zBLfM2a1kgx9a2l9O1xYA1F4NW3YDYsSy53bIgfZy9b1fwyPzv7deLrxXfz98r7svS1/SSqLCwHhc/U2xDnb2X5f+QZHDq4vtWOoWwmi9lpYWFpqdxMeszC8olU6OztIoQx4s5PudwzS0lPvzpChNjitde0ea0zRHrxwWVqvEB5mYlB47Czodc7thT4o6HaxycrtFrVRipCSbqiqEq1ErQ6cVceulzueS5Z7261e5effnF535XuH16ipJsGzavBNHYGcdzn12cP/YK1X2M4WbEiqEF+vE8n70VvrqzzIFjI9yzv0o/9HGFg+MKgiHTwrfb7/PAvhYP7HI4fkxy8raQL1xf4tica9C7JL/EiPpBkltiHEorgGMpJFmuSQHIywDbAlRBSWHA2ZQU6ElqqZbQlcy2kQVkbNrypFY8dRoti63t1ygWOhQ+s0xKbV6MTE5PEEnWoUYhQSqrX2DRxJn2DSbX2hT/mNIVCTi5oLesTcyPM+mFEykmxmJedlmXbkdwyraQy87rErcCOp0KUycC4tjBcWDTpGLLqoirLuny0IEu+47P8LXba1x75zC7pyqs6UMzCDn/7M2cdsq2zw6v2LDTby3NGvyBAS7kenY9/MT+sbGLX7/3+D3O6pp42fjQLNfe2ecL325w+8MN5uZ9POnSDARB1SQ7ycQ56kaSGRnQjUM2bVrk/7mqxXBDc/2dAUdbKV8o0pN0VnxJ5rTES8GcgNu1gjiplU1Howjx5ODOI4tLgzxPlouSRw2tQU2DQLclFMFTUhTI+bfW+Z9loIa8qCFxKkXB2UwXgdUQiDRxydAWlQBdFkCuzUGlnaWSQJL5tzKZlrZUwinkywxkjmat4ZISOCeKOH7U4as3ldh5r8+60Zi1Ix6L7QqL7Sph5JiuaML0ovS8mC2rQravCblgW4crz+/y+dtqfPnWFWza4fH88+Q1L77s/Nf3WkcOlNaufOYBDnDy9pXcdfetB84587n3x3OzL/vUjUf42y+O01qs0PQE4+PGBqRVOm5yyQToxwI1K5hY0eftvzrLay7vIl3NF28M2HOgREgC8CT9NW/QY8CdhuBdy1IXI5U2vcjLzgqz5QfAvZzubTeyyRYBS9WUAniFFdpGPImde2qQi1ysSII3lsUeBDm58FHg4RnYjQZuuLYpG1sK8nwn81C+mcymZQJwrTJLrjU4SR/KYoqvqQYy1luhkpPcj+GmOwOuva2ClBIlHd72yz0cyhyfqRNFDmBNz0uoEGh8T3H+lh4nrWnhcRTXP4+Ttl90/z333HTgrLMu/l4g+70BHGDbxvVUmyvf/a9XP7Dpi7fPvXbI6bJjo4MjNYsdRT80VsZNSo/MwFiTgzE2EvGS5/b46Qt94q4gqHY4eV1EtayZ7UnML1LUuX2pDTWxquDtMHyRuy7tzDpolW1wFyiHXOpsgpXnYQFBYi2EASpiW/inqvPR1juFbEJbIrQdyvS9ZNKaFLbjOfCl2nQ7SAdYSbkMyE1NWzYEyh4IlX1XMgfI0clM+cSuO9o6pvQcxIa3axWjtaTVluw64BHpAPyAT944QrmywEvPqdDt1hCSLPLtJuMhhTBz6RfbLlJqJkYWef1VgkU5/Am/esG7Yw59r3B98mSrJ9ve8a6/pL7u9J4ujX9JLkxdsmFFvG7HRsFIE6bmFFJCpSSolCTVkqRakQzVHCZGfM49yePsrWaKm0Tjipgta/pcc1uZo9Ml8AJwPFxHUpFQdlJwJ9bbsQI66c2ayzk4f9JuG7ccuJcsACmKdZlyIBkoBW7qhCZ/YzuXNvWxE6+W5JSnEBmgOIXcFmz1Jl1E1vMlPkKSVVJYeKLwd/ay09bCSx+bK0ByQ5isRmuh5jw84zTWsRmn1PNidh8QvPnvmrTjCrJUo1kKCFslFhfLxMo3o3Eiad2boFK3D3fthkcOShbaFSqVlTddceXKV9O9Y3H9pud/zwD/ni04wH/5lVdx9123tS/c+IIH9j/8mQsOHD3h3bXfZXohYGJIEnhm/LfvSQJfUik7DNUEQ9WYft+l1QnwvV4ygjqCjJ64OFJSllByNIGj8Z0BxcRWFkQxeLOETxf485OAW1AAKtnrwopk5tKgDWAbtFlDoGUCQznMMjQVdO/UINoOZariCduyw0D6bJpsZQxGOglCZpY+eZ2lllyQyd7psGJzn+y3cX5F0qHWfLfU2ioaFmk2bQ5uoYiki4qNFyslIF0Cx2Eo0JRcmG8pjs9E9EOXakVS8jV+hhXN5EiLzesX+fYDDg8fXsuVL3lp/94HZPuMM077fqD6/QEcwHNdZmYe+q3SyNaLPvOphVPDnsv6MUmtks+v9zxJKZDUyoJ6VVEKVNIbw5RNuZ7m63f4HDnhgeMjHJdACipSU0rAnfJu17bMFh1ZLkCz1Ek0aFo2UplIv7nFXF5hEcvdW8C3FZQCpAvmemlSVfZwgHfbrRakKCZdFQI9KeCzz+RcnJSTJ6C2QS60UYrswgkpTHJUes60SHsIGrojlbHQyhForbJIa7qlLfii2GPlaMQV5/T5l6+JrKJKKU23p1hsR0Y7Vy79QJhhw47GdSGKqmxcodm2tseR6PTO5OoNt0vxPebIPBMAP/X0czlwpKu7nc41P3VRd0tnbk8pKHkstCX9JDvX9yTlAGplTbWkKAVxkiprbr1Ic+N9JaYWAvA8XCkNLUmpScLTstHZMnUanwTcYhmQWly5UFtZoC5FPp39jbSAO3iP/fxJPlPEdnEbqOBJP5QCNl0Merl7YXPyvFVH+ppKmL1UZhobpN+Z9zEUwsiHGY1KuL/QZv+VSN9LznXiDzhp6wdpT9dzkuNVSOkSxS7DdclFp/X4+PVxUpdpKnJ6IbS7GseJk8XsEMfGyvRDxSMduGd3meecd1r3Ff/x0vcHJflHQtS/b4B//0sDWDdZUo8/cuvbd2yfeM/a9eN93+8zMWzm2HuuJPChHEA5MNY78GL8JC+8Wg555HHY9UiJSJSQrkvV0VQcTcnV+NnNNKzyHcPFXVfjuXYV0WDbtXQhiLwgIaMhA5ybnJEWIpa2kznwnv1cCrH8orK/2+LKg/geLCweLN4uviaWf479nigmaJEmXuUzNvPhVWZxZAlWSljJVcK6SaJ0hGQsM76c82eXfmhuYeQRhh690CdWPju2hGxf26LfVXRjQS82w6R6oaLbM7deXxFGpqjBUJcWzeFGXztj7/nGN+98uxB19bRAfIrt+7bg6XZoerHvBs13hc5YP2b6T05Md+RCy6dadvBdQdlXlHxFyYsJ/Bjfi0wSVqnHw4ck+47WwClRdQU1V1NxNYFrVBMvcSqLPcYHqYJYxtmyVu9TAVAUdezk40VasgywhRBWBb4YWBiDFn7pOSvIgnqpldEkTSplXgUmRDE1djCldmmKbT4KBYrcWycUJbfYyzm8eXlZ1utQpTTEjA+PlZm2Zs9pAo2QPoEfsWFFxMlr2jzwWJ9OVKYbCXqRphdqPNcoJ54rqZSgVhVoHRHLQJ22Y/RPzj4leO+xqWP9HxSf37OKMrh95upP8t//8KropM1j08Kp/Ma3bj8oF1rQqDiMNKFWUVQCRTmIqZRCquUeo0Mtdu3v8hf/1uS+Q6MEQcCQDzVPU/I0gZdYbDcBuX2T+WCndOhTQSmRA/fW40Fww4BlF8UGkEvD9mlDzVxVkRbgpQV2u494ZsWXQ7tY/ml2v5x/QP59+WIfWFhP9Y+syvX0ua2Y5PkvVnqtnW6bPZaZ4oKVpCWS76yVY1aMdXlgn8uhqQoVX1JyjPFK5UjXFQw1JGtWdKmUe0xuuFDJ6tY3HDjG4f/woqt+UHj+4BYcYGhkLeXa6J7TvNrrfvpF6m8+/aXvyMDXTIyENGsRvb5pJeA5ikqpjxAdrr3d5/r7R3C9EiOBpuEryiklcYtdX3NJbsBSkztm6ePCT2l9LgMFFKx+wcEc+JuCRRZJua61EAxPt2owBcVWE08S7tF5BhMiA4Y5AJUm92GpJaRNckgsr84cw/wkZF+RW/H0TZvoJyFTo7FbIM+OWaf/OY39ZCcjXWBpxNKRZtJ1nEy+jhJKo5W5PLlOzHN3zPPi8+Z48ECdxV6VocA4rWGsWZwzPQZHmxIhFWNrLlDVke2vO+OMDXsOHzr+TEDzmQH4mnXnoNV9fYaf96HezQcqOzZPvm/N8FG0s8AN97msGamzYZXC9yPKQZfP3yT44OfGEE6NkTI0A0XFM9w7tdqmFcXAuA9RBO9g6zO7Ssbe7L8pFCWIoqUsBnSWWtFcFizSmwK4bWWFpfundZrXkb6mLYyKbDBTCvKkNUkCbqs9RPLaYDpt6juk3zt4rrS17OzR2dlHk/k5aPtdi36QHmcSd4g0jiNxpcp4fOYLCHCk4jdfvsDe49Ncc0uJbmSufKtGJStXdrj7UdjzuGLD2lVM1qpvmt963ofuuvfR+GWXnvJMQPOZATiAkKfxxBNH45e++GWP7t97z8LCsavrH/lyj0NPVBk+x0GKkHqlx/RCly/cVuX47DCTw5KRkqLmm2r8wDWXLKcgCeb5IoMGcdAZy62Y/dMs5QDLKxv2J4ucO/27pZXxIrsVKYp1NbANqLWv2nqeLx6d6N6GHzuyqHvnvU+S8H2yp5mESP7dKcdP0Z1aa9tq57x56ZZHSO3QvO2QW0XckcJxTGMe11VEaeAmoTArx2JeceECdzywyFy3wSqtqZQcztnmMTI0xdd3rmXz9osWLnrO2Y+22sfj0Uu3PFOwfOYADlCplGnUZq8ZOfeM37rjjtn3e84NI9tWx6wYUYwPt5nvLPL+T5X5zLcnGB9yGa8o6oGiHJg2cF7SUN4ZVDusy745++kPMNCpNLViT5MJYlOTJfi3AJ1z38HIZMrLRcbP84hm8cqQ11Ra4GEZa67z7yeZ526na9tNfvJmQAO6uoblDz1P1HqyhCn7s2rgf9nP03OUB800UjrJsAMz3KAfKvqhUV+UEkipePG5M8y2j/EXn/Q4Ol9iYlax69GAdWvX8ju/fMn01pPPfsP9e+eu2b6++UxC8pkFeLNpSvj3H1r46Kp1V7qvfGnt3ScOfmt82+rH0XKGP/8/Lp+4YYyxWolVNcVQRVENBOXA5Ku4FohsOiBTapGARaGz1gJKpdqvaYZT8KUGteYlJH15POR8XCxDSYq9Tuw+Kba2LizrbZKfIM4sZ9JdNQW4thZGeumwihTEoPVOpUC93J5bB53uQ3rqLEucURzr3NhXlWI9Z3KuBzII04VeSC9IQO57Dt3QIYwcU4ShBT936TSue5j3fnySe/eXGBkZ4ZIXXHb8wudc8GaIPrpu1ZpnEo7AMwzwdFu/uk63s/CPl1x8oTz86J533n73rvEv7/T57M0jTNY9Jmsxw1VoVATVpAWc6yQV4ZlVtoIQMrfKRkIz+eVxbBwepTCc0epNnv4IKQUYzEeyflfrm5/c8hdlQiu8nzasscEtLaOahM0RefGXAYzOjjX7/uTKVWQOOV0q5H9TNNxLdzZ/XGDQ1qLL/rZwdRF5UpcWRDHEkamET3uVpP8i84/s40oGA3uuiWL3+zIrbFZa8IoLFuh1prn29iZDk+cdP/XU898yOxv/4/DwM2u57VPxQ9tax/6WXl//0ts/eOwvH3z4yMjhKZe6rxmqaoZqkmbNpVZxKAUSRwri2HQwCqM4C1Hbkpz5ATRxMrMljEyQwPS2W+bHzn7MYqRvCRYyidGeO5/MoXeSx47MpUlpelg7TtFfsKuJ0quQ1smcmcjMXO9HmjBURLHKLv0iEbrzSqH8uB1p/R+HPNHMIWmRl+ToOEsrfcyxaet0LBMsss6Vff6UhigWhKFpmxZGJKPbi/JrWkmltKAfQa+viWKTWlEuCeoVGK5HDNdDhhpdykGPfUckpdrq6dsfP/lNkZL/9Ke/+7M/NAz+wDr4U23v+PMvsGbbL927bqL++JUXzl/54O6FoOy6NKqSkYbL6LDH6JBkrAnDDU21JOiFgn6ocWSaz+LguxLfF/ieiZI6jqkVNFZcF7o3LZebYq9jm6unz3O1xHYebZ5tUZEM3KYHuZtEUVOdPh2y5ViR1nRxRgqiUNNPF2bSGiGlKzlt0Jnik48Ot4ozJEuisoX7zHfRecqBdR6Wcuu0bXPugxhpUhJF0OkLOj0ThTT7nbdAtr93saM5eiJkfiGk3VX0+mYqmpASxxEIHKbmIm7cvWHh5E3bfuusTf6//tyrXrusJ/BMbT8UimJvv/1zBxR1/Ym9D0xEl10w9M+33nOg5DhmatvKMRgbChlp9Blttjl0QvPAviYqEpQDietK0+DTFbiuiWoKCWEomEPS7kZEaSckMZD9l13SjelOuXpeyJs3Ecs1Z0NYs2Slwu8nLOeqOPE4s6ypFXWsLEeSGfNSGiuoTKg6DNP9zqVGR4J0NE5KS9DZ/1Q6qVMQZMNhs90rLOrcittqjqE1aWGExa8tZJvgi7H+rjD/vy8EvZ5moRUTRiZn25EC15X4rgQtkD6UAhj3+ty5p83jx30mGzBcjen0FOAxXIOpuR6ydFKvXG3+6vs/3/3Uikb7BwrD/0gAXDTexFe+8H/i87ePfGpk/FC8br34l9bU4dKqcdiypsPq8QXK5Xk+9k3BbbuahIsxa8ckQjr4nqDkJ1PekuaenpuEio9q9h5SxJEyl3FX57JdFkVM+oSonOsqS30xzEBnVj7TlxMAFcTGxKIWC46LeeluMhbRtTrtpvsSx5o4FhydiplfjImV3bLM9OfTjjTFBE5OL1LgmukIIpnVY5/gooOXFxznFhysxCyd0ibTkF5lQ6CMHplWSLmOpiQVgQf7jyieOBGbEkHXJNH5nkL5ZlSMacKqWTcR8cuTc9z8cMzHvz5Kw/NY24pQGsaGNKeevLa36ZRXLrygtuaWOGrHqyaHf9jw++EDHOBFP/Ua3v3Bj8XX7F3/6V/c4f5iWbj/NFbdVTk8s8BDR3rsO+5x9TdHGPF8Nq4AxzFUpOQLKiWd3GLKgaJWCRlpdDjejrh7f50Nw1ANNIEU4KQWVWQRRaUgyu6NYxeb/kPZJTmtaBHCLAZTLVPAUEFNGZyh6VpNR91CUljer7FWjvCDmJsecJiaFtTLAykIDiYF1cmWmwVwUZxnM6CtpwAtNBeVKuPhQNb8Mr0aRLHh2CrxVh1pLnkm/cEkxlXLEavH57jhQYeHDlUZq0K1DGXfNMLUOkIIF89ziCLo9l02rqxy6sYZRqtH2HcsYLFVYs+hCls2bm7jTv7S+vVrbgT/eKT9fw/o/fsAHODNr/tZrvncJ/VP/fS7Pjl34Nfc63eO/M3V16vmPfuGEdpjVQMmGppmVVIOXMqBsdzVkqZWiamVI2qVkOF6h+HGDO0+zLTrrKhA4EGQOKWOY7i6lDIBuAahEipjfthY5V1XRUI1TGjaCl9bcsHSyCUZRUlpiQ1sPwF34CkCP6IUxEyOtFDOIocXhjg+XWPlUEzZh8AT+G46Tk9b8qRGxKkqkyQ0OUszDnOtPm8Fkfdpz69QSgtEDHGkUdrMN+2HxooLzHH4bjotzxxPpRTRrHWpVCIOLZQIY5fRWBGWIFZxcv5iPFfQ9iWzCy6uU2N82OVnLplHa5OHctsjY3MH5od/8w9f9IVPfvrTJV75yh88x+RHDuAAL3v5q5k78Jf893885WNb167z3vCLs++99sYHRu/f1WKs7uK5knoyLrxWgVpFU69E1KoRjUqfeq3H2NACjx9v85Gvj6NxUDo2SoRMeyRKAs/wdylNU3XZj+n2NVGsjJevcu3ZkSlYUospUGn9oaag2ZkkKlGw3imQXIcM3L5nmpCW/JhSEFEr92nU2pQXF4miCjMdQbUkjcW2quIzwU2oZEFJpBKm7YNIJ5OJglQ3SE3SqdGuNUU6reuMYiPZ0YVuzziOadai55pjdRwIVOrQmsYRv3jFPDd9p8LeIyOAJFYqkQwNyM1iN6WGGp+5RZdj04KpziRO+bypX3lF9Y3bNpQ+prj83xXc/+4AB2iuexMAWh/+CLhuJFa8a6J20/jeQwtEoaRecWnWBI2KysFd7dOodhmqtfHcBb50u+TAkQor6mn6ZqK4uJLAN835A0+YGVVArw/tXsRCF1qdPKonZZqSC6kFlzLl6LaTOWC9l1CUnHt7ifX2PUXgx0kj0j6BbxqOChXSCjWLfYGXcO90jo0UlvYvSECdBLWSSig70GN2TWfWO40kZsW8rsJLpmwIkmGxUnN8VjIzD72+SaJNJwfrBOCRnzuhnZ7L+gmHF104zV99usrRVik5KcpEntIZbQJcx6NSEiy0+hyaGuUFL3z+8aGVF/yh1tFHRHPsu4HHjz/Ac8ysotftfPjySy4X9brzzof+7Zvj1aDLaBMmRiNKvqJSiqhX+ww3uow0FhlpzLP7YJdPf3MFgoCKqxNgg+ea2Yqm2FlQLmlT7+dpauWIam2emx8KmO8GVD1lWlG4mNGHLrmaITWuEgUaYH6/4nSGov6cVh5pA6q0R7obE/iRaSPtRgipQMf0laIdO1QikVQrpQ6pQMaGS8dJdwepNFILnCw9IS9myM9l0o3K2gffM8W/ple7aV1d8mNqvZgv3d7k4MEStbLGcwRBICnHDlqbgFvfN3klUSQJQwe0x6svW+DqG2bYfWCMMPKIlABi0Jo4NldIrSDwFFs2egyvvuj4aade8hat9YertaFnC2bPHsABglKZXQdaHxpaeWH08v8QvO+uu24ZXjNxlGqlj+e4BJ6iXulT8uc5PL3IR76mOTbjse94gPSFaQTk5OAulRyqZUGjmlCbsnGUxoc6bF4/za0PuXzxljFmSiWGy1BTKtFydUJX7GFIxahdHgwaDHTozGqm1MBzEutpjWyRMs5j7UrTU9CLBV5kSvPCOLXC5ioSKwNwR6dWXGdXlkIU0rqypPTETNdIrh5+SOCbK2C50mLnbZJr76lTijSTDUUlgGpZEUXmgM1AAxOPCCOTT9Ltu6wdj/n1lx7n8FSLL+4cYXa+gdeROFIRa2iHEf0YTt/R5NQzLp3ZtuO033ec1j8LMfpsQuzZBTjAyeuqdHrhR8cbZ08fnTq0eeWqsfd88+Y7vPO3aSLpMNrscNfeHh/41Aj3Plbirb9wlJdc2OZLtw7jSGO9A09SChyqZUm9ohmqRQw3+ow0uow2W1TLHUpByFv/U4uJZo/P3znGifkGkU6qv1PLLUE5aRidAf7NgP5tWe+M+xqAOQk1SAduSSc21jsNsuuYULmESa1iqMCNNbE0ljtNQ3AkyX0C7jQglEYgE3lwcLF5qXPrm1bWtUqb2Vab/3OT5IOfH2XvkRIVTzPbFUzUNGOhIk4cWtcVBL5Dry/pR2aGZjlQfOm2Mg8frPBHP9fnBWdN875PR9y3a5wVDUGo4cyNMRu3nR9u2xz9wZbtZz0qRPWLQgTPNryefYADlANPzU/fc82v/6fn+Xsefrx97lneB3fvvl+sGe3JQ1N9PvbNJvsOjXD+RodT12pWj05z954uWpcJPCj5hprUyppmNWak0WPlWItqZZarbzI9p//jcwNWj5b4o1+a56KzDvGr75XM9mp4QiRNiszVILaGk6abXSlT4N/CVizyx+k0OXs8uRQpZzWJHpEyA1MjpbOiXFdpIqVxlCgkk2U8PCsPI+MpqcqSTUiwLHjgh1RKHaRc5I8/XOZbd69gMa6zqtnnlc8/jsLh6utH6YQuWpsGm2kOSacnTaGKkBw6AR+7bpSZ2VHueABO3jDHz17S5viJRarlGts3eerMM87Xa9dt/+3qiq3/dPuDx/vPO2vk2YYV8CMCcIDGyJnEi/f1t26b/KgrutfHYfzqjeOP/tlHv3qc3Y822Toh2DTpsthqsnJsgZGGQncMuMsJNalXFM16n/HhDs36NJ+8WfGBz06wadSn6UrO3N5j3YTgstNnuPy0Kb58h8+CG5gi59iATamcBgxSlEHlJJUJpWNTlaQrq5N0YHUUUsQIofKUPq2JNIQKwhTkMUQOuAmo0/mRjk6nFatl6VO6f9lVyNG4Ce8OvD61Spfr7obr7hkhiutsH9Octdnjp88dZs3K40TRMa6+YQJ3wTFjaPzYDHsqu3R6puL9xJzL4eNlVtZc9h4M8FyXk9Y4XHl+iwcPbGbr5vH/Njy64ZNKrH585okT/Ssu3v5swynbfqCq+md6c2qnIeSWTntxbvfR+Ve/a/PmlX+yad0Z8QvPqqB9Y90EiuOzglg51MtQq5heLPUKNKoxw/Ue9do8n7xR8d6rJxgrlVk/6rPQLjM9V2JmoULJD/iZyxcJgg6dELpRkjUXm5RWlQFIW8GdYoDHLVhtld1nU52zSGbSc0/YrqFCacNd09HWsbaAHec0JXucDUzVuY5v52dbw3Zdy4J3wx4f/2aFxW6NsSqM1TTVksfjR4eYn1/Bm17Z49WXHmWmq5hpwWI7ptWJabUVi22H+ZaPlB4rhiLQGikj2t1Fbrl3lM0bz43H1mz6k19/2cnvevzg8d2XPWdN54qLtz3bMCpsPzIW3N5OPedVLDzx93Fl5e++7arj0+7s0a++6W8/dnfgxTG+3+cLO33mZ322bRI0qiZ5q16NaVRDhhsdjs60+evPjVDWFdaPakYaDiXfpGtGkUMcezz/7BbP27HIdXfV6QZOZklVATwiLyhOJUErwSrj4lnruOJUZ5nehLnPtkT/7mtBpHWWimrm5GjipFOs0kVwpzeVvJ9dYWwdPOH9jhNTq/S54V7BzXdWTYcp1yg0vb7mxKzDoWNV6pURfuflx9j54CInZhrUy5pyEFP2JeWSy5HpgHNO8rn83B5f/FZEu+vR0SP4Y8/p/ewrL/3L/9wcedtw8zO87/df9WzDZtntRxLgAPWVv878fIux+om3jo5eLn/hNVufc8/Or0m/3H3O8Rntrh9zWLvCY3zEoVFTNCoRjVqPWqXFR65zmW/VOXVCM1w3s4SqZRNZdByFwLQgU2GIiiO6sUsYp71BtEUB8hpExxF5SD65pRZcJglWhZHlg+AWFnHWJlegQFESa16w5Mo074lShUUqVCxRcZqvne9nPmsybccQ4bohrmsmNSgtCJWmH2naXcXcomZqzuPIVI0t6xb5DxfO8refrTHfFlQCReBFSQBKMtJoUi8dYWysEkVy9NbzL3yxqg5vuPWRY9Fb261FKtXasw2XJ91+ZAEO0GhU04dvueuOf+PSSzbWv7N78u+lf/Q1F502LUeHOsQKyr6gWg6plfv0og67DtZp+i4jdc1Q3WWoIWjWQobrPYbqXXw/QoWatRN9kCGh8ulZY6TzPG1jvR0pkyBOesvzTjKAZ9MUcsttRiaamTMiG4yTKimKSGtCBbFOE59SmVJnIDcjr/NOXo6j8GJD0bRKwvtJFqHxA4z19pwIpSMOHJd0IwjjmBOLHlUXGmXF7ELEdM1jeD6g3alx8topSkGf+W6ZeldRK2tKcYdHD4F0mrzs8lG1ZuOmqw/PDP/6HQ88svCLrz7r2YbHd7X9SAPc3s4+9+e4477HFjZsKf3Ob/78kUdmj9516p5Dx17x6CMHWXmqx0ijy1C9y517HHY+WGFdU9OsSYYbDmPNmFVjbXx/jqmFBXy/y0hN89LndvjIN3qEUYWeJxMrrgulWSa/xUQ8fVfj++ZK4Lo6aUqkkwikFVHMeHgK8kQmzEprFOgIrXwzfCmjIcVcE6UhUhoikyBjckYUoSuJYk2clrRB9j9dR+G6MZ4XoVTMF26ucWLRoVZbZHRYshiXOTjtUC5F1CsOMw2X4zNlLjxZsW1jj/t2lSl5UC8rtq/vsWb9OnrRys82Js6+/2XnTfxVp91dqDSeuaLgH/b2YwNwgHNP2whw4oZ7DvzxxI5XrNfVPawae+QVfngvmhPsO1zm2HSFsCtoroShmsvoEKxf2aZcnuZDX9E8uG+IN7xygcvPdtmyqs/p69vcs69Oxw/oxSIDuekbIpI0ADMHtBSYrMaSlzZrT0mHQW5qxR2pcGWccGEzu0am/SC0Bh2DitAioq88erGg5CQW3HIc0cbJjGKFEye528KAOPBlJhkKK8jjujGeazTwXQcEjxyqgaxy/vYWb3jVDPft8/jItaPsPxZQr0SMzHvMt3y2+A6rmzA7FrLQ7tJojHPa6Rdw/rkbP7tq3do3oLv7hXzmayZ/2NuPFcDT7flnrqO7OLP/nPWn/v4jeysfjeP1r995/z3PXzhygEgdolISDFUlY0OSDZM9yqUZ/uFawbW3jbCiFnDg8DBPrJtmzfhxXnh2m3t2h3RKHguRoBqbjEOVFHM60hRclHxFtRTTqIRUSoaftjoevb4Bre8aJ1IKnY/Ac0M81+SgUI7RvoQ+0I3A74MwzXLajkdF6SQ3W2XBJNeBfgitnllAJd/4B56rKAdJ2i+JPOga3lzy+wSeGcL7jbs89h+rMtkM2DDs0/SrvPyCGVw5xb9+ZYwDRyXDDcXsosdix8fRMVecXeO8c09mfMXZNww1Gn/lVrfc+8TRcP+qyR9OzeQPe/uxBDhAqTYM8Eg31I+4Dvdf9x218oUvPPfv7t99z5YVQ7uc4Zpg7URMsz7LP3895su3DbNpNOC0jT5l36fbW6QdOtz7WAVQEC0yR5mK41ArxWZECCTpt5pyyYT/R5pdRpuLaNHnjgdW0en51MsxgW9A6EgDbt8LKQVdPK/LXEfx5c9VePigy0+/sM327X2+fHuFmbZCaUlXOnQcQS0x3440KcDVskM3VDx4pEOky0zWDB0KfEU/VElXVrOoPFdRLvepVlr4XhvQnLJBMT4cI0JNr+Nwy31Nztjq89LzjqHFFFd/fZz9RwQrRx1m5ke4/OJz4vWrz3jk3JNm/3N57KIngN3Ltpv7Mdp+bAGebiVPAOzW4fTuOI5e1Arl6ve/7blX73nw5sZkc3f13gMt7tzdYHUzYMd6j9UrJKPNLr7f5fr7fb798Aq2rY9546ufYO9xj49+ZSXtnoNKMg5dJwFbKaZZ67FybJa7Hunwb9eNsKIiWD8p8BxBVYnEksYEfp9quc18p8ef/l2dmx8o8fgBh5NX9XnP26Z53cqYAwda3PKAz5/8c8T0oqDtVOglRb1SQuBLRpoe61cpXnbpcT7yzTZ3PzyK52hKgaIWKiKT64QjoRxESNnmg58THDze5HdfqTlzc8z5J3W44e4G0wtw6HiEI8v47ijnbT7GfY9M02mtozayubVux4Xz9cXeVUFl06HjPWf/+h9zYKfbjz3A0014I2it9p971vjjUzPtU05aF1042zrrf3/rmkeiRm3fyCkTc/WT1se4jmZsaJE79/R4z8fH2DDkc+XZgjM3TPC8045ywz0LTB8fIk5yol1HEPiGe68YafPggTZv/5cRdKdOZSN0epowNkXQjtQJTejwuZs1H79+jK/fPkxHO9AJCcUsfiwZLjlU1npsWaNYNTrFx64P+cKtq2j7PnFSJOm5plyvUXHYsa7C23/hKG/5sMOBx4dplhW9UBFFyjSml5py0OfxE30++vVxhoI6194keMF5bd78miPMd+c5fKDBSD2k1dG4boUXX7x54d1vWDt9eOE8d7FT/bXRFRtum1hdndMaJeVPBrjhJwjgAMKUjyvd3zfD8MRXWo/PbXvnGz/eu/v+D/yXcPaWX3jgod1h4EYndfVsaffBiOmpEpecDPWKx/4jTc6odXnVJS3+92caxLFEClPsXPIVjVqfwF/kK3d4TE3X2DpmuHlaHOw4Gs+NaNS63Ls34o8/tIKDUyMEFZcasEiMdjsQebRbZWYXyiDgBWd1OXXTPAdPlPjOngnGyqLQL6UXCmYWymxYVebF583xvsdqzHVcRkKd+ApmOoIm5FM3lCCqsHG1YHbe45GDNZ53esDWyTl6vVGaw7XuyongIX94i7d667kfbTjP/4ue943A667o7npsQZ2+/UdXz/5+t58ogKeb8DeA6Y3T3rP3cYR037PQct5z7pmnOLVa7YO7Dy5ua448+rzTN885I0MRQSli76GYlaNl6qU+AmWqaVIHM1CMNjvsOtjnujtHqXkOjTL4XtKRK8n/LgUhjuzwmVurTHeGWTPi0gwUGsFh7YBbotcvMzPf5Oh0Fa0F8+Uezdosr3jOAnftabLYL9GPBFFsOrD2+5KFlke3V+XKs9tc++0FDh8aYeWwIowMD9dJq4n5TsB4TbJqtEeoNO1OwPH51Zx3ykh85aUn3TQ1N7y72118XRhGsXTLTPdv1Zs3bmg/27/XD3P7iQS4vW3dtBbyJJBoZm7u1y/eEAyffNLUO/rhdf4Th/fH033OjkL3nG54mMPHp1FxhJQyc96q5QghOnz2lhJT81U2jZjJFaY8zkywqJRDmrUed+/VXHf3MGMll01jinpFIgV4UuC7Pu1ug4NHh9l/pIwQ0KyFrJsUXHrGFGdvneehx8qMVmC4b6YemJEfDlOzZdZMVnj5RYt84Oo6i12XMGl+1Auh29U0yx3GhwNecukoSvfvbLXcuzriZOfKK17YbzZH/2sY9mZqdZPl91u/8mz/Mv8+2088wAe34WYTYAb4TYC/+uh1xEo8f7Khrly94cRVkwsL21/1Ijj2+CN4vulx3Sgv8tDjHe5+eIjRksNQRRP4CYVxoFHpM1RfpBz0ufXBKgvzJbaMwMaVHusmzSiXdVM9+mi+s6dG3Pc4fMKU1a1f6eA6inUr21x4UsxdD2um2pqhDkxEJhGr25PMtQKai03O2DDFmvE5npius3ZcUiqV0SKgNnoSP//ymAcfm3x4+8nVqzesCb8axeKG0vDLnu1T/qxu/9cBfHB7/S+8AOCGubkTNwA3XtaIN/daM+qj/3ZUbV4/vvGsU8b+sOE9RG92FVtXdpkPFk3QRruUAkEYapAdbviOZONkA0dGjFYEkyMOp26RVOsd9h3RrF2pmRyO+MS36kwMhTTrbQ484bLQrjJULVGvVen2Y87drFm3KuTQYZO+utiJqZZCvPmYuXmfxtAGLj53lMcPBVx0wQaapbl3CTX92Ojqy+W28arccWrpUQRfcRvPTg3kj9r2fz3A061pimK/kj7vto7iusHQ7MyRWxen+6wqdcJffe2q3wsjfcV8SxF4ioUTt/HQ3hDfd5hdrPPAYxUeOzhDyYlo1jzCuMW13+7jioBT1kfI4YjFjmLVSMz68R6bV85z+/19Dh9vsGJUcur6mKHAx/UEs7OaVRMu050aZ557LvWqYLEjiJT42sb+ifeNND3v9NNPY92alTd0e/3ZyVUrnu1T+CO5/f8Af5KtVJ0AmAU+D7A4d4T1m8RD3X400epoJenz4D33EO5R+J7DaENydEqFF5596dsvOW/2p/o9NyyVQ3ZoydZVAs+NWDna58KzK6waVQSOYNPqEALw3TJH+o532imlLxw/sfPt7X7g+W5MveowF1VYt3EH1YpLp6tlqLyj6zby2Kb1k8/2Kfqx2H5yBM8fge3OnTcDckKqvc2DR6QWnubYtMvWVRGtnmJFM+SWXSVWDCk6XZdNKxVHZyMEPlOdkjhr2+o5pfTRCy4479k+lJ+Y7f8DL9c0rbJtbQYAAAAldEVYdGRhdGU6Y3JlYXRlADIwMjAtMTEtMDdUMTY6NDQ6MzArMDA6MDBJt88pAAAAJXRFWHRkYXRlOm1vZGlmeQAyMDIwLTExLTA3VDE2OjQ0OjMwKzAwOjAwOOp3lQAAADl0RVh0U29mdHdhcmUAbWF0cGxvdGxpYiB2ZXJzaW9uIDIuMi41LCBodHRwOi8vbWF0cGxvdGxpYi5vcmcvSM8oowAAAABJRU5ErkJggg==', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 82232000
    {'hecke_orbit_code': 4503737166987282, 'n': 1, 'trace_an': 6}
  • id: 82232001
    {'hecke_orbit_code': 4503737166987282, 'n': 2, 'trace_an': -12}
  • id: 82232002
    {'hecke_orbit_code': 4503737166987282, 'n': 3, 'trace_an': 9}
  • id: 82232003
    {'hecke_orbit_code': 4503737166987282, 'n': 4, 'trace_an': -48}
  • id: 82232004
    {'hecke_orbit_code': 4503737166987282, 'n': 5, 'trace_an': -54}
  • id: 82232005
    {'hecke_orbit_code': 4503737166987282, 'n': 6, 'trace_an': -12}
  • id: 82232006
    {'hecke_orbit_code': 4503737166987282, 'n': 7, 'trace_an': -132}
  • id: 82232007
    {'hecke_orbit_code': 4503737166987282, 'n': 8, 'trace_an': 384}
  • id: 82232008
    {'hecke_orbit_code': 4503737166987282, 'n': 9, 'trace_an': -177}
  • id: 82232009
    {'hecke_orbit_code': 4503737166987282, 'n': 10, 'trace_an': 432}
  • id: 82232010
    {'hecke_orbit_code': 4503737166987282, 'n': 11, 'trace_an': -315}
  • id: 82232011
    {'hecke_orbit_code': 4503737166987282, 'n': 12, 'trace_an': -96}
  • id: 82232012
    {'hecke_orbit_code': 4503737166987282, 'n': 13, 'trace_an': -744}
  • id: 82232013
    {'hecke_orbit_code': 4503737166987282, 'n': 14, 'trace_an': -528}
  • id: 82232014
    {'hecke_orbit_code': 4503737166987282, 'n': 15, 'trace_an': 2286}
  • id: 82232015
    {'hecke_orbit_code': 4503737166987282, 'n': 16, 'trace_an': -768}
  • id: 82232016
    {'hecke_orbit_code': 4503737166987282, 'n': 17, 'trace_an': 2898}
  • id: 82232017
    {'hecke_orbit_code': 4503737166987282, 'n': 18, 'trace_an': 1056}
  • id: 82232018
    {'hecke_orbit_code': 4503737166987282, 'n': 19, 'trace_an': 2262}
  • id: 82232019
    {'hecke_orbit_code': 4503737166987282, 'n': 20, 'trace_an': -864}
  • id: 82232020
    {'hecke_orbit_code': 4503737166987282, 'n': 21, 'trace_an': -11076}
  • id: 82232021
    {'hecke_orbit_code': 4503737166987282, 'n': 22, 'trace_an': -1260}
  • id: 82232022
    {'hecke_orbit_code': 4503737166987282, 'n': 23, 'trace_an': -3168}
  • id: 82232023
    {'hecke_orbit_code': 4503737166987282, 'n': 24, 'trace_an': 576}
  • id: 82232024
    {'hecke_orbit_code': 4503737166987282, 'n': 25, 'trace_an': -2883}
  • id: 82232025
    {'hecke_orbit_code': 4503737166987282, 'n': 26, 'trace_an': 5952}
  • id: 82232026
    {'hecke_orbit_code': 4503737166987282, 'n': 27, 'trace_an': 18144}
  • id: 82232027
    {'hecke_orbit_code': 4503737166987282, 'n': 28, 'trace_an': 4224}
  • id: 82232028
    {'hecke_orbit_code': 4503737166987282, 'n': 29, 'trace_an': -5148}
  • id: 82232029
    {'hecke_orbit_code': 4503737166987282, 'n': 30, 'trace_an': -14400}
  • id: 82232030
    {'hecke_orbit_code': 4503737166987282, 'n': 31, 'trace_an': -8610}
  • id: 82232031
    {'hecke_orbit_code': 4503737166987282, 'n': 32, 'trace_an': -3072}
  • id: 82232032
    {'hecke_orbit_code': 4503737166987282, 'n': 33, 'trace_an': 17469}
  • id: 82232033
    {'hecke_orbit_code': 4503737166987282, 'n': 34, 'trace_an': -5796}
  • id: 82232034
    {'hecke_orbit_code': 4503737166987282, 'n': 35, 'trace_an': 2700}
  • id: 82232035
    {'hecke_orbit_code': 4503737166987282, 'n': 36, 'trace_an': -1392}
  • id: 82232036
    {'hecke_orbit_code': 4503737166987282, 'n': 37, 'trace_an': 39936}
  • id: 82232037
    {'hecke_orbit_code': 4503737166987282, 'n': 38, 'trace_an': -4524}
  • id: 82232038
    {'hecke_orbit_code': 4503737166987282, 'n': 39, 'trace_an': -49026}
  • id: 82232039
    {'hecke_orbit_code': 4503737166987282, 'n': 40, 'trace_an': -3456}
  • id: 82232040
    {'hecke_orbit_code': 4503737166987282, 'n': 41, 'trace_an': 5049}
  • id: 82232041
    {'hecke_orbit_code': 4503737166987282, 'n': 42, 'trace_an': 41352}
  • id: 82232042
    {'hecke_orbit_code': 4503737166987282, 'n': 43, 'trace_an': -31389}
  • id: 82232043
    {'hecke_orbit_code': 4503737166987282, 'n': 44, 'trace_an': 10080}
  • id: 82232044
    {'hecke_orbit_code': 4503737166987282, 'n': 45, 'trace_an': 2538}
  • id: 82232045
    {'hecke_orbit_code': 4503737166987282, 'n': 46, 'trace_an': 25344}
  • id: 82232046
    {'hecke_orbit_code': 4503737166987282, 'n': 47, 'trace_an': 12924}
  • id: 82232047
    {'hecke_orbit_code': 4503737166987282, 'n': 48, 'trace_an': -768}
  • id: 82232048
    {'hecke_orbit_code': 4503737166987282, 'n': 49, 'trace_an': -52857}
  • id: 82232049
    {'hecke_orbit_code': 4503737166987282, 'n': 50, 'trace_an': -11532}
  • id: 82232050
    {'hecke_orbit_code': 4503737166987282, 'n': 51, 'trace_an': 36837}
  • id: 82232051
    {'hecke_orbit_code': 4503737166987282, 'n': 52, 'trace_an': -11904}
  • id: 82232052
    {'hecke_orbit_code': 4503737166987282, 'n': 53, 'trace_an': -96048}
  • id: 82232053
    {'hecke_orbit_code': 4503737166987282, 'n': 54, 'trace_an': -71892}
  • id: 82232054
    {'hecke_orbit_code': 4503737166987282, 'n': 55, 'trace_an': 126252}
  • id: 82232055
    {'hecke_orbit_code': 4503737166987282, 'n': 56, 'trace_an': -8448}
  • id: 82232056
    {'hecke_orbit_code': 4503737166987282, 'n': 57, 'trace_an': -17469}
  • id: 82232057
    {'hecke_orbit_code': 4503737166987282, 'n': 58, 'trace_an': -20592}
  • id: 82232058
    {'hecke_orbit_code': 4503737166987282, 'n': 59, 'trace_an': 62955}
  • id: 82232059
    {'hecke_orbit_code': 4503737166987282, 'n': 60, 'trace_an': 21024}
  • id: 82232060
    {'hecke_orbit_code': 4503737166987282, 'n': 61, 'trace_an': -75966}
  • id: 82232061
    {'hecke_orbit_code': 4503737166987282, 'n': 62, 'trace_an': 68880}
  • id: 82232062
    {'hecke_orbit_code': 4503737166987282, 'n': 63, 'trace_an': 49578}
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  • id: 82232158
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  • id: 82232160
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  • id: 82232164
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  • id: 82232167
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  • id: 82232168
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  • id: 82232251
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  • id: 82232252
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  • id: 82232345
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  • id: 82232347
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  • id: 82232439
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  • id: 82232442
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  • id: 82232443
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  • id: 82232444
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  • id: 82232445
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  • id: 82232446
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  • id: 82232447
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  • id: 82232448
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  • id: 82232449
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  • id: 82232451
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  • id: 82232452
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  • id: 82232453
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  • id: 82232454
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  • id: 82232455
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  • id: 82232456
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  • id: 82232457
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  • id: 82232458
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  • id: 82232459
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  • id: 82232460
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  • id: 82232461
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  • id: 82232462
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  • id: 82232463
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  • id: 82232464
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  • id: 82232466
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  • id: 82232467
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  • id: 82232469
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  • id: 82232470
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  • id: 82232471
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  • id: 82232472
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  • id: 82232473
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  • id: 82232474
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  • id: 82232475
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  • id: 82232476
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  • id: 82232477
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  • id: 82232478
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  • id: 82232479
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  • id: 82232480
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  • id: 82232481
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  • id: 82232482
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  • id: 82232483
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  • id: 82232484
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  • id: 82232485
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  • id: 82232486
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  • id: 82232487
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  • id: 82232488
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  • id: 82232489
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  • id: 82232490
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  • id: 82232491
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  • id: 82232492
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  • id: 82232493
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  • id: 82232494
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  • id: 82232495
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  • id: 82232496
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  • id: 82232497
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  • id: 82232498
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  • id: 82232499
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  • id: 82232500
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  • id: 82232501
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  • id: 82232502
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  • id: 82232503
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  • id: 82232504
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  • id: 82232505
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  • id: 82232506
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  • id: 82232507
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  • id: 82232508
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  • id: 82232509
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  • id: 82232510
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  • id: 82232511
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  • id: 82232512
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  • id: 82232513
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  • id: 82232514
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  • id: 82232515
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  • id: 82232516
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  • id: 82232517
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  • id: 82232518
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  • id: 82232519
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  • id: 82232520
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  • id: 82232521
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  • id: 82232522
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  • id: 82232523
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  • id: 82232524
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  • id: 82232525
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  • id: 82232526
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  • id: 82232527
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  • id: 82232528
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  • id: 82232529
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  • id: 82232530
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  • id: 82232531
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  • id: 82232532
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  • id: 82232533
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  • id: 82232534
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  • id: 82232535
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  • id: 82232536
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  • id: 82232537
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  • id: 82232538
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  • id: 82232539
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  • id: 82232540
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  • id: 82232541
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  • id: 82232542
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  • id: 82232543
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  • id: 82232544
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  • id: 82232545
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  • id: 82232546
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  • id: 82232547
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  • id: 82232548
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  • id: 82232549
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  • id: 82232550
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  • id: 82232551
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  • id: 82232552
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  • id: 82232553
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  • id: 82232554
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  • id: 82232555
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  • id: 82232556
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  • id: 82232557
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  • id: 82232558
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  • id: 82232559
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  • id: 82232561
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  • id: 82232563
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  • id: 82232564
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  • id: 82232569
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  • id: 82232612
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  • id: 82232614
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  • id: 82232615
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  • id: 82232616
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  • id: 82232619
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  • id: 82232620
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  • id: 82232621
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  • id: 82232623
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  • id: 82232624
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  • id: 82232625
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  • id: 82232988
    {'hecke_orbit_code': 4503737166987282, 'n': 989, 'trace_an': 20357496}
  • id: 82232989
    {'hecke_orbit_code': 4503737166987282, 'n': 990, 'trace_an': 10207944}
  • id: 82232990
    {'hecke_orbit_code': 4503737166987282, 'n': 991, 'trace_an': -37019904}
  • id: 82232991
    {'hecke_orbit_code': 4503737166987282, 'n': 992, 'trace_an': -8816640}
  • id: 82232992
    {'hecke_orbit_code': 4503737166987282, 'n': 993, 'trace_an': 35866938}
  • id: 82232993
    {'hecke_orbit_code': 4503737166987282, 'n': 994, 'trace_an': 60642720}
  • id: 82232994
    {'hecke_orbit_code': 4503737166987282, 'n': 995, 'trace_an': -63887616}
  • id: 82232995
    {'hecke_orbit_code': 4503737166987282, 'n': 996, 'trace_an': -29063232}
  • id: 82232996
    {'hecke_orbit_code': 4503737166987282, 'n': 997, 'trace_an': 57239526}
  • id: 82232997
    {'hecke_orbit_code': 4503737166987282, 'n': 998, 'trace_an': -45239064}
  • id: 82232998
    {'hecke_orbit_code': 4503737166987282, 'n': 999, 'trace_an': 114076944}
  • id: 82232999
    {'hecke_orbit_code': 4503737166987282, 'n': 1000, 'trace_an': -9047808}