Embedded newform data - 1575.4.a.s.1.2

Formats: - HTML - YAML - JSON - 2025-03-26T21:29:44.228902

• mf_newforms •

  Column	Type
  Nk2	integer
  analytic_conductor	double precision
  analytic_rank	smallint
  analytic_rank_proved	boolean
  artin_degree	integer
  artin_field	numeric[]
  artin_field_label	text
  artin_image	text
  atkin_lehner_eigenvals	integer[]
  atkin_lehner_string	text
  char_conductor	integer
  char_degree	integer
  char_is_minimal	boolean
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  cm_discs	integer[]
  conrey_index	integer
  dim	integer
  embedded_related_objects	text[]
  field_disc	numeric
  field_disc_factorization	numeric[]
  field_poly	numeric[]
  field_poly_is_cyclotomic	boolean
  field_poly_is_real_cyclotomic	boolean
  field_poly_root_of_unity	integer
  fricke_eigenval	smallint
  has_non_self_twist	smallint
  hecke_cutters	jsonb
  hecke_orbit	integer
  hecke_orbit_code	bigint
  hecke_ring_generator_nbound	integer
  hecke_ring_index	numeric
  hecke_ring_index_factorization	numeric[]
  hecke_ring_index_proved	boolean
  inner_twist_count	integer
  inner_twists	integer[]
  is_cm	boolean
  is_largest	boolean
  is_maximal	boolean
  is_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  minimal_twist	text
  nf_label	text
  prim_orbit_index	smallint
  projective_field	numeric[]
  projective_field_label	text
  projective_image	text
  projective_image_type	text
  qexp_display	text
  related_objects	text[]
  relative_dim	integer
  rm_discs	integer[]
  sato_tate_group	text
  self_twist_discs	integer[]
  self_twist_type	smallint
  space_label	text
  trace_display	numeric[]
  trace_hash	bigint
  trace_moments	numeric[]
  trace_zratio	numeric
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'Nk2': 25200, 'analytic_conductor': 92.92800825904146, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [5, 1], [7, -1]], 'atkin_lehner_string': '-+-', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [1575, 1, [1226, 127, 451], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 41, 'field_disc_factorization': [[41, 1]], 'field_poly': [-10, -1, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [-10, 1, 1]], [11, [-241, -56, 1]], [13, [20, -52, 1]]], 'hecke_orbit': 19, 'hecke_orbit_code': 81064793359779367, 'hecke_ring_generator_nbound': 2, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '1575.4.a.s', 'level': 1575, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5, 7], 'level_radical': 105, 'minimal_twist': '175.4.a.d', 'nf_label': '2.2.41.1', 'prim_orbit_index': 1, 'qexp_display': 'q-\\beta q^{2}+(2+\\beta )q^{4}+7q^{7}+(-10+5\\beta )q^{8}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '1575.4.a', 'trace_display': [-1, 0, 0, 14], 'trace_hash': 1374413412128234100, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.889', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '8.998', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '61.016', 'prec': 20}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.002', 'prec': 17}, 'traces': [2, -1, 0, 5, 0, 0, 14, -15, 0, 0, 56, 0, 52, -7, 0, -135, 103, 0, -57, 0, 0, -233, 31, 0, 0, 138, 0, 35, 413, 0, -162, 249, 0, 51, 0, 0, 75, -115, 0, 0, 505, 0, -73, 345, 0, -118, -224, 0, 98, 0, 0, -34, 262, 0, 0, -105, 0, -760, -190, 0, 990, -1272, 0, 361, 0, 0, 908, 155, 0, 0, -127, 0, -337, -1206, 0, 1, 392, 0, -1119, 0, 0, -1503, 1517, 0, 0, -1542, 0, 605, 1713, 0, 364, 180, 0, 2326, 0, 0, 1764, -49, 0, 0, 1312, 0, -1918, -1210, 0, 1632, -193, 0, -253, 0, 0, -945, 1130, 0, 0, 1586, 0, 4400, 721, 0, 956, -1602, 0, 948, 0, 0, -2401, 185, 0, 0, 964, 0, -399, 2949, 0, -1285, -2057, 0, 3521, 0, 0, -6148, -184, 0, 0, 5683, 0, 1356, 3769, 0, -999, 1145, 0, -1631, 0, 0, -2616, 1400, 0, 0, 217, 0, 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0, -462097, -14049, 0, 208776, -332628, 0, 61732, 0, 0, -128613, 115217, 0, 0, 154608, 0, -75460, 117951, 0, -31819, 131576, 0, 104976, 0, 0, 326920, 183815, 0, 0, 249028, 0, -10396, -94740, 0, 481312, -494590, 0, 48510, 0, 0, -148545, -421477, 0, 0, -30499, 0, -107815, -314578, 0], 'weight': 4, 'weight_parity': 1}
• mf_hecke_cc •

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

  
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-0.345055386288352, -0.254314487001353, -0.37223694800527257, -0.34682114568287065, -0.3011301932279182, -0.3996375866210365, -0.1806444244023011, -0.3321163873192317, -0.1456631188278263, -0.3300953946627976, -0.40320936515447325, -0.16552767055528525, -0.21617950600492755, -0.2946258837075802, -0.12941476851836783, -0.15300109468602716, -0.27814603634744894, -0.15512890642251048, -0.14994897248589562, -0.14898150374557964, -0.22522518003130987, -0.14092754223792459, -0.13149335294178166, -0.1172163484273365, -0.2797305620933773, -0.2394278701591102, -0.3109379311986891, -0.30345631548323154, -0.2806606890595484, -0.38743788339654606, -0.35939864002480126, -0.26422900186103054, -0.25781137608119997, -0.33799186386432833], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 2, 'dual_embedding_m': 2, 'embedding_index': 2, 'embedding_m': 2, 'embedding_root_imag': 0.0, 'embedding_root_real': -2.7015621187164243, 'hecke_orbit': 19, 'hecke_orbit_code': 81064793359779367, 'label': '1575.4.a.s.1.2', 'level': 1575, 'weight': 4}
• mf_newspaces •

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

  
  {'ALdims': [16, 10, 14, 18, 19, 22, 23, 21], 'Nk2': 25200, 'analytic_conductor': 92.92800825904146, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [1575, 1, [1226, 127, 451], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 696, 'dim': 143, 'eis_dim': 48, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 11, 13], 'hecke_orbit_code': 67110439, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 4, 4, 4, 4, 4, 4, 4, 4, 5, 5, 5, 5, 8, 8, 10, 10], 'label': '1575.4.a', 'level': 1575, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5, 7], 'level_radical': 105, 'mf_dim': 744, 'mf_new_dim': 143, 'num_forms': 47, 'plus_dim': 79, 'prim_orbit_index': 1, 'relative_dim': 143, 'sturm_bound': 960, 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166550, 0, 15778, 286488, 0, 34016, 188104, 0, -69938, 0, 0, -73562, -17952, 0, 0, -144894, 0, -91922, -122448, 0, -55176, -457688, 0, 120981, 0, 0, 27362, -87946, 0, 0, -67578, 0, -43376, -417268, 0, -338488, -3436, 0, 91960, 0, 0, -123310, 166584, 0, 0, -36872, 0, 133040, 33378, 0, 42038, 115850, 0, -38834, 0, 0, 168336, 104138, 0, 0, 71194, 0, 93720, 176028, 0, -75866, -160216, 0, 231832, 0, 0, 304252, -4214, 0, 0, 113328, 0, 105074, 16404, 0, 292153, 165046, 0, -269568, 0, 0, -10563, 111726, 0, 0, -63876, 0, -172368, -26180, 0, 91684, 98634, 0, -210618, 0, 0, 125336, 6628, 0, 0, -240398, 0, 25844, 178800, 0, 32952, 400878, 0, 212132, 0, 0, -123226, 60888, 0, 0, 107102, 0, -33692, 107360, 0, -74060, -263908, 0, 42784, 0, 0, -340376, -98256, 0, 0, 67095, 0, 242438, -143992, 0, -4756, -49984, 0, -443694, 0, 0, 33884, 317246, 0, 0, 148200, 0, 47616, -115048, 0, -295336, 64582, 0, 139724, 0, 0, 347548, -14888, 0, 0, -168936, 0, 67506, 252034, 0, -5390, -265166, 0, 24694, 0, 0, -173874, -104580, 0, 0, 13284, 0, -206032, -132106, 0, -578502, 36260, 0, 7928, 0, 0, -112630, 34478, 0, 0, -144264, 0, -374620, -6930, 0, 137663, 117624, 0, -690270, 0, 0, -50184, -62129, 0, 0, 81190, 0, -28266, -207522, 0, 581448, 229070, 0, 195492, 0, 0, -73204, 19052, 0, 0, -206044, 0, -56496, 56928, 0, 376420, -803868, 0, 131166, 0, 0, -88348, -239608, 0, 0], 'weight': 4, '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: 48220299
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 81064793359779367, 'source_is_minimal': False, 'source_label': '1575.4.a.s.1.2', 'source_level': 1575, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 81064793359779367, 'target_is_minimal': False, 'target_label': '1575.4.a.s.1.2', 'target_level': 1575, 'twist_class_label': '175.4.a.d.1.2', 'twist_class_level': 175, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 4}
  • id: 48220300
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 81064793359779367, 'source_is_minimal': False, 'source_label': '1575.4.a.s.1.2', 'source_level': 1575, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014398576591023, 'target_is_minimal': True, 'target_label': '175.4.a.e.1.1', 'target_level': 175, 'twist_class_label': '175.4.a.d.1.2', 'twist_class_level': 175, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 4}
  • id: 48220301
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 81064793359779367, 'source_is_minimal': False, 'source_label': '1575.4.a.s.1.2', 'source_level': 1575, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 94575592241890855, 'target_is_minimal': False, 'target_label': '1575.4.a.v.1.1', 'target_level': 1575, 'twist_class_label': '175.4.a.d.1.2', 'twist_class_level': 175, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 4}
  • id: 48220302
    {'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 81064793359779367, 'source_is_minimal': False, 'source_label': '1575.4.a.s.1.2', 'source_level': 1575, 'target_conrey_index': 99, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 13510867668697263, 'target_is_minimal': False, 'target_label': '175.4.b.d.99.2', 'target_level': 175, 'twist_class_label': '175.4.a.d.1.2', 'twist_class_level': 175, 'twisting_char_label': '15.2', 'twisting_conrey_index': 2, 'weight': 4}
  • id: 48220303
    {'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 81064793359779367, 'source_is_minimal': False, 'source_label': '1575.4.a.s.1.2', 'source_level': 1575, 'target_conrey_index': 99, 'target_dim': 4, 'target_embedding_index': 3, 'target_hecke_orbit_code': 13510867668697263, 'target_is_minimal': False, 'target_label': '175.4.b.d.99.3', 'target_level': 175, 'twist_class_label': '175.4.a.d.1.2', 'twist_class_level': 175, 'twisting_char_label': '15.8', 'twisting_conrey_index': 8, 'weight': 4}
  • id: 48220304
    {'conductor': 15, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 81064793359779367, 'source_is_minimal': False, 'source_label': '1575.4.a.s.1.2', 'source_level': 1575, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 13510798949220527, 'target_is_minimal': True, 'target_label': '175.4.a.d.1.2', 'target_level': 175, 'twist_class_label': '175.4.a.d.1.2', 'twist_class_level': 175, 'twisting_char_label': '15.14', 'twisting_conrey_index': 14, 'weight': 4}
  • id: 48220305
    {'conductor': 21, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 81064793359779367, 'source_is_minimal': False, 'source_label': '1575.4.a.s.1.2', 'source_level': 1575, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 85568392987149513, 'target_is_minimal': False, 'target_label': '1225.4.a.t.1.1', 'target_level': 1225, 'twist_class_label': '175.4.a.d.1.2', 'twist_class_level': 175, 'twisting_char_label': '21.20', 'twisting_conrey_index': 20, 'weight': 4}
  • id: 48220306
    {'conductor': 105, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 81064793359779367, 'source_is_minimal': False, 'source_label': '1575.4.a.s.1.2', 'source_level': 1575, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 76561193732408521, 'target_is_minimal': False, 'target_label': '1225.4.a.r.1.2', 'target_level': 1225, 'twist_class_label': '175.4.a.d.1.2', 'twist_class_level': 175, 'twisting_char_label': '105.104', 'twisting_conrey_index': 104, 'weight': 4}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 2050525
    {'charpoly_factorization': [[[-10, 1, 1], 1]], 'hecke_orbit_code': 81064793359779367, 'p': 2}
  • id: 2050526
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 81064793359779367, 'p': 3}
  • id: 2050527
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 81064793359779367, 'p': 5}
  • id: 2050528
    {'charpoly_factorization': [[[-7, 1], 2]], 'hecke_orbit_code': 81064793359779367, 'p': 7}
  • id: 2050529
    {'charpoly_factorization': [[[-241, -56, 1], 1]], 'hecke_orbit_code': 81064793359779367, 'p': 11}
  • id: 2050530
    {'charpoly_factorization': [[[20, -52, 1], 1]], 'hecke_orbit_code': 81064793359779367, 'p': 13}
  • id: 2050531
    {'charpoly_factorization': [[[2396, -103, 1], 1]], 'hecke_orbit_code': 81064793359779367, 'p': 17}
  • id: 2050532
    {'charpoly_factorization': [[[310, 57, 1], 1]], 'hecke_orbit_code': 81064793359779367, 'p': 19}
  • id: 2050533
    {'charpoly_factorization': [[[-16, -31, 1], 1]], 'hecke_orbit_code': 81064793359779367, 'p': 23}
  • id: 2050534
    {'charpoly_factorization': [[[35170, -413, 1], 1]], 'hecke_orbit_code': 81064793359779367, 'p': 29}
  • id: 2050535
    {'charpoly_factorization': [[[-38088, 162, 1], 1]], 'hecke_orbit_code': 81064793359779367, 'p': 31}
  • id: 2050536
    {'charpoly_factorization': [[[-31896, -75, 1], 1]], 'hecke_orbit_code': 81064793359779367, 'p': 37}
  • id: 2050537
    {'charpoly_factorization': [[[25616, -505, 1], 1]], 'hecke_orbit_code': 81064793359779367, 'p': 41}
  • id: 2050538
    {'charpoly_factorization': [[[-59440, 73, 1], 1]], 'hecke_orbit_code': 81064793359779367, 'p': 43}
  • id: 2050539
    {'charpoly_factorization': [[[-107012, 224, 1], 1]], 'hecke_orbit_code': 81064793359779367, 'p': 47}
  • id: 2050540
    {'charpoly_factorization': [[[-58648, -262, 1], 1]], 'hecke_orbit_code': 81064793359779367, 'p': 53}
  • id: 2050541
    {'charpoly_factorization': [[[-443000, 190, 1], 1]], 'hecke_orbit_code': 81064793359779367, 'p': 59}
  • id: 2050542
    {'charpoly_factorization': [[[215136, -990, 1], 1]], 'hecke_orbit_code': 81064793359779367, 'p': 61}
  • id: 2050543
    {'charpoly_factorization': [[[-76333, -908, 1], 1]], 'hecke_orbit_code': 81064793359779367, 'p': 67}
  • id: 2050544
    {'charpoly_factorization': [[[-937010, 127, 1], 1]], 'hecke_orbit_code': 81064793359779367, 'p': 71}
  • id: 2050545
    {'charpoly_factorization': [[[-713308, 337, 1], 1]], 'hecke_orbit_code': 81064793359779367, 'p': 73}
  • id: 2050546
    {'charpoly_factorization': [[[295810, 1119, 1], 1]], 'hecke_orbit_code': 81064793359779367, 'p': 79}
  • id: 2050547
    {'charpoly_factorization': [[[526522, -1517, 1], 1]], 'hecke_orbit_code': 81064793359779367, 'p': 83}
  • id: 2050548
    {'charpoly_factorization': [[[730630, -1713, 1], 1]], 'hecke_orbit_code': 81064793359779367, 'p': 89}
  • id: 2050549
    {'charpoly_factorization': [[[19588, -1764, 1], 1]], 'hecke_orbit_code': 81064793359779367, 'p': 97}
• mf_newform_portraits •

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

  
  {'char_orbit_index': 1, 'hecke_orbit': 19, 'label': '1575.4.a.s', 'level': 1575, 'portrait': 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hI6fY9TCxBoD20M+zeFdPsJ55ccJhsuuzbFbFvfo14LENIQhoJ2v8pi22OyJnCly/kFj6PnBCfnYk4vx/jVPq+/ocdbbgRftjh8qsnpecWFjLkXDUeXDNdfscjPvXuVTa0Wpy5McWGpyuKqy+KaZKUds9aN6PS01epRneuvb+rt23Z93HVbP6qTsPMz73nnSw2Jv9DjrzXAe90O5xYTGlXxS2cvHHzlR/7so9Ix86/8J+845wy6G1lcbbHSrrDS8VjpKFY6sNJOWG1HLLcTLqzCsWXB7Owa/+77lnn5nhpn5qc4v1Dn/JLD/LJhbinm7GLCQjemNTXkVVf1eMV+8GQVX/nMr1S4sOQwtyLoBxDHmoqnqVcSJidiNHBqLqbTg+3rXerVAGMECI/eQLNtQ8DymgPGSpG1HgQxGAwr7ZDN61y6A4VQBqEDmhWXbRuHrPUFp847JNphuilpVAS+C3Es6AeSuRXJhWXD/GqM7w/Bjbnp8h6vvEIw26yyvNrkzLzP+SWYX4qZX4k5twLHlg3XX77EL3zfKhtaTU7PTTG3VGVx1WOpLe3560asdRPWuoaVHpxcE/S6a/znn0riyWbj/muv/yG9Z9e++4WK/2W3W6XZbLzUUHnRx1/bIPMzt/8p9UaTleWlX/zkZ+7+qT/63KP+U6ci6lV426sUV23vEGsXg8AA2rgY42CMAgMGgAQpDMeXW/y7jwh+8YfmuXZnSKM6Rb3aoFnzadRcWk3F/LJibtXhyw9U+Px9MXu29tm/K2ZldcCBrQHvepMmihUCw2cerLDQrlBNAk5eUPR6Da6+LGGhE3PwsMverZIj5+GmfdDuQqgdfCdkpg4vnKtSq0b4KmaiIVjrwo0Huhw767N3u+bE+YDnjtl/z9065Ni8YaIRsNIJ+eyXaxihSJKEW6/pc/O1hrk1l2t3D9m9ySWOmvQHVQ4erzC3JFhcTVhYjZlf0ZxeEcz3Qq7Zu8y/+d4es81JTl1oMb9cZXHNZbkjWO0ktLsRnV5Cp2dY7cFcT9LuxVx3WZdX7F1xJmoTr+mc/2Oebb/25i27btXT041/fccXb+dNb/62lxoyl3z8tWTwz3/uY2zeNK2OH5/7N4eOLfzrJ54+pU7OBZxtK871DVduW+D9P7bAy3bVmF+eZLldZ6Xts9pxWek4rHZgtZOw2olZ6cYsteHMqsCpDrn5ihW+6zUhO9fVWes1WVipsrjisdQWrLQ1y23NalfTGWg6gaE/jJluRmxbrwGB7xrOLrgI6bN9nWLnJsOmdX3mVwOeOtLguj2GWnWVZ49O0aiHhKHL9KRmMIQD24Z89Kst9m2NCQLDzIQkSgY0Kj7PnRxSdetcszfm6eMh88sem6d9dm6EbRtClIo4uwSeaxDCsH19zGRD0h349Pounb5rV7E1WG5rVtoJS+2EuTYsDxO2be7xXbcucfN+h4rb5MJSk6XVCktrDssdwVpbs5Yxd8+wnIJ7bi3h5XvneO+PLXPZpgbL7QkuLNZZWJ3Eqe5IhDf7i5u2rf+F5YWV5C3f8u0vNXQuevy1AviRFw5Rq1aqx06c3fb880+/c231wr8/fGSO5Y6k3Tcs9wRzPcXZTsx1O+f5lR9b5updNRZXWiyv1VjtVljpuKymIG93NWvdmNVuzErHMN8WnO8ZED3efkubb365ZtfGCmFYY7VdYa3n0e4qVnuCbl8wDAxhbEgSUNLgu1D1Da2mYd1UhOMOOXYh5JmjPjqu86YbQxx3jccOTrBjI3zh4ZhbrvRZaA+oOIo4iZiahDhycdyY5eUar7q2wxceaLBzIzx6JMClxhtfronFgGeOJZw4W8GRHusnHSbrgqov8DyBEhBrCCPDMIRu37DW03T7mrW+ZrlnGCQJ27f0+eZXtHn7K0PQDZbXJlhYqbLcTsmgDWvdhHYvzsG92ocLXcVCJ+H6PfO898cWObCtyuLKJCudOitrPisdjwtLBr+xga2b1v/sth2X/8nM7JbTYTgY7N2776WGUv74awPw0yePMTm1zjt35vAPHjp0+De+fM+TYrXdl0IIwtBYRh0YVvuC+Z7iXDfihssWeN+PrHDtZT5Lay2W1uqsdXzWuh6rXYe1rqDdNbR7CWvdmHZPs9ozLHQFF9qayVafb7q+y037Y7avVzSrLp1uBd+VgCKMJVoLtIH+EBCaycaQI+cM2oTc+WidoF/lss0eN1/VJ9Jr3PN4i2v2uByZ69FebfKKq/p8+TGf9VOGg6cMP/G2DgdP+qyfktz1uOLmA4qVfofjZ6a4Zm/IPc8MiIMaN13usXvrkEHc40uPKUgEx846NGsOjoD+QKKNINGGKAakxvE07Z6h3ojYujHglQf6fNN1MdP1CvMrEyyvVVnt2HOz2hG0e9DuxrR7Me1eQrtvWOlL5rqCpW7CjfsW+Pc/ssjVOyssrrZY7dRY61Zod106fYdhKNHaoEVFz2680mzbtvvHLz+w50Nz84vhgQN/PUD+1wLg7W4iw6D31uee/OPLfMd/3/0PPOXOr0gGgWaYHv2hpjvUdIew1hcs9BXn2jE3HVjgl35kiet2uax1J1hcbdDuVVjreqz1HNpdRbsP3Z6h04/p9BJ6A027b1jsCRZ7ECUBV+8ZsGEqodc3vPkVATs2aOJE4khDGMHdT1U4vVBh42TMs8cqoGvs36K4dp/Gr/R57EifxaU6V+yo02yt8sDTLjfsqbDcX2N1tcmGDYaHDyq+97Yejxx02LLOZanXZnVlimsP9Hng2YSpaosrLuux0G7z8PMtqk6d6/cZ9m4bguzx1AnBuqmI+cWIe55yGUYKKSHRhh0bQ77pFSHdnmLTpObaPRCGNVbaNVbaPms9l05f0e5JOj3o9BM6vYRuP6HT16z1DSsDybmOoD0IuXnvIr/wwytcv8feHGudGu2+T6dnwd0bKAaBZBBAp5cwtxRw5dXXRZOT8qe/553ffrTi1z4rhKNfamy95EGmjrskSff7Th55/P3Hj5+ecllDyiqNmkAIiRAJCBs02sBRAwYhEqR0ePTIev7l77q87ZUrfPdtK+zcHDK33MT3qlR9j5rvUq86dKuSxsBlou7QHyb0BgnrA80gMHSHPiuLFc6eMYSx5txcjO8bQOApgyMF/YFC4BL3HV62Q7B7k2Hb5j5B0uWLjygOHZ3kDdf5XHtglQ9/0eCJGjs293n6AcXmlmKm2aeiqoSRy0IX6hWHLesFTx4KuXZvlddcs8Tvf26A5zZ4/Y0G1+/zlYdDvvBQnedPVNm1qcaOjQmzkyE7ZyKu3JGglMZR9szUfJ/Zlk8YuXT7Hs8ecW15wkDRG0p6A+gNDb2+/ezdQUJvYOgMDGsDWOwr5lcNtYk2P/nmRf7OTSFX76xzYalJu1el0/PoDlx6A4f+0IK7P4TB0DAMDUpJ7n/oUXff7tn3f+3uR1ZefsMNP7Wy2v39qcmX1mF5SQHe6w4YBOKHDz770C8def6rU53VPsqp4Djge6C1IEu22qXGIIRECoMUBkcmeFLyzNEZnjhS48j5Bd72yh6vvHxIq9FkpV2j3qnQHHj0+g7d9GIPhg79wGEYGIahJowMUWSIE3uEsYfRIJXAdQQVT9BqCCYbsGFGs2V9n5nJNnc8Bvc+4SL1BG+4zuVl+7vc93xEOGxy88sE7cGAheU6N+3VzLT6VB2fYaxY7EQoLXjZXodaI+DxwxVefe0Er7i6y+OHFZgJrrvc44fessKXnwy565E6B09X2Dar2DBVZbJRY6IBVR9cx6AkaAMHTwiSRBDFgjCGIMJ+xiDJV8P+UNMPNL0BdAJY7EkWuhDoIa+7ZoW3vrLN97xeE8dN5pbrdHpVun2P7sCydm+g6A8l/QD6gWEYaIJQo7WhUZGcOb3AJz99x5Qx5j9+0223OEEw+IDvV//vA7jRyyCiHzpz9Ou/dPKFr6+Lgi5TLUWcaKJYggGBQAiBECp9BiU1UtgsoqMMjtJUXcFiv8rHvrqFrzzR4ZYr13j369a4cmeP6VaN5bUa3YFPf+CmwFb2CAVBJIliQRzbpd7Wbtmg0nGg4kGtqplqRGxe1yemx5FzER+/p8LxM3VafpUbLne46aoOD7/Q5s4Hm9y4p8K2jX0++lWBEj7NRsRaL0AbUAJmm306XQ8dV3nrLQt87As1ds9X+OYb+4TRMvc8M02UVHj55ev45hs67Nna5iuP93n6TI2nTnhsmZJMNQU1X+C59iaUAoQwaANaG6I4vVkjQxDZG3kYwiCE7lCwGghWuiCcIdfsW+Pd37TGqy5PmGlWWe3UaXcq1qFJWbs3TIE9tLIkA/cwTAjChDAnCEl30OHjf3bnurkV/UtveN0t5viZ9u/t2vrSdBL9Hwf4XV/4CD/7iSY/8HN3f//1u86/79bLnpzZOBnRdmuEsSGMJGFkUEKmoC6elXRQMkFKkS7PGlcZfMdQcQSrQ8VKe5JP3F3noWd73Hz1Gu9+/RrX7G4znVSJY5/+sEJv4DIIHMJIEcWSOJEkWqCNQGBXB9/T1CoxvhfiuQHnlgM+96jk6FmPE2cnUdpn90aPAzsV1+3voPxFnjnWYHOrxhW7YMPsKiudJldulsTacMcjPkFf0qrHvPHlQz57T8TpuQb7LnO5sDbkueMuW9dPcvXORe57ussDzwmC0GP/zin2b/XZv6XLsQsrHD0HjxyqceR4nZoj8B1J3TdUXJDSrnTG2Js1TiCMIUwEvUDQGQo6EYQ6Rpsh1+/p8O5v6nDLlQkbp3wGwwmW2xW6PZ/e0KOfypHeUDEY2gTTIEhXhTCx7B0lBKEhjLT9W7ENeo/NrXFy9c51e7Y/975brvdjY97/4Q98cBM/8kPv+tsL8P/4a3/A6988x38Q5nvuf/r4r54/9XjL3RfRmJpEKskwcBkGisBRKGV1nVKgpEApgaMUSmXgTnAdgedqPNfgu4aal9CqCLqBy2pnkk/e2+SrTw1ZP9nnnbe22b91yHDQ44qdhq0bFEHkkiSKREtMBm6pcZ2EU/OGE3OCtYHm9vtqnFuaxIQukxXFpmmH7Rscdm2GK3Z30HKJ3/lsnZWVCW7c73DF7jZfeUogYpd1k5J6LaYfeUgjwUiU49EeCuZXBJebGrde1+X+x6tsmvG48Yop/t5blvjQF7o8crhOb+iyvNZg56Yq+zb2efneLt/+6i7nV1a4/T6f5b7PqQsu5855uEogpUQg0MaQaIi0IYk1k9MRV13eJwgi9m8NeMetAesmFFMNnyiqcGGxQm/gMQhc+kOHQaByrT0IBINAMAywK0GQEIRWmgwjQxDpdKWAYQSDULA0cFg4v8QdXz06c+TQ1b+asC/6kR8yf3ToyQ+x/5of/NsH8Ccf/Dgve8VrxH/973d858LSsd995f7Ha7deu0oU+3R6Ac2awFEaRzk4oYNSygJaGpSUtmxUCZz02XUErqvxnATP0VRcQzUy1ELDRCVhsiroh5JuWOfE2Trv/aMp0DEijrnuqj47N4TEMWijMcYmcaQQSCVwXI/Dpz0OHq1Qrzg0PMlMTTA7LVk35bBpVrF9Y8K+7WskYplf+1STU6db3LjXZf+OhEHc5cFnfFpVl+kJQ6sRUqtaKaS1pD1UrPQMy+2Edq/Kq65Y49GDfQ6dVrSaFV5+eYsfeesyv/5pePxond7AsNZ1mF9psmGmxrrJIdunh/yz7+zTrLV5+gQcPiNxXYNSBiFsII6xbB7HsGNDws1XxiSRSxT7GFNjGLrMLVlQDwKHYahy+TYIhS0zDgTDEILQpHJEj4A7DE0KchhGwkqgUNBOoL3s8h8/MsErrzja+kfvin73oXt3x/uv+Xuf+K+/3TT/+Eff8bcH4CZ+L6ijarh0+u07Zjsf/pUPn6w89Lxg66aY/dvAmAECkFKjpJcytIMjDUoqq7Udg6ukZW1HMHQVnisJXIkfJgSRoRppyyahoRlDEGmCGMJYMIwkQeITJRUOHa3z1CFIjMFC22pjV4KnbM1Hw4crNkKzChN1yWRDMd1yWDcF2zYEbJxdIzIr/NqnJjh2fIJrdyl2bZHs3rLK156LmV+e4LqdksmmpuIN8KWPUYI4kQhjiJOQ1V6F+WWXa/dXedneLvc9XmH9pKBWaXDtXs1Pvn2ZX/205rlzDdZ6mrWuYnHVYaZVZ7JZZbI5QbMWMVuP2H5tiO/GuE6MUrZEAcBgb6ooUiwsOkSxIooVYaQIovQ5lASRJAglw1AShMICNhQEobGAjjRh+hyEVtfb71vWHkaCQSToRoLVUNAONHo4ZO/ONX7qe9pctn6l9sdfq374u/7x7+s/eXLiU2/7J3+QfPq/fN/ffIC/79c+xr/+jy21e/Ppd+zZ/OzvHzlzqLLcn+FLDzb5WSfgF36kzYEt3TRw1DhS4ygvZXON4zi4jsINFa4yuJHEcwReJAhcQeApwkgShJooMoSxDXiiuHQkECeGJNEkGqu3NTm4bfAKjgTXBd8RVHxBzZfUa4qJmmRyQrBuKmb7hj6N+hqfuj/knmemWFtqctU2xfaNLnu2DknEGnc8UqPuOsxOKhq1Ic8cw3bcbzX0A8XVeyKu2m2Yu5CwuOoxGNZ40w1dvv70gCPnFPWqxPeaXLlL8wvfv8zdzw347N0zLHcM29clrLYdWk3FRN2lUXOpVw0VX+N7Gt9JcJSVWjJtrTTGOlJaC2ItiRNBHAuiWBLGgiiSBJF1XsJIEEaGMIQgSqy2LhFHEJtUcxesPYxhEAk6kaQdQS9IIOpx7c4V/t17VnjrKxJWeyELiw9Wpmsv+8h7Xr/zB267ZvZPT/7wR5M9V3/v32yAN2pCKrn03Xfdv/Sb//65fqUdbiNAQcXwmfvXEQYO73hth3fc1mVyIqbbr+I4CY7j4To6PRSe6+C5Kdu4lnFCTxBGwl6cSBHFEEbSOghxYfvFiSZJrLuQmNQpSd0SIQRSWp3vpKuD70kqvqReFTRrhlZDs34qYHayS2zW+MTXJR/6wjTrKhWu2ibYttFlxybN9o2rfOpBw8pKhf0bFJNNaNQi5k9KFlZ9vJ0QRILZCUmrBUdOGFY7mrmlCnt2VLjtui6fu7fCdAN8z0PJFlfuFrznmxdw5QKfuW+S589VWN+JWNeKmagrGlVFrSqp+g6+B74LjmMsyAVIUQI59sZONCSJIE5IgQ5RYghjiKLEkkKqq6NYE8aaMCJ3ZILIVkQGkWAYCXqxoBMLOqEhGEZM+B3e+cYlvvPWHt90raHTr6ITxc+8O2Zp9bmKW3F/96kXKo7G/WMsz/zNBPjJF/6QOA6//08/e/Y/nT97utmUPlpIRAX6CQSOwx2Pujz4XIULq8v8xLf3mGpGDP0anV6M63i4jovruoShxnMVvqssuCObSreMIywTpawUxxAlkCTWSdDaBlxam6yHMwW3BbgNYAWuYwFS8aFW0TSqMa1GzGxrwMzkGvcfCvnInVUOn2ixY8Jl9wbYssFjy3rYt61DP+7w8MEmVeUyO6loNaDVCJiciPE8ByHszTUIPFY6EWt9Q7sXs7DqsW1Dg1fsX+DOR/ocPtek5ke4ykOICXZvVvzd1y9x/b4FPnJng4efbbHcc1jXjGnVYmoVSbWi8F2B70pc18YqSpHah1kWwfawak0O9DjR6eqWWouxJk507oZEsclXxCCGMIIgFgzjVJLEgk4Mg0GCjgdMV7v8+Hcs80/f1afme7Q7VYLIJqDCyEPgc/bs+ebZtdqvtdVu7z9/4M8+9P/98P++Iq3/bQCfX2wjpfrhj/3Zx37p9Jlz0xsnBUpoKgNDN7BarS0VfVmjHTj8pz/xOHhslbe+uset13RYPzOk260yCHyC0CNwHfzIIfSsvZcBPIokYWyX3ShOPe2E1PojZW6JNhTgtknKlLnBUTZh4rmGiqepVmIalZjJZsDGmQ7z7T6/cbvLHY9OsbJa57JZwbZ1gs3rPLasE+zcNMTx1vjYPQ7Hz9TZu14y2ZBM1BOkDDi3aPAdiRRgjCCMHLav6/AICZ2+YrVjmF+psndLhW+/tc2ffsXj5LyP60QI4aJNnSiWXLdzle3v6nDH430+escUj52ss3lSMFNPqFcSKp7AdwWea2MVR2EDZynymgyDvcm0wTotiQV8BvI4sZLO+ugpwNM4JowtuAcJ9CJJN4ZBqIn7IVtmOrzmulW+7ZY+b7pe44g6K6sVgsgjCD0Ggcdg6NLu+Syu+qysnJt+5ata77vllu9V/+QH1j4gndbfHICvrHbwPffvfeaLd//S1+59YZ1MNMYIKq71ZwUWWK4EXwo60qcTOHzsaz53P93l2n0d3vV6WwU33fIZDH36gUcUuYSxSxg5eaAUx9bLjpJMW0qSRJBoUWhtLYpUv7HMLQWpFWlwlcZzNb6XUPVjGtWAmVaPQTTgK88YPv61CR5+tsWk53LlZsPGKcn6aY9Ns5It60N2bV7l6ZMDbv/6LBPKYXZC0KwLmrWIdj/hCw9WaHgGISywBoHDW28O+PxDtiam3dMsrDpsWdfgba/s8fChLgePeNT9GCWFBbmuMQyt1v+7t7XZu3GBj93d4YHnW5xerbKhKZioGGqepuJoPBccJVDS3siWySHLCetUqmldrHBxCnRLEBAlgihJgZ1Y1u7Hgl6CjXnCkHq1z3e9YYXvfn2H6/YmrJ9y6fcbrHV9wtAjCF2C0GUQOvSHLsNQISSsnxQEKyfWHX7+gV/asefVut/rfLBWb/71Bvji0hoz0+fR9L/v5OHHfuX0kfumG06PCEFobGbQ0/bk2sDO4EqBJwU9qei6dc52fM4/XOOhZ3r86dVd3nHbgDfePGS65REGPkHsEkYuUeTmjkCcKOJYEmtJkhQA1yZlbl3UlAlh8oyodWc0npvgexFVP6RRHZAw4MuPS/7oqy2ePTGBiHx2TBo2tgwzLcXslMeGGcmm2YhtGzqcWezyW5+tEwdVtmwRtBoOzTo0axHCDekM6rQaBiEExkAUS6Z8RaxjupFHt5+w2lGcW6xy+a4GP/qta7zvj31OLdZxVJTeGA5xXGEYSjZM+1x3WYerdvV47tQ5Pv61Knc+1uJ8u0rdVzQ8qLsGzzG4itSNSiVZ6XppwGh70yVakBiIE2H980QQJjZJNEgsaw8SQxzF6ChkutLnTa9b452v63LLlTETVYcwqrOyViEIPcLIIYxcgtAhiBz7HDpEsfXpEy157oWAe5+8e92uy82v3PKqG+MvPnjqD153zRRe5a8O6H+lAA+CAe21zd/25a8//Ounj/55s+ZqJup1VrsJShscBZ4jwJi0nkSghMGR4CmoKEFPefRjh4WwwmceqnPPs31eflePf/gdXQ5s67CupWjWHMLII4xd4tjJQW7BLUm0RBuJMVYSmDygBCk0Kk3xO06M78W4KqQziFjsRPzXT1U4sTDJ4wdbGO0xXRWsmzHMTAimm4rplsv6acmG6ZjNs32mW6vc8YTmsedbXLVFMNmQNGqSZk1Tr4YIN8D3HRxl/74xkCSSQeAwGEbEWtAdaLo9w0rHZW65yU37erzi8jU+dleF6orCkZEFpHGIE48wkgwCl5lWhet397j+sh6PvOY8pxYlH7mzxcJajbPLPp6S1F2Bl8kwaQPPnMgzqYJl8tgIYg2RFgQJDGMItYEkhjhCqoBNkwOu2m6vxw0HNM2qIo7rtLtWioSxSxQ5KcAdgsyODK3bFceSOLFBbj9wOHp6gaG5ffrmK+Wvv+bKm1b7/f7tf5WY/CsD+NcePMzmTRvUn3ziY5c9+fQLzSef1zRrLjU/SSWJDeKsDhYpk5pCA8eGihLUHLsM9l2fQeyyHNa487EJ7n9+QN0P+IE3t9k6HbN904CbrujiCEWj5iCElSs2K2lrpY0pMTcGIQ1KWM/cEIOMee6E5NFDDp97uMFzpxuEcY2Go5itGqbqhsmasT5402FqwmG6JdgwFbNpdsDG2VXueTbgdz63jo0th9kmNOuKZl3QqMVU/YD7X1AMQwe3bkFljCCMJRVHcc3eAQ8907KFT4OEtY7L0prP/NIkP/rN85xdWuahJ2dxJSAiNBDHGTNKegOHyUaFVrPOK/b2ec1Vfd712kUOndF8/uEKDx+q8sLxOrFwCAJFP1KlEohy4JnmBIwm1gajNa5ImPBCKkS84toeOzcO2TIT8e43BlQ9Rb1iSabd9eyKGltAx7FDGCuiSKXPkjBOrdy07idJa+wn6oY33ljBdQLuv+/+5szR+cve+q3vUlHvmcStX/XXB+AHDz7P/j2z3lfufvgHnz8V/Kenjy4y1fAsrEzhM5u07lWk7G2DPINKrFRxE4OXGHwlqCWCwIFB4qRHhW434Vc+NomJI9bPDrl825DpiZh33DZg27qQKBKp3pZQYm5S/SmlRkjBJ++u8vSxOsJxOHW+xrn5GpWqYsIXtOqGZkXTrECjKpioKZoNxWTDYboFM62Y9dNDNq/rkJg1Pvn1JoNenT1bDM2aolGTNKqaRiXGdUPueKhC0Je460CmYIpiSb2qeNPLB9z7hKYXSHqDhE7fYa3rMLdc48DOBu+4pcPjz9U4tdJASQ1EqV52iRLrJg1DSW/o0O55NKo16tWAA1uG3LhvyJmFNicvrOG4CU8dd/jTr9UQyhauMT5/0GhAgzFEYcL29THvvG3ATDNh33bD+mlIYpcgbBDHLquddPVMFFHspAG+U8RE+bO9oaNYWgZPbMWjMTY2yG6MRu0cOzas/08njz3cH5jLP/TCC4fCvXv3//UA+OL8Wfqdpb3L82d+4+izj8imJ6j4qvBgsUug0KkOTIMemWpDJ4FYGfucCAvyxBBrQSMxhIkg0IIgcQm0S6xhsdfka09rDAl//nBk68aNTg+T/117MbOKRIlUijhykNrBdSQNH3bOGuqupuZraj7UfEG9KmlUrRyaaEgmmzA9ETM7GbBptkvCKv/1zyrc98w6dk/DZC1l75qkUY2pVUPqtQHVag1fSZRMNXh6LqLIZTgQDIKEbqDoDTXdgbYtc3WPs/MTvOrygJ/8znne/6cOp9d8hNAYE6ETQxS7hJGt3+kNFI2BQ73iUatWqPk1Kn5Eoxpy3Z4Qz424YU/Mu1/Xx1FxmgTSCGFGRXkq6bSWCCHxXQV4DAOH5VWHJMmkoF0t4yQ7rPSIEkUcCwvyJLNsZfpapA6XsM6WsSwexrb9Togad3/9eblpR+s3JqeDr8fR8Nm/Cmz+LwP8S3f+AYnsVM9fOPT2tcUzYvfWCr2BtZeMMbnvmmiD0mnyIbXnVAyxIo3aLcCzKrg4SaN6nfrZWhBrQ6Qh1oJISyIjSbRDpH2S1PYqP/IspQBHCJupVFCpGiqOoaISfBd8ByqeoeoLqp6kVpXUKo4FeF3QamimmjHTrYB1Uz02rVvmdz6n+eid69naUsw0NM26olFT1GtQqyY0qhEXljXHLvhUPLtSQVbpJxiGDjs3aDbMDOkMPQZDk7K4ZK3r0KhWaNRavPt1Cxy/MMfv3r4ZRzoYNIlO7LmIHYJQMQjTBoSKpDZ0qPouVT+h3bUxhucmuE6C6yY40jZKSGnT+ZlUtKUrArvq2pWwrdMqS23jmiSRaK1SC9aCN9G2/CA7khTQmaNVvE7tW20BnmTuVhoHLLcd1rqGp489Kq6+evHt11y17dinbv/Dwdu/7d0vLcCb/ow3t9j5F088v/Avdkz15OxkFSUFw9Dk3moG7kQby9qJIcnZWxAr29gbpx880enXqX2Vfy9Ls6eVctbLFXmgVNbckK4Swt5UjtQ4aQ25q8BVAtcx1jd2BBVfUvEkVV9RrSgaVUmjZpioJ7QaMVPNgJnJPtvWL/PwCwEfu3sTkxWf9Q1NsyYsuKuSekVTr8Q0agEPH4anDtW4bNbk9exZ2nwQKG7YZ9izbcAjz7boB4bBMKE3cFKQu9QqVaqVFt/16hWeemGBhw5uAKPQOrFEEBviyOT1JIPAoTY0VCuKiqfxPRffS/AdjeMkuI4tf1BK2y1YpA32EdnwDchkpUljGJ0d2vanWofKAjt7HWe2bJKBXeRHnjFNn5MSwLM8RRwbhpFmravp9PuyKub+zcLctGeY/EUgfMkAbkxbhsHw5+/8/Md+KumvemHDw1GGim9lgV2SsmSCBXgi00NbDzpJDE6aOs6AbT3sLPuIZecU5DpdEbI73xhTamcbXXGzVHW+Ysg0Y6mw1YiObRjwXYnvKSq+ouoLalVBo2po1hIm6jGtRsD0xIBNs6s8dHjAz//+ek6fbbFrRtOqQbOqqFcV9QrUKwnVSoTnDmkPbbGYqwxSFu8sY70o9mhWI/qxph/Y/Xn6w4RuX9KuKmpdn4rfYMeGiF/4wTb/9sOSBw+ux6DQRpMkmjiJ01S6YhgqBr6kGigqnsT3DL6n8B2N61q/31HGAlylZJPKFCHMaINumtrPbsiM1bO6+ex1ktqKluGzzyZyuzFJJUnO3OnKnOgi0xzHmiBMSBJNxXV4/tCi11yY/+nv/p5vdk9fGP7sto2Vv3Q6/y8N8AvzHc7P61+854Gv/ONN/qOVW66pM7fk0A9sVtAYkYJLoGUG2BTcqgT4xOQMrVO2z9LIOvdowWhDkrK1GTsYA3gqu9PA0koUW1NuHZu83NaR+J7EcxUV345kqPqGekXTqCU0axETjZCp5oBNs2s8dKjPv/3QDIdPT7F9yjosjaqkXpOWvauGWiWhVomIkpA/vKuBVApXmlRnZjdmxnQuf/cNq3zpsZBu6NNPAd4bKLo9Rdt3qHg+vttk39aYf/9Dy/zchwQPPLsebSSJ1mkHlC00C0JNULHlrr4vqLgC37OZTc8xecbWURqp7AoqhUljIkMpD5Sf0OJ8i1xeZQDXpcK1LLGWaNCJSKWlyFm6zNj5apzVCsW2XMAYGIbwyGGJVocqN17/iW+r16o/9/yzj3L5lTf8nwX4+bPH0Ua/4rNfeLqK0Vy5M2HbLHmW0kn/ZSkhkXaJUlqQKFMCM+jS11qZQn7oov3KAl1YPZ+B2jDC3NkjA7gUIKQNYGSJvR0nqzuRuK609RueoOLbmSc1P6FeteBu1kNazQGzrTYPH+rz8x+c4rlTM2yZFEzXS9Kk4lCv2PqVaiWm6oe4bsC55UlcJVBSp7ZcEWQmiSSOFRsnDXEc0YkqDNI2sMEwoTuUVPuKiufiuRVcZ4L9W2L+/d9b5F/9Hjz0/LpUHmiixBDFScrkmsDXVELJ0FO5BHNdcJ2szU/aXIC0gb5IA/5skRnDuAU3aVIoLdjKEmgFEaUMbVLAl0CtS8DWhly2Zit7lj012Bvlun099u6MSNqH909ufMevR3H89/+yOP2fBvggNAhB3dXP+rf/2WfcXetC5pZnCYaSTt8mV7KASmKXJilBqaKKTWuBloYk/bBaG7STsvSIDDFpgVRJjmSM8iLvT4qiiEpKu4Jk4FbSztou5AlUXPA9TbViqPpWP9eqEc1aSKs+YGayzWNHhvzcByZ55tQsm1qK2bpmoipoVCS1iqJWFVQr9uawqf6Qhw4KekOPiiJNl1sNnjUhJFoQxQ71iuKmK7o8/FyTfmRlyiBI6A8UXV/hewrP9VL93OLAVs0v/8gCP/Pb8MDBdTbY1jptli56MANP4nvasndam+KmN7c9SGVKIeNkmuW9NMiz8y7y7Kf1zy3Qy6ttuZgrJytdXp3LX1ugm9Rhq1cFnmoR9BUPPIn7lce/fOXOV7yu9h8/9Nn+P//Bt/7vB3ivHyGk+9Pt+XM/vX5qztm1STFR91AidUqkQSoK71mbYhkzoBUjS5tWwpawjrN2CdA6B7bJmZtUe+cXQ9iCIiFTcKdFRioHOKi0YtB1wHPBczUVLy2w8hOqqbxoVAMmGgMmGx2ePBrwcx+Y5KmT69jQcpitaSaqUK8I6lVFrWq3R7HsnVDxYxq1Ifc85bHWrjA5WaTJM8BkwVqUKNZNK173sh73PKptF02oSyCXVFxJxXVwHQ/HqSKl5sBWwy/9yAI/89uGBw6vI9IOUVYBmJicyf1I5tWFniNxnLQISwqUk50b8veX3YSZVBFZVRpFQmj80KXnDORal1feUTBn5JX/PP++PT9KCto9QbevWVyNWEs6r96458Tv/bMf+o4f+6fvOromK5f97wX4fQ8/hJBupTd/b2VStan600zUdZ7QsRfSYKRd0hIjUDlw04urx0+GyB2RrACoAPeLMHcqvrOMXK69JaUkkkh7OjPtja3PcAyuaxuLK56m4iVUKzG1SkS9EtCoDZmaaPP4CwH/4rdnePL4eta1XNbVEiZqJgV3yt4VSdW37F/xY2p+SKwDuqGPUBI3Y/Bcg4uU6VKPOHKpe0NbLhBWmMxAPkzoe5bBfU/iOg6uk21Aa7hyh+F9PzbPP/9NzQOH1hNphyARhEnWHymoRBrfNXiuwHN0unrZlj+VrmhZz2sm6aQoX0dR3JjlWGcM3DkJlYipkJfp9zK2LsnO8u9l/77UkCQJ2tiqxrWVJcLVw9/dW37g2CCI/tX/VgY/ceocO7Zt2v4f3v/+y5viAmFtAq0lrmPy+1yILGNp37wyprSEiRJLZ1+nQeQYG2RBzXg9SWF1m4K1y0FlttymHToqDaZsy5sFtueYvHqw4iapbo6oVgImm30m6l0eOhjzL39nhieOr2d2wmG2mjBRMTRScFcr1k7MwF31EypeTLMecvCk4e7H63hS4irbWVPe6yZbyqNEEWuHW6+LuGxXj2Onq8zWYBjaYTrDIKE/TFnYUTiOm/aoWu/6iu3wy+9Z4l/9tubrz80yjKoEiSSMDbXYShbfxYLcyVYvnfe2SpXkK5ySogRwUQI5F+mVAuQl4jHlVbdgb2NGV+ZRtjd5Xs5g8vUik3JVT7BtXYWVxXmefubhq2685Z9uX1q4cGpm3ca/eoDr4ALCa+w4/sLD/2XSl9/2wpE6W9d7zLQ0nmPrPCRgsrkFec1xGhym/rUxYpS9y0xQMv7LS+JFDGK5JWXwMXALK5FUVgYgbXeLmzK352hcV+O7Gt+LqXgxFT+kVgmYmuiz2u1z77Pwy3+0gaePzjCTgrtVNTSqgnpF5F65dV60ZW/PArzqB4RJwnBQoaLsTSZFaeknyxaKNNB0rJZ3AoLQMIhECeAaz0vwXAfXlWkTtpsDHAFX7xT88o+t8it/HPPAoWnOt5sM65JWYmjEhko6ccB3Ter9Z06KKSYWpFIlA3j+ftM3XcZ5rsnTi2Lya2VG2Tx7nYE7A39+zQtw69KqkJGklNbK3TClaPmKp55X39Y3Dye7917xT549fOHklfv+YiD/CwP86UNHcZzqjQvnnnr7pHeIa/c1kCLB86ztlN/xprjDbZLA5CycRd4jwC99b1yKlAGeneKyKswugh33UKT/8xoXlYI7LYt1HY2Xl8dacPteCu6pHourA37pD2vc/uAsS71JZicks5UU3BWru2tpYFn1JTXfpAxutXfFD4GQrz7psRp5TPuM1GOnC1tuFSaJbX5o+g63XdvnocMh3chnIm3sHYYaL7C16p5jAe4og5IuQtoEDQb2b5W8/x92+PxDA37xg+s5uzTJoOXQ8gSNWFOLwY/s6GVP2bJlNws0pciD4Oy5HKiXb0wh8l6RgsUz8smu5UVgL7N7weLjEif/d9J/385chMXVhMU1wQPPHOQtauLtWze7fzjsDU7+lTP4Jz59F3HisHl6gau2DzHGpofzZaV8d2fygiJJYMjuXpFLkFyK6OIEGIr/N/MBC4xnupucWbJ0c+YCqAzgyuBIC2xHZb2dCZ6b4LkxFS/C9yIa1QGO0+eepxJ+7wtNPnffOkLdZF1TMFOxssRagJlPrtJDpMxdZu8Ixwm4//kW/dBhYy17P+MMnsUitiip4ipecWBArC3AB5FIRzFYb3sYaBscOulsmMzeS5PrBsFMS/Ddr+3R8M/zwS8MuPf5aeaiKv2KpBkb6o6xIHfSOESZNC4xKcizcyiK2nEJkoLFx3cULIM8C/pHyElb6ZGt1rnVOALsNMC8BMiFMHSxc1aCBM6efpJouP8fXX/tLU+sdYZHWs3K/zrAF+bO8cyzH6Ra23jVsH3836pgnomGIooH+J5DnMgSA6d+qSmne0vBY/b97PcRI4xG6W7ObpRLpSizpoVCmmRZuWz0BPnkq4y5XWVrMXw3wvMiKm5IrTbE8/r80Z0O7/2DdRxbnML1K2xoCKb8hKZvqPtQTzvsq77NdlbShJCtX0nSlcDKk6VOQi/08JTCkyYPMLP3byhu8iy1HcYuVXfIhtaAtX6DQSTScWs2VnDdJLX5VGp3qty/LgJXW/n4bbf0uOHyRX75I0M+escsK3Gdvu9SdyVNx9bg+I6tv8+aIZws6ZOufDKXKkWGc0STj4nyUaAXsmOEnTPjgDFZOn5k50jbzxVrO5YiSDxuvzfAm3ruNUcXwk2LK2tHTp48z44dm/7XAJ4kCa955U/s+MpDhz7x0c8/vv8HvmmFDdNVVjsVXGXLNpN09FlRv1DUMmTgzd7wReAv3RCUQP9ij/yEy6zstgRwaezswhHmTlKQx3iOlSS+F+C7A07Ox/zu5+t8+uvTHJ+fpFlzmarApJ/Q8E2aes/ALVNwyzwpVEm1t+/ZG6dZD/jU/Q5HTlWpKDvIKG8Xo0B5PsbBWB0exQ77t8Nbbujye1+cpldzaEZ2oI4fpnGD0jiOTCd7UQK5W6JUuypsm5H8y+/tc9XOs/z256Y4PjfBSlyl7zrUlaCWAt2Txt44qcuUr36iKIoTwuYzhBQlj3z0ApXj/hGJMs7oY/biuEQpiDBtwNC2o6gfCxZ7gn1b++yduZ8rt1z+O/7+N745iVf/h1LlGwLcmAhweOKpR7bc89DTu//0K332bDJcu2eNCa3pKZ8odtOqMplfNCtLZIm1x0Et0ju6YPzswheMUKZsM6IDM2CLdMqslBnAdeqaZOyd4Dqx7dxxYnw/wHMCuknIb3zC44Of38C55RZaVZmaUEx5hglPU0uZu5an72Vap5JKk9Q7z8Ht2exlEIUcOevTC30m/dTFyZJOpRilnOyJE0kUOTTrDju3hCh/SDdsMPAE1cjOIPFSeeWmEsXJXA+hXiR4VcxO9PnRb+vz9lvn+ODnO/zuJ6dZGtQZOBUqjqLmCKrK4MfGsrm0UsWRRXlDlt0cZ3K4hFwpYX5cn+fSZITVS4ZC6TlJb/5YQ6gFg9gOEgqSHq+7bpnXXBGw1n50d5B4W6644hUnO/2QZs37ywH81Jl5Jicas4PI/cTt9zzhtntVvvJIk3e+do7NUwNrA0pNrJxSq5hIJYgogTsFNAXDMyZn7DkRY5o7SzqUTm5a+aayFLMog1ujVGIB7iQ4KsFzIypeiOeGtIch9z8t+aM7m3zy69MMkwae5zHtCVqepu4Zar6h5hXgrvgS35f4qTSxiaHUmUgB7rk283niguHex2qEkYtfNxcFmNlD5xrcVumFkcJ1HV53Q5ePfbnH4bN1BhU77yVwDV4MbqRxQ23nNUqRyghZDPfJAJ557FpS8x3Wtwb88+/qc2BbwEfvbPDowQkWB3WGysN1HSqOoCrBl6mNmtmrMm1KEYwcjAM9+48ZBXZ2PcvxlM6ZepTNE1PINm1s7iTSMIwFnUQwGERctq7Nm18esG7K5czhB9ztG17ziW63/bIo7Cz+pRl884YZ+fjTh2/81O33TDS04KqtgplJgXI0yglxXTvrQyU6HWJpmbtgcjnK3mOlmPmJ0OOLXgngaeJIZkDPU8o6L/e0utvgqMQCXCW5HHGciHYv4r5nBb//xSZ3Pj7BSruBrFZoVBUt19D0NDXXUPMMVY+UtS1zV31JxVNUPEHFI63Q0ym4Nb5r9bdyAl44C+faFZtYSfXtaOKkpDEpQB5rSRg6rG8K9mwd8MzpmH7kpsN1wAux4FNJKlGyRA3Isc6c7ObJbMgosfXh73zdgDe+fJWvPNHlw3c0efRgk+Vujbb06HkOnrLN377E9nBKgyNMXssjhZUuopR7yLBdZvORGGqcycckacboOcA1xMb2hgYaBtomrtAhSRyzsOzx/Il1dLo1Th25b2LzTvfGydk9X+QbDA/6hgBfXjzvTzfMb85WF+q3vcynNdHhhqvWmKpbu8d1ohxgiVJpzXCZxeUouHVJkmQMnp+JS++mIoTJn8sF+laW6FRza5RMUDLBy9wMGbHYjbnnMYcv3Nfg9nsnWOjUEZUKbsOl6cCEazt5qi6p7LDJBXvItOQ01d2ewM/YOwO4E+N5MRUvxJiIrz7uc+pClZkpgSt1Xk0pxdinywLtvORUMQhctq8XvO7aPp9+MKQXuQwiQcU1eLFl8SAypVVK5X41Qo7IFHvIolFBW7+96ge887UDvumGZf78610+f1+Ne55usNCuMRAeA8/BcRWOELaFUErctClcCYNClKRhOaV/6cc4wHOJkhJdUmJsbSy4IwNRyuCJ1qAjkAkLXZ//9ucer9jdoOlXcL35+lta5jcH0dwBYPA/DfDljiGJh9/Tv3B/67brThGEVVqNgB2bJI5yMMbgqCidKahItEoZW5Y0+JhMybV2ael6MWCPWIKmBHCd2oEakQLccRI8J6JSiRgGCYfPwcnzio/fNcEXH22ysFoHt4LTdKkpScM1NBxN1TVUXai4FtwV184ktGWmsnSI9OcmBbnOQe65tj3t2HnNMyd8cN10mTelFP2IBVFccJPVSwvixI5zvnJnwOVbehw6V2NQEdRigR8ZAkVq7emUvTM3JbMgC62S++ypFam1SqcPuAxDl2o14PvfFPDWm9b40mM9/uTLNU6er3DoXI1wzSf2HYaOg1TSpvMBJ33OmFymnVIiy0f8hQCeApv0/ZEBPH0m24RAg0lAx2BiEAm9qMKDh6osLDtMV2P6wyWmtz7FdKv2jTj6xQHeaa+JMAp/8k/uONiaqfc4sHWFA+sClBNSqYWYxBBFliWUdtIlRqWsLVO2zjS3HAN4CuEXYW7L2iYPKO3rrAPF7vCgZILv20mqcZIwtwx3fc3h2Nkqdz9c5dxqlWPn6+D7qJpDxVHUHUPd0dZFcNPB+a4d12ZBnB0yPVQKcFLNnYLbTfBdy972xgo5sQgHT9Zw5ag9mEsUinrwPKjKnBQt09kuLpdvH7BnXZ9nj8f0Y5dGZJuvvdjOBFQlgEspEFKOMDkUDkVR+5PVn9seyihxCVyPZjXk774h4JarOpxb7fDVRzyOn/H50uM1zi9XSAYuWjpEnkJIaVcKkf490ownYuTzXQRwCtkyYgOmHnjmuNiG5/TQiQU4cdrAaiDRiKrgzJpg4/qAqw/ErKs+NvOWN/z4Pxr2zr6vUt9ySZX7ogC/9+47iOOEJ55c49TSDH51wK6NbW69NuKKnYJNU5rd2wN8JEkU2SE7ydjYBmQhR8q6OwP6JRk8Y4RCjgiRtVhZfe36CVFiOH5G8MxxxV0P13j2hMfzJ6p0Ap8g9MH1UE3XdugrqDmaaskH9p2sTiMrm7V14X4qSzxP4XkyvQFMob3dJB26b3V+xYswOmR+RRIYH8eReNLglGy2MQIvBVej/Y5h7CJwmJ0KkWpIL3LpO8I6HVFRMOYoPZKBlFnmCyAbdoTAaFkwedYzmUjcROXjJ/qBx4bJkG3rI67bFTAIB/zAiTbPnvS466EKz5yocPx0hShW4CuMVGghSx9Okqf6xnzyIvk3Yo9lqU8L5vy5DO60Gi/SOCJh946IzVMJ+3fGvOplhu3rfCrOBPPLSf2hh5/4biHU+/6nGHzh5GdYXRuo+x85LS7f5kICT5zyePhIlbse9plwhmzbHHLl/pA33BBw2zUhGOs1V+sGk+5kgLaNpxmbk2nxSy1opsTW0s4DF8IgpCYKDf2hBf7Js5I/vtOnHymefL7C0TM+Sz2PIPHA8UC5qKbCk4KqgpoyVBR2nJlKC4+UZW3PFTbpUQa3K/FSWeJ7djMs65rYlLnraDw3TjOiEdVKyMJqwl0PNGh3fSYnBE7qxcsSDi76uCa7jiLPagaBYmZa8cabhnzp0QGn23UGrrQyxbGzY9wo86xTj10m1i6kPOtE5n9DG6f0NyzQvUSROIrYVUSJQxS51kp1I+pexC1XxrziQMDbXjPkhTOSpw66DELFR++qcWLOBSHpDxySUOUjEoxTFuVlAhv70CMAN4jYILTBkIA2VOsxrqsRRnPbtQFvuGHIFfsitm+OaUiHmttgbmmCp4/M8txxF330qJjadED95kfujP/+333DXwzgUQL1RvU3dm9avFolMbOThgEDTj/rstirsBhLTix7PPCM5hN3JcxOxRhtuHZvyDtfP7TdGzHMthKuuTKgXklZu5SGvfgh8uE87b7gqaddlju2au/hgy6f/XqFYaQYRooLcx5aOETGRQsXHAfhOzhS4ilBRRrr8SrwlcFXxtaAO6nn6xTM7WV9mTm4VdqjKXL29lyN52UFWknO3p4XoVTI155QfPrBBspzrN02or9fnMEzL9zqcDt2YTh0eevNA26/v8NHvzpBL65QT3W4m+nwKEvKmLxbSIjsTsrK0GRJ65cArtMOeMcyuesoYsfBiRMLdJWglB2kP1mJuXlfzE37IowIeMdr+wwjm3z5zNd9HjnoUfUFSx3FU896dPoyVUmCbxx62tLaesVwzctCZlq2H1Mnhne+fsg1eyKMhtkpzVTL4Ng+MaLIIQgFB88Y7n4SzlwYEor21X9nT/03wPzoX4jB43AV5baan7nj4/saelFddVnMNfsiFnpd7nxkCioSlIc2DoHWzLcN82vW+HrhtOazX7PUZLRhYjLhxqtCGlVbC/wNU5TpEielYK2nePQZj05bIR1JoCWBcSwzCce2B0kHIR2klLhSUFHWy/WlxpPgqRTMqpjRZ0EuioYHxzYCZI3HZXBbhk/Lat2MwZPSEeM7EcaEnFvyCIMK/oTES9PeKq3KG8lilvziIgAnZ9ZEK8LIZbKh2DoT4okhg9hnEAuqjh2CmdWQZAktJcvlrTL/W/ZvpIG+1kX2VOtSZ7xMKxqTNG+g0o0HYqI4QUV2zISjEqSK2TKj0xVDc2DbkNAMkI6m3RY8+ozDWl+iMtdSiG9wrW05bb2iecXVERMtjUmshK0pUOkqr42DiQVhOooPA41Gl8dPuHz24RbGSLZt66vtG5b2vfF13938jm9Z60xPtr4xwHudFYTovG/vzMHXNuQFJuqGWIdEsWOFv3CBdDsvmWkrC/DYGNrpa6Shs2q4cHdpafpGj1xHCowQ6GzLBdKaU6GKIEdKlLAz93xpU86eNOkWJCadf1IwXgZu17Ed9XbrPXJw27YuuyWK7wk8h7zE1DJ4yuKO3RPIdWJcN8L3I84saT7ypTo4XjpItJTgGQHfKIll7JoNCbVgs0N1wsjl3W8c8Of3DHh+vkEvcanFdlNaWwVoik4cleUEyD3q/FxmK4WWpQKv7NB5LYzjKNzEzktxU6DbxFliLVhlLVgb3Ot0cFCCIwzCJMzUNN/ySgMyyW1dqznLrF1auzNzwYDRDjouJGwcSaLs5s9lbRbEapCaqjdkbmVIO6lyqhvykc+ce+1lu868L4ySf/A/ZPBnnroTkN6Ec5akGvHoCzGnFiSffWgCfB+kl4JtbNW5VPCAnXlXxM6M/U+lpUyI9MbJ2M4GL0LKvAVNCfCETSt7wkoBR1J6zppqS4VEDqU5KOR7/GRd9QXAZS5bfM/kLW2ep0uDc2LclL09J0LKkFNzgsVOBeE4+JIReZKn50tJkfxslIvQdDkQVISxy3QzYPuGAYfmAgaJwzABP7Hj7dw41eExubNUpNDVSKdCkUWUpYbu0siHROMkmkRJlJNtX67ynezskKAysDVKFJOx7N/WJUOgNEwovc7lbOfo+yqXaojcI6eUFMx+P9sBL+wb3nrjkMcOnufEfJ1Dp5q8cPw8n/7sHV6sLybRiwD+mXteQCDo9QN6QZ1Pfb1Ge+gTxhWE76QMWh6oPl4BWLB68efKTH8xaxexSWo7Qe6z2qlU2ISDSEGbSoDsdf69lOyLUlDyBltPCQv2EXBL++xlQM+CT/LtCb20SSKTKK5j9annRcREfP7+KvOLVdwJhVeu4Sg7KIwp0pGiIzEWBCqGgZ1g+82v7HH/00M6cYW+41CNNWGaTleyKIjKCs4s0LK/lAWapQImQ2rlatvwrezfdLQgVgInkekudrbsIQN6AXBTAD3NJItSbmIE4GDr1S9tKRQOWgbqEsALt63E+tiYI44dtq2L+PV/PKQ37PPJe/okOmR9M8aY/wHA7733biYnaq/6jQ9/+Ya7HupxZqWJVhKpBDUXVMqiMsNmlp2iVGdQfqNj4B/Hdnbhs6yYpEgkKCyws9kdGdiVLDSuyoAt7X7y2SiEMrDzOSgK2494KYBnAWemu51MlphUb4/WkntuhOeGzLU1jx+tguPhpPLEKRUoZZ9LjCHcXsSifjofu5BlHRNFFLlce1nAdGtAe7VGP1bUFLix/SwqsRPCVFQGuF3GC2UgR2vs89r7tJxCaRItcLUgUZJEaRIliFOQx6XitawcQmYOUQbqNNgVwiBJtzAsFWeVC+UuRkKRCymSQqUs91ieJDMhhpGPIzWeMnzP6yQLy4rF3swNNN70qq999e33vfa22y4N8J0bVnCc7rd8+63da06cDoiTKkmJlcsVI9nNkgG8bOLnS00K/Es9CoCboiSTlJEoQF2ug5CCXHvKEtgzkNvm4qxTxcoSlXevFMDOmm8te6ea2yHX25klaBm7ALebVydGCCI+93Wf+59tIH0HTwo7fzuvICza6IpM33g2szwaLfPEbVZ4MHS56YoBb7mly+9+rkGY+PQSSSWxe+U4sqhWzGWKlCmLl//UizE5aEem3e4iB3eiJEppy+hSIpUp2Z4lkI+UTIyyt0yvaQHuF7HPShIkw5QpsXpR1lH6nRQz+Y1gJE8fldxzUF5zw/Vr3xJF0X2XZPAjx86has03fu3ez3/v/Y/MMbcmqDgaV9mfJ/myKihakyjdaVlvXfbGDC+C7bGyy6I6LVsZsoGZeb137kpkXTvjQCdlcPI2rBEWT7thXDUKbjtOYYy5055NL21vc52s4SAuHREhEX/y1SaJ8VF59rIcYBZ9jZmzMaLBEXlfYj77L7ULbbDpIHB55219/vDzAWs6YpBUGCQCNyZncSkNMhZ5TZC1C8drj2TJmhQlkAsSJ+12VynIHYPSVq4k0iCVJpYydWxkAegSi+cMnjF3tpqkgeZfFOSjAC9XmhZ9BZjitUHgKs3m9UP2d49xxbY933vTK77l7u9727kv1SY2jwLc6AgYXDa3EO5+7ClD3XFpNO1fSkw2xEWMNpFmIC8vg5gRqX3xolS8KCRKMXBGjjFfxtQXzRnMXxezPbI9aVQKbqXGht2kwHaUKJyU3A60Hfe2MdnkWxhmzO2U2Nt3Qx4/KjlyvoJRLkpKPKmtpBJliVJ8yHEXJTuyKrpyLX3mqESxy+5NEZfv6vHgC1Ui5TGIBRUJbmJwYrtDhhJpF06c6nAkAs3onxxtQCmkUTGnJkkn+DpKk6j0hk2E1d7pCOiMvS3QZQngRftgNlNFlK7rKNgvgY9x9r5IWpXOjxGlJhsQVNk1E+OQ7O4MgsuiMPnSRQweBW2GMmSylrBvq08QS/rDhCDdHzEqz5S7VPd7Cdh/EYCPl1vmSzplgI8GUrk7IW08kHfPC/JOl4zJs30vy9t/ZwAvD/+x3fbkwM6zlTlzJ+l24Wlw6UQYIv70qzWWl6sI38GT4I7fiJcKMEd88Kwtq2DVEW9a28TGzJTkO1/X5fGjTYKkQl95VBOrxbNyViVJwZ2tFTr1xE22rgJyFDz5CI/sBrMk5mhSqZStSLZ5W+msFkjmSSa7YjDC4kWZBRcx+UUkNw70cVCXWLyc8bVJsWJn5v5QsbwWE7gRrXXLBEGQ/7s5wM+88Oc2mBQ9Lt/tc2EJltcE3UFSzPJOzMiMuZH5JTAaUJoXAfc4sHOwm4vYuzw8U+QAFzmLjzC4Kp4LuSJRzijAPScdAORmWwemGU7H4OapeJ2+TkYOR9nOnedPwSfubBBIDyVVmr0cnckynsF8MebKnZSSm6JTBo8TBz9x+M43DPn9L/Z5+niVSLn0pcRLdOoeCWRSjFqwgZ/Iyx7sQ6d/a3TfojKTF+C2g1IdnUlBjUyyERPFyGXrqMgRLZ4BOttGvAA4hR5/MRbPybFkToy0PGbgtt59EEkGgaTTUyytCc7Ow7Mnn+MrD57B6EKiOQAL8/PMrltXu/eu9+50e3Ns2+gTJ3UGQ0kYa7TOACiIhUHpQpOXZ2CMzy4ZbTsrBanlsgVG3Ybx4Cxb6jPg5ExeHndQGn9QntrkONkmr6n2VmPgztL3btaYrO3MkLxFLOvpjNMjQrkhR845dEMPlJPKEzNWHjt6817kopjyBRzzwtNunCLx41B3Bfs2D3n6SEiifQbao5LYmm0n1eBK2M1abWIpD/HJgsyCyculzDZl4eQjPOz3VDos02ZMLWMn2uTnOxu7HMti/vpooMmIHi/IzYaI44xe1GKVgs3SeTFGpIVp6Rbkid0OJQwlg0CwuJpwejHAqUZsv2zTzp//Z/+o9nP//D39TZs3WIAP+udYWVx5w3J/98/8wR3HuWJHjEdCYspBXCYt7B0uL2r/H5Mm5dty7M4tg3scDFn99AjAS+Auj2UbeVbFkE1ZkiXlXYxdReqFW3BbABdDgdyyPCmzt0r7Or2Qla7mv/1Zg+VBBeG7Vp7IIvDNRi+UP9eLPYp+xaJHtWBw66jEsUOz5vDj397lK483WQ48QukwkBIv7aEsRj5kQXsBImvbpU4KOgW3zis9C2dFpAxu8iA9A7vKQJ0XkGUsXgBcZD/Ddl2NyxTgIj0+fi5Gsq+UA+JidSsP1tfGlgy7Lly5J2DfNs2GLRt/5uHHDt8XRYM/zxn8gcefxogKbnyYq3f2uO+ZFlOViIpnl65sMKPK7XmBFnCpQT0wCvQc3+Li1+Ii5i66X/KOblGAJnMn7E1XArgqxo+pEqgdKXFSSeLkAM80t86DStfRObjdtJez6Mi34HZVhOeFfPyrLs8dq4J0kVLiZ+MqRInNRKkPU4iRz34RuMsJn5LW1CmTR4lDHLtcubvPt93S4fe/WEE7PgPp4UuRJ32UFEQiSzBdzOSizOQj+raoidEKlLGrgjbCglsVjlWSAl1KkQa2hUGQgV4Ikc5TyW6wrN0wW8HFmDc+TuRiRBGYsnwzRYOINvZv1iuaa/ZqJpuGOx4aMrt6hNfUYnp9uzGEA7DaruB5VQ6ecXnkBUOnZ/ssoRgCo9J3KYRJwV2ac8KoRMmz8OMgLy1TsgzyDOiSMYAXQ/QLJv8GAM8HSoqxRE8GcGPnZKdSxFWFW+KWhgMVmtuyt+vYqVWrbc1nvtZgqe1DxR2TJy8uURBi9HSUiOAi265UI65TiRLFDpNNxbe+ts/t9w9Z7vmEymGQyNSeTAEnRAG4cXsuZe/sWzpn8yKWUibV4UrgGNAydVokJKoU3EtDkv5NIQrQlzV45iCNzFXJnZQXWddEVu0xqsOLOZYidfTsz+14N81EXdOsSV5+YMj0esPsZI1W3X5W59Tpw9Tq0zvOnrj/Jx97eoEnX5hi54xNWRckJGxhlQChs71mjJ0clpWfpG9IwIs6J/mHG7n4mXMixrS3yOvps+BSZIAekSmi6HBJWVuVga2KveidjLlVibkvYvBs3EQxcsJRNnN54qTghVMVND5CWvfEEUXpwKiDIkquRrFslZNhBZOLkjzJpu9mozgkceKAcdi/PWT3xiHLh6qYxLMsnliZ4pRcnNzJoFzolQrurIwW7NemGPFhDBgpcuuwHNsobQGlS3IxyV5rUWJvU5Jo5SZlM3LtLxVs5jjKX4/P1SmN3S41zQShRGufGw7Uuee5OQJ17U++8dWvfPLY0edPOvPLCZPxYMNjL5g33vf4MrvW15ip285yR6VqzhiEEQhj8iJCbQTSlBI6L5KSH2Vv8pNeBnnB5iXtPcLgRedKeah9/qwomDv3wctHuqW1KoO7BPJ0v3pXpaydsrdKv3acCKUiPv9ggyNLVfAKeVJ2T8pBchY8fyMRPjqfrzQ4Kd/drFRGGzrsmgn55pv6PPJ8DbRLnFgt7ibpkM9kVCoVAMuW1Mw2lKm8vHhQk5bpa5muKjI7RLpbh8lXT6nLsVG6AuuCycsyabSqMnNZLqlRxgqxyu19jLC5McWGCqz6xMkE26cX2LN7+Ealhhsmm/FJxwYqgprjsK3lMz3h4LoWWNk0/iSxyiItMyjYm6wS7NK6u4zugskuXrozIIxONh3V3XkckM8EKckTJUp2YQrqdD5hsW0HFwPbKQYE5SPeHJ2CPLbyREVUayEPHlb8+dfqDIYe1BwcKXDFqDQZDzBHPuulAA6j+nvMMiz74lHsMNFweNutQ754f5+HD3uYussg8dMKy6w4rcyepC5GBu4C5KMVIrq4wZRl80RaPZ4BPMmzxyJl8WIzX5lLlTGLtwTyEVMhK1wQ5kXOixhRBaOFacWM+WyjK20k7a5kac3BcxRbh3WC0CUIPZx6xdY4b5oWXL+/glAeWkMQwjBIGIaJ3cdNFydIp3ptPGv5ovguaZTCFy2dhNJSmrN4FlhmGrwEbFmSJjJL08tSQKTKZbO2/S0boeykmzA5ahTobs7W9lDKBpieFxKFCV98oMbzp2vgugip8rJdlTGmLFjsUlWEI45KmbXTc1jO1GVBZnZkdmEYOhzYFvOmV/Z46mSVIPZIpMtAK7yE4r3kRJGHbReB3Iy9F1QGIo1WApXFV1JgVLpq6wLoxbUozTLU6Y0lRVF2IS92yy7lqF1qdRsBezlOScEdRoJBAMPAEEYabQyDoWD9DkNzOqLXi3HmT9yOkAqGXa7dHxFGMAgkKx2H+RVFGNvUrKZwU4qMTnkq1QhhjzB3GeRFfUY5EVKWJmL0WVwM7BEPvFQmWwC8mJyaS5QU3HbGn8mZ2smfi9duGlw6KsL3Qp49JfjS/TX6Aw/qLlJklYPlmphLZDFLn7V8ZrJaFHvlBKPjhkf3pkxKBVhh5NJohLzp5oDb7xny1HEfHI+hlniZFte25bCoDQGRYJ0LIWwCoxwpqYIhHUUhXaRl82xVyZNrKdAz61YZgdBlu1CkQE+vpzZ5CW8hR01+3UfctbHVLb8BGS0WK9r9oD/ULK7ErHVjBiH0g4TVP3+Iya89ZzuVhtFhhJDEOmR6asDMhCIMXY6crXN+sU4cF/unZHebTK2eb8jaJYSPS5Ms6CpLkZElLV/qBYVFmGpwVYz4HWdtO92q9NopzwfPRgan4E4PN5tCmxb4Oyq2hxPhuhGxSfjcfVXufbYKFQekbWh2SyW8I6Wx5aP8xaWW4ovyCKKYnJDVXGg5AvRg6PKaK/t886v6PHeqQhy7GKEYCAc3Kd6PSAoWv/htjDJ58fcNSmXMbdncfi2QWuQ6PAO6TB2WPHeR6nIhy1npcr1/SY+XEF3O9l6SKBmVK5A5KOA4mrPLAUcvaAYxNJsxSWeBxcEq2hicX/qjFkpJ1jpD1rdCvunGIa4MOHNec+yswnMUSjGqKdM3eQlEX/TGCuYWY0AfA7Uof69gbZGz9qXS9KUj3bHAyRm8dGTMnTG5KgM7yZ0T65jYZ6UiPDfiyZOST3y1AXggXYRQuHlyx+TFVaMlBiJnqJSnRoo9R5iJMX2ZzpHRRqMT27pnp9CqPH1vjMM7bxtw1wNDHj1mJwlEWtFPRFrwld50Scae5QaE7OrY18YYy+JloKeHSkGvZWq/lgK+PPlmSgFm9lqXrq0sVYuWmPxSSZ8RRIkX5QWEsE0uFc8wOxlhVIfJ2QBXJbz+uojLtkwSxHUECc7Gio+jBNVIcPj4DI8dtEHGdNWwecowWbfrjZKFfs501QioS4C/SGeNLUeXAnXB5CK3BEelSVFBOA7yYjuOgrmLAfhloJdYu/TsZPpbZfo7xnVjoiTm7oerPHO0Cq4L0gaXXskaLMoJuGgTp1HWHOVPU3qRN0CMjA8uBZuJRKs0u5k4BKHLFbuHvOZGy+KDxLJ4IDyG2m6Pngd+SWYXGjs6ilGQW5NgdLfojMGNMsgs3jI2EBVGYATI1EWTugRwOXo+dAnso0VYZYCXZMo30Obj/7+S4DmaVh3+zis9Jhoaoz3avQkWV2cI4ipSaJxWy3amO65GaLtneKLtxfPc4opkFytrVysYfTQiFqV3e6mMZS5NGAV5BuQRoI+4E+TVg0XjgxnR3QXYTf6cMXc2L9zJQV1MoFVOCeCpRPGciCMXBB/+YoMgcqHmpvKEvDVNjWQOS+dkZKni0lQ07vmW09NajOrxi7S4Q92XfN+b+nzu3jqHz9mbL9GKfqJslWGSJn+yzGGSjuXIWDNfU0xx06W0LUvSSaUaXRq7mZiQVp9bgItcBklTaO/CJBi72cdKGMqqoAC3uRgzOeuLvJkiw9swVJxbrDO3XCNJJL2hIIgdTCqHnDe/6VvXP3Po6L9++OFHmGm5xBqC0G4sKoSt8SgHgBcvwynIR76+mLUzeygf35EHlqMgLzZCYhTg5VoPWW56MIUGz/Ziz5uPy+A2pe9lrJ2+lrrQ3mlwGZqYT321zpNHqrbdRzgoIS17pzXY5ebiskyhdGG/4WNEgxdWYT7uTmsL7BGQS7R2CIcu1+4Z8O239fjVP/IYaAe0QyQkA21jhNyTTspu1SXSzfldZg0EpUbfW3bujSTPfchUl2dBvzYmJymdhmgj0i3DgCzjgYtIMM/65j83pVU/fZEWhsUahqGtLIwTwTAQhLFg/dSAl11zw7/esHnfe5x4cKG1rj54855NmsmmR28AiysRvaHdW1lKkGpUB49Ii3Ewj0iTSwD8UqAekSljxVUZuEVmSZX1tymxd8HauTwZAXe2nYkZkyRZpWCSg9t1Il44L/nYV2ogHZCWvfPO/XI3UflGHLtw+XM56ixnfikxd2kHjHITgmPsCLYknQ2iE0WiUi2eOHzX6/p8+u4aB8+6IEOMkATaZZDKk/x6JSkzJuVQLtPhmTQxaauYdXVSnKcShVSDF2xtNbhJM5mpP54DOwX6OMjN6PnJyaAsRcZYW4Bl5JwwBEnpvRsDvYFkfkXTH2ouLGpUPXjz+eXzLWff1jbD6Q67JtsI5XD0rGR+2SVJbAVeOYmS7f2ep6HlGMDLS80lAF0G/SjAS3d7yU9WI2AfnTcyDu7yrmqjG1AVrO2mo4cdJx2Wn/ndKrbjl1MGT1TMZ++rc/BIob2lkNb7zjtoxt5v6UKNMFbhJ5WJu/R6tAH5Up541vmuE0kiMxa3UuXAZQFvfVWPYx/zCRMFwiFOHPqIdBqsydlbYohycXsxk2dipQC5beQ2Mgs4S/JFmCLFL0BLC3ytLyVRSmAvWYiX8sZH2ZsRrGRZ0KIZ2cYXrmMQKub4fMTJcwlBkDBUAzZv7OOESZteuMJ8b46njte448FJpn2HmQYIIce2mSt71OPbPo+ydSZBytIlX74RIwHJRc9ZAJfJETEKbDmiv0vgliUGH5MkrqPz1Hu+xYnUODIbmm8n1bpuxPELiv/+qSZD6aYM7pS65rMuonI6vMzUJZ32jdRJuY4n9cKzFraRtH0pdV9IFEWiHeLExU9i/sHbe/zZ3TWOnXdARalUsSyucnlixuzdcZCn3zPYqlEjMNKCXaYBsJTGZjeNTddngWfG3CY9H1ra/0ePOGUXa/AMyLIkW15MvmS4MMbuCJe936xHdNemgGv2LXDHowkPPieoT3Sp1Gs4X3xgmtPnDXd8fRuu4zLhGyopc5cbeItM4sWbhOZMJS71ugg8M8bLPlT5Li3Xc5RZu2hyMCPSRKbdJoVFOCpTnBF/W+egVmrMNVHZeLIYxwnphJrfvb3JuQUflJNagzIfMFT2vfPXF7HNWFD1jYBeliqlvUMLFyVL4cv8yJshpCKJHTbPBvzIt3X55Q97tCM79cgYSaCVtQ0TkYO8HGwiCpBnPnjRzW5Hd5RvQJW6K5KSNjcgjLHTyLJrl4E9vca6FJtcKobTpgR4cWmAGyz7a1naihLrFMXpfqPoKb79VQHfemNEc7qCV/FxXnaZZLYmWTkrGUYWyNmsbM+1TQOXAvclrZ5LypNLLTcXs3ZZmuQFQ2NAL7rWy7Kk2PTVAlyPANyCX6OcckCpR1hbZdrbj/jo53x+50+bBNq18kSoXJ7kTcWXKrBi9GYfzRNcGuIXVxSWdiejCDbt3u764hS+tluBV5yYH31HjxdOeXzws1aLgyIRkqFO3ZSkFGSWvfGL0itZsJm+B2lyDW6MZWZlRCpRSoFneh5MWqAlhNXnVobaG0AIW+pVLosez4u8GJNnmXRRSjBZt8kAEoxLECqUrLHc1jSm61TqFZzpVkC/G1GvCWpG5d0xjpKjg9bTN1Zm4/E3WH5zZR3KJUCd/c4lgX1JeXIpcJuSFtcjIC+Anrol0o4hy+tMVEl/KztrcGUV/uwrNVaDDNwW4K4kdU/G5Uk5EE6XY0YBP47v8Yxc+Xmkqi/bS1SXS2mzOnGrxZVWaG0194SX8PbX9/n0fTWWuwpkBFoR4TAUIq9TGb8ZC8PZlN6jZfKcwaVJB2Kags1lcVNqKfLrZkzhoJi0RtzkWEgTT+kNkeNIlJszxrA0zuaakXgtTgRRbEtmnYEtle4NIiJf4+oY5/Apj6UlFykVjbo70jJGyeXIzPDsrh+RmmWNXWaysTc4qsfGg5FyB33JLRGlNilZ0tzZ+GA1FmBmDC0LcKuSNahUUmLtEnvXYj73tQoPP1NFl7S3krJUWDVab/KigCkdYuwcjT7seS1q6kvbm+d2Ydk6zIr+Jarki8eJi6NjXnFlyFte3ucjn/dAhSAkRggC7dipZKQ3IEWG86L3UhItWeJJpT+RJrULS2yeSxKZBpuixOjpYqFF0YiRna+M8cmIs3SexrElSl+MnM8RFSBy0LvSsH0dtCYlzrYNgglfEnYc4kSNLZulMtjSrmjjwC6Dety4vwjYZHefuQjkRftTmb1NicEvweKlwLIM7mw7QaUK7a1UkkqUFOQyRkk7+P3YacmHP9dgruvZ/a6lHfSuBLZrZgTY4wVVY0HUi7D3+GMk0VNi9vENc7UufHFTYnKVltIqabc/WV9P+P639LjvGZ9j8xJEBCg0kqGQ+SZSpITCiC8+xuSGkWAuUwIYYwuxsirILBhNQW4BnZbSmqJ1zqSrf3ZzjdSMJyXyzH9nnAhg9Ia0X2tTesupG9Xrx/gTmplA4zx7ShMO7BucaqZbLadd1XFC3iZULgq6VGdDWbKQLtXZHZaxe5aBGrfXRmTJi2jvrJNb5qOD7fccqdPvmRFwjwaU6bPUVnfLBEdaaeJ5EUGi+a2PN7n38artbZOO1d5Spl07FPNHSl3kFwWY4zf6OAGMgXs0g1lUGWZavDzSLZ9hYmQ67zvT4ook0cTSQcUOr7ku5D3v7PDzv+URxNI2ompJnLoqRaWf+IZMXr7MBqu7yZg6Y3dJETcI+76zFd+IcelSBvVYQuxS7D0C8OKmKxOBNulUrsSkI+js0uEow45NEVs3BzjTdZchit5QM9OKEALCSNgMUSjswJ+k1H9ZBvoYwMtMPmrWm4ulSZmxM0YvOSYZyxcsXpYmmVTRI+x9Mbh1+v2SFZiBPGVw14v56qMun763RhC6UHWs9pYqZ+989uGlJFaZuUsoLlTKpZuOyx1QGbAxjIHbdtLkF1SPanGpJaoE9Dh2qNZi3v6aAXfeO+CuR5W1DYXtWoiEwwBRyBQz3u1TgDxzTUQKKGShy02qyw0psLGsrdI6FZHlCUjj1RJjy/TGMqV6pgIzIjsTl1z5zMj5saCOY0MYGYIoHZuBoF4xtHseq50qznV7Q4LBgM7SCpWKtZ9WOxVW2h6gEBHEQuTDfkwpwr7UY1SqmDEgXMzY49pbZADPEz16RHuPg70Adwpqp7AEC2miS5Il1d7STold6xk+d1+NwxcqVpoIWxIr8sQOpQ1RR6XKyM2ar2KiBPRvoE9KFy1LkY92k1MUQpVrxLNKw1IZrRQKmWikdIgCh30bIt5yS4+HD3q0Q2lPNFaPhygkJdswZ/BReWIp1n6d7dqQJ39kyekRmUcOpA3pUqRd7ymjZ5ahTJldkOnzAviYcoPGJfkgJwBroxrixIJ6MDSs9AzLPbshm9AJM1s0iz2D02y00ckydz+zwErP5+2v0Ug1i1JeXuMBVlMl2R2UbctdWj0KlhpNfIzq8HHdXQJ0KXCzNd/mku6JFEVgKaXNVMoM3GWgq2JngvJzBm7XidEk/MHnq/zOpxoY4VjfO3VOLHtbeTLu9ownd0aYOwN5+Y5/EfYuN4uMeuFlmVJuZcssQ5nahjZ1r6VONbndIlAqzY++rc/R8y6/82mHKE5rDLREIwiEROmxEl5xMZNnTRnZ+1MZoEm3GckcxRKbW0AXDQ0mu+6I/PsydVLKk69GAtDx85aeL9t4XAA8SSdyxQYiEvD7fPdrO5xf0AzZw8owwvnDOxqcvTDNXfdswXE87nki4cb9HtddJvO0Myp9M5l1JYqlYuSNXALU4hJMLkvMLcouSUmuZHM2ypJEjjgnuiRLCmCrbEZ3tklsBu5cmsQoGeF6EUfnJJ++u06v50JVFexddk7KbWliNMFzSZ+/tIz9j5I8xbJb1uCFB54PnZTpcypZRrp+ssm00mpxKe1Mw0Y94W239vni16scvZBmyLBsnmjBEJEzedF1Mwpyy20CVXpzRmarThpsitL7l4XfLSWgTcraIEwmWwqgF7FAGvSWV0Azfo4KaZJN5DLG/juNquCWazQvv0JQ81tEcUh1EvxqgrN9XZ2aGNDfX0GjcJXPdM1hEAiqvtW49m+nf3VMi4+Am9GLnA19EWPAzmWKZESyFI6JHtHehSzJts8zLwruXI7kTokekya2wCqINHc+VOcrT1TBV2lg6VzE3oU0KQKm7DPazzZWdFbS4P9TjxK6xyc7FSW0Y6BOWTzT44mQyEQhhSIKFK+/JuT1rxhw5gsugZYgbMAJglg4DA1IfSmHooQwifX+MDmL2++lkkWkwaYuQC5l6t+X2FyKdBKsKALRsukgUrP8UlNoi9XNpJldk2d4hYCKJ1lem+DJwwLPMfSHMfsPTDM9PYlz9eW71k6dCr8Ydt2/Y7RDlAhqFah4dpyCEOn45OyDlyRKGheNLMfjRe2S0WX9IsckCzDLwWT2fVVm8dRBEaYAeaavpS5clBFgj9aZSGk7daQXc8+jHu/90ASJccBx04pBByElriiKqpQYZ/ASyMfqacZdFLLX34C9c4YauZCiYKosfU8a6GeBphgFudYSLRSJ1kjtEMd2f6F/8YMdDp91uOcRifYKFjfa6vGRYHgE6CWQC9IA0+TvV8qSZEk1ezar3hh7nqw3ns7RKQNdlPFQFFHlcs+IIj1PyanJg0tIEgtyiznN0lrMYKgIY4PrxmzZVfnihsqONaXq1d5zR84cE0K8Z9O0oFE1TNQT6tUE39W2XS1bMtMla0SOXCQ9yuWt5QQNJRZOv6dK6XdlRgPJcgq+VGtSBI3mkuCWpVR8OblT7rU8uyJ474cnuO+Jup1wJL0c4I4UVCXphlKj5bGXPtIy4nxIzugh03Yvqcpfk8YemWuUSTOR3/iqLNvkaAyQj0kbmctddqLSIZjGMDMd4zuGh5/2WBuMBw1WkyNEvsOGGFmCxu9OMfrKjN4K47dI8VqMfG2yf3vESRL5L4xb0WUrVafgjmI71juMIYwNUWQ76weB5sBumKqf+f65C48fdjZOTqC1wHdjlBowPRFT9W2fojYQhIrewCGOc2skS2oWH1YUTDVeYSfFKHvnTD3inJQGOZZcktFAs9g+Y3zfGJVuayez6sD8Oc1UyqIcNvESPnz7BH/+tTqmkuluK09y9h7R3qP6e9Q9KdfblM7PJXAxvuSWf2hKzDjq9ZbqU9L6i9wulCKvPLzIWUmlSiIc5CDh7a8d8Pxxl/d9wCH04xGjXhuXIKuGKgcBSSnJU0oGGWxtS8Z1GWAlWCtRpyydypYs6LROSnojaSAPMFOj0pRW/sxuzMAuRs+bMRAlhn4Aw8h+7TqGqqdp1gQraw0wHlFicLastxVqnoqZaQ5ZPzNkujnA9yK0hoXVJifOTRCndcml0csX+d2yPIdO2ksnS8/l4LLQ4OWZ05Rel9LxI/vDjIFbZVLEglqOyJR0f8e85iThrkd8PvSFOsMknYIvs8Nq72w3t5Esagnol7I9L3KNsmME6JfWKkUms9C5mQ7PnrVOxzhkWlyW5qfIkjcuDDJJpYrQiFSu+K7mB7+5xwNPedz1hLULM6kCggSH0NigM/fFZQnkYkyDC3tTquwjpZo8D0KlQejUI8/uHWFtQ5OuVEaMk6Eo2YelQrCSwSNT10NJy+LnVg0XOhBrQdWVzNYN6yNNY1HTHxriROPs2ryKNhLfGbBpZoHusM+dTwh6ocJ1JU6iMbEi0bIE6lJhDJdi7ItdknKyJ9fZmTa/BGNndmC290zB1OMavAgkRzYtlXZ3XinTlLwT0Q/gF39vguPnfIwzGlgKIXCz4HI8NS/HmfsSYM4hPBZljqB8FORlxh5pX8tssaw+BYOmNAV2JMsp0ELa3dOkTq1E66porUm0gww1uzZH/OwPtXngp326w/QD6EyYSGKpGOqSmZCBXJuRQJM0ZW9KP8+t/JKjkvniWRAqS2fAaDPSKyDSzqCLbafReYY2N2K3pfF9ydRsH9QavhfTCxUPPtvg6bMVQpEwWY8swD9+XwXHcVhei5hbgH4yw/GzFZRxmKwKdq2THNgumJ4Q+B6p70xpgtMouLOAsZzAEePBZP61zn9+sSQZ3bKukCUlwJddksznlgVzOym4HSciTuDXP9ngiUMV63mn6Xik3UF5nL3z4BJzcb13iaFHj6zO4lJ9PBTAuQSNj9aljO53NCJVLtUQYezqKrVEC00iJEJLpEhb3ISD1Jpr90f8+He0+S8fbxEmGYuLXGvEWjFM33deM569X2mbjrP0vEpXciNsp5ASWRo/dVQy6ZLSb3YD5Gn69N/JBgXlBgXFoOdM6GfWYTbNzHck05OKy3dpdmwMaDUGIAKOnR/QC2NarU143iRaxzhve8v3MtWq8+WvP81X7vsskw2fzTVD3Rc0qzBVV2htU/ZO1oc3wt4lcI+k3i8F8rLWTn8/rxgc3R5jhKlLYC+YWo8xdxZkFhahzKoFKwlffqjCBz/ZoD1wwcu0t2u1d4m9L9pgdczKvKiwqqy5RSnBU6p8GyOl8tMlyocKZh+ZepVJE1OSJlniR9r2sUSnG0MZk0oWhZTa1qvEimZF88Pv6PPYcz53PqigFqfMLHINEGvJEGz3TyGaKLTC6Os8YBQFk2fuGvm9k45TlqVzkXXga9v5k+8On65WoyDPTm+6yYFjb96VdgUlFe1eSK0SsXEyRskem3a/iYmZ64ijLs76CZdW02PbtMMVm6BeA88ReJ6k6kvqFYXvyRcp7h/NQGazMWQJzLk0KdWVXKS7xzR3vtHoRfo7BXQJ3PbrUjInY/NcmsQcOunw3z/R4OiSa+eTiUKaXJq9XyQd/6J6ezSpc0kDonzBytKkBOqReYWUvjbZVjGjk2DHk0EyK8wSBiEkWtqSWnudHGRk2D0V8w++s8vJOYcj5wTGKQFcgMElNpKByWQJWc46194Zc5fdBpP+LBtBnrGyzDxzkba/lf9cps2lSQFvgT4C8pGgO912URuGoWG5LQkij5W2Q8W3u1FjKrjTLdxmg2AITtZn6buCDdOKyZaXzvOTduNUV9g93J2Lt/MblyUjTkgZ9KWqwILJS79XCiZFprnTykEpRsFd3lpayTHWTp0SKWOkjPD8iLm24Bc/0OTTX61h3MIxseBWCEHB3iXPu9hgddTnHmloKF2oEcktxkA+BnYz/oW5+Otca5d+xdZ3lNra8hR+4Y0n6ewSmWlxUQo6E40rNW977YB2IPmZ90vm1wT4KdI01s/WLhHWssxAbrBa3KRaXKU/M9LKFZMld7LCrEyyaPKAEkxefJXpcgmFny1NWlBeArnJZuGK3AOPYk1/CHEi6Q/TzX2V3T3PU4bLQhtbaCNxPE/h+/7cRMP90jWXb3hjEvdQShbXptR0kPnVowmPFwH3RUFjqrlHfjYOdjOisUdei28A7mz/9JJz4joxIZrP3l/ny4/UiloTmepu6YCQOMJ63kW3zqWG2XPpvstMomSrtCgComJZLQNYXAzmcQYfY26j04RJLlfSvWkyZyVL+qSSRaZlo0nO4gqtDUIotNDEscZXmje8fMBbX+nzh190COP0Ls/kihQY4xDqLJAUxRvO79zS69QezBlAi7xmJQ8+S7Zhpuez38/+dduKNgryLP+SlcLGxmCMJkoMwzCx0iddQY3WrJtt0RuoL3leZa7fH6L+26/9Kj/4rpvXWg3W1k0OvqfunmOiIaj4Bt8z6bZ75fYwMeZjlxM6Lwbu8doSM/L/FN05mVtS1tzmGzN3HmAWJbCOE5FIze33Vvn//c4EJy74aRODY5M6Kh0FkSd1DF62z32pPDYD/eigIevz5qPjRGleohidQJDNWCzPNM/my2Q7V+SyLrNRx74uby417smPB/eyJBvLdUCZ55ytNhiYaiYcuCzizILiyGnH7pgwElTY1zoNEPNMZx5UlO/ksSUq/flo0mg0xLaZSnHR/17EdaUJaoVIwqTbHEaxIQwN/WFCp5ew3E44PRcwPbsN12v8f4888cJDr7/t1dk+mYsgfJDzTExcoFVvstZp0O56DENJGMt845+swCVnbzmqtcvgVi/K0KPSJLMCiwRP4ZYUzy8O7oK5bYeO6yacWJJ88FN1Dh/zoV6WJjK3BZ1Ue48M8blEQFlUEY5Jk5JcyVjkL/vIak8yC2J08HshTcqd93Ks6ycRAmHSIDP7npQIo9KBPWmDhNDEgWb/rpgffFuXR57xOLlYArcU+a6DRqpLMrnJACoKfW4ljCmSM6KkzTM9TuGySFGyIOXYyUg3h7MupUklR1qPgt2UIYqtFm8PBCsDA2rAQHfphV0GUWkTqkBdS6Na45kziju+dpp3vWHAgc22uKjTd5GBQxAVW7dRYooM6EW3y1j131gAKS7F5rkXXrIBRRnYZQ2epDdAmr1MWVvKBClsOn6lK/jVP2xy9xPpyONUb+dJHSGRAjysNCkmspaanP8HAWYmWbJrW9RTyBcltkuBeiSpQ+F7jwaeo5lNnc4FLAeeObBTySKEDTal1lbCCJvhBIUQmkRo6Gtee23AP3x3h3//ey1WByXPR6b6QguMlESZpMjcFQlCm/RmMLkEUSVAZ3XjeaOmLuQKunR+SrJEZJ+b9HOm+j7zc+xOa4YwgmFo6A5hrivYuW3Au26LuOqq7azffDVx1Oefkd03zk7277vqzqX54L3TtS0M+hO4TkyjHlCtxHZoTmk1yRaMcZCPDucxF0mQ8UaFnJ3HXJEiJV+yAWVRayLz5oVCc6u0BW0oDb/1qTof+GSDbuTYghcxHlim7J1Li1JipxxIp0t8HmBmS6cYZfPCVSrW3xJU/scgLy/BlwB8uYJztLOqmJ2SF2GllYbloUHl9jZtisFBSeLQcOA97+jyo2/vUNUx6BhMeugYTAQmQRtDZGCoIdSCSEOYzgfMstyJhlgXG0Vl9drZzmj5BlLp9/M9d1JnxOQzYMjZetQ2tYc2dsj/IIS1oSBMBHVVgXgrndXwvTt3XHXnnsu2AGnm9bf/+6+wZ3slalSDPQe2Db5158ZVfL+L5yTEsccgcBiGkjiR6ZCWouZ3dF5gAdx8KM+4/Teiq8uA16Wfp5q7HHSqBCVK4JZxLlWcVIPjap456vEfPjTB6QXfpuJFKR2vLMgdCRVp29G8tJgq094y/Xp8/nhRQJbtD5Qx/SWG9Jf0tp2SK0d/Nq6vyytGXtIA5Z3mRrX4xQ0XIm30Le/NU84qFytNUY4q0mKPipuwblJz37Mu84sqtQDLdyypRZgdhcIWJS1engVjLqHXRGkFuEi2Z7q97EqlhFIU8WVVhoIggrW+YHEIiYoYDAQ6qtEfmD/88lfvvf91t72lkCgAr3rtG3G9GsePfJ7fv/0ITxyb5h9/R5/9WyL6QZ3uQOUpWEeZXDJlrKfSctaLEzSj7omSBXBFLkXGvW+dy5PCPUlKOjxlcpHJkxjlap4+5vLj753kmSM+xs1kSZatzFLyFDMGx9g7lx7llWpEhohRpi5fkDKTv/h1vAR7l1+U3ZRCqnCRTBG53ZK1vGUltnKkACttUhHSZuZTN8XudSoRWpEIA6HmqssifuNn1njPfxB2HrpHoY1L7opGEiKKkuk8w2kZ2BFlV0WkcsTkhVk24ymsVi/LlbJUSSVSueFfinRPJmFnZkaJ3dHhmr1Dfuo7VnnguRiveYC3ftMb6A/6/Py/YRTg3WCaplfjjodmeOK5Ga7a3aDhSe59NuDYaVjXElQ9QcWzwM3lSgqOvLxzBNyXck9GkziZ713UnFwcWF4M7lIhlYhx3ISuEfzmp+s8+bxPktmBuTTJ+iyzwJKxpE6pbqbsTIxIlTFJIkaBnrPQuDb5hgXhoy+Ls2ouKrgarxnXhnS4vLBa2xSWoRAiBbZACkliDCLt2slS+IlQqfyyt5JKDNceCPj7b+vxL/6LSzfGnqSs0jAHoYNBEmWWp7Z/36RVh5kfrkTmm6dAz9Cae+OFLhcpyFN1b9P1okjukHryjhL4nqTiKQ7sGjK1rsvpcw0OH93KDbtWueJlPpt3TRJHbn5ec4C3Gj71WuXoNXumjjWS6d0v272GcXp84HNVtk8muEIjJhSOA172XsdT62JsKM+ILNFc7KiMypCMsQv/+8XBLVPmdr2EfgIf/HSdT3y5TiBL4JaqCDCFPWl2BFtq+42zdxnQaZJqxO+W2bI5BngxiuNs6RbfCNxlxma8VLaYO2JdhLLuTsE0Vpuije2Sl6UMZ8biZNlNY7uzknQTTE2W5TSIROMJw3e+rs/BUw4f/FSDXiTAJdtaM3c3cpBnXTtpoEnKzJRYWqYsLbFfZ/MNMxdGpcF5luIn3alN6wLkdKjrhQAAO11JREFU2UKqFPieZGpCsXeb5NYb2/zs78KffLXJq1+2iYlNm///7b15vGVVeef9XWuPZ75jzfMABRRQzDMq4kTaqB0ldjoxn5iYQeOrydtJxxijpqPRJG30tTWJedUEEg1RlBaVKIJGEEQMKDJVQVVRRVHzcKcz7r3X6j/WHtY+9xaTIGp6fT73nmmfaZ/f/u3n+T3TjiXr6tv7UbHfc3FmzerltA/feuP5p4efuvxCh+n+Aa673cGhStUnr6rPfsFyEcOQTV1q5bBA7aTtQGbprnLY0Zwffpf5X5yXns0N4OPX13jvJ5ocOuqbvZAlUokiFTbLN8nY2x1i73nS4BC4sx4ox0u8KhH2k/UwF2DyUmgaSg5mybHUIk/KGu58ZY8/UcqqAlIyv9Spw5kox+pW67B4TPH218/yK69oUw9i0zMkcziV7XwqtNbEGvoK+kqkzqcgtp1PLQpnc95t2wE1b2Vulx9XVlpD5vN0+y46bvHyi9oE1cPsOBry8IHqp6669rYbW6NL5zM4wNKJPn7TueHr34pe/onrR04/cixkzbigWZVpI07yuezlUSF2hU0B+MKxLGztYZMkY/fiflW2wYfA7WTFCzJGBpovfL3Kn328wYEp18giws4SLNjbycCdFSUPmR8L5Z7YJljhmRW6tw1ks+38KexldaWcNXg8Nrcjn9ZEywL4Wa51roubggehs/C2pY9raXKstU7bIJvU2kRohDKGbqJMczYhNNEAlozEvP1XZzg6K/nUl+sQJlCylTMmd9A4RKnjmZsemASqzC7XwpgsRTQzvZ0d0GllVNFmNlOvBDIx05WTRKTNqEwflOm2w8GjTS4+SXPSyj53746+v3euckPBwmY59o0//fN/Ydu+Ex7d/qh/jurrM5a0NJMjDiMNj0bNoV7RVEMIfEVQmgysrc6tZdBnbR2Kini7OLicTJWrJ06hczv5ZUxJEgwV2/e5vO+TTb73YFgUDmcBnTRTkFTBCAT56G3XUk4WKkMbjtRm2rgjhkeLF15+rpII67pM80IshcUedJufBWRxaT8mFzyTiFI/maxsrTCX9PyDU5QPtFJ6gXUQ5tsoTbOpqISab//A49hUuhOGQ45W0o3SIvcPtXW/bVnbz8/bjlgH98KnvsK/Kc6sxl6MYpdOz6fi19m4ovbl1Y3tH/mF17y+9Gx36NW4+KyVSCnZuTOi321TrbjUq4JGTVMLFZVAEfgKPwO3q9OWaFZlu1RDRQwakQdn0vtEcV1kTC2UuS6KFNhCKbHME1+xY5/LH3+0xTfuCo3mZyklC2reomh/PL/P4PzI5fwAz3EGKA2rJ097GeYrGLw8ILYwR9Ix6pl9rtK+3BmbZ3ax1aVWiPL1REkEOs06pBjTLowzChrRi3nBmT3+5I0zvOOjTXbux9jjDDN5yrrCIVGCvkhL69LPoYTGFaZpfcbmSqSxkvyzGrXNbjRaaOC6XO1EklY5OQwih5m2y2yvzobGepRdbnY8gP/cKy/DcZzBTTd22LZtJ9WKpF5RVENF6CsCPzEjsPMuUuXi32EVRdhALgFbpQNDyw6myEyUNGI5bJ64nmLXIZd3/nWTz36tykC4pp8g88GdmSblsdvzQV3O7Sh3Qc2Zzga0yI2UEtgz3faHA3rZBi/1Drcfy8yQ3BlNJzEg8oMgU1mEEqnTKw2ARWq6KG16CBoXkGIqjyZBE7ia17ywS6LgHR9psfuwKBBjgzxfDgrBQBnxRaXEomVadieyxpzm8zrCJFcpYUYVSjk88VmTSEjSNhFJkhUca6JYMYgUnieoNMfZePLzBkmSPDHAFy8aB1n//eUrVp80M7X/eb7TplFRhEGC75mK9eGiBMcZzt+2AayKwERme2esbYE9B3jK5Oa+TC3J+pkodh92+YMPN/ncTVUGMh1rPM/mNnneMt3B+VTiLIGqVESs5zO3BdwFncnjKCfFjaeYl1LKIrRADiXFhHnsZgE9DeGLtOzM2Oi2ypICXUgzKUFohJZ5yFxohUijnFn0Nk7AI+a1L+riOvC2D7fYfdgvDFtbv84/tYNGEKUmSyIFnjK/gRLGzHPS6+bMI0gyRk9B76QVQ9n4nDiBQUqG7gA8R9Pta9rdhEUTDVatWv1vK1cu//1Dh2efGODCabBr2w2zq5aKbZ0jycUkPWe0EREGEaAZxKbCJ/0dS/ZzztiWQyly5rYuc6DbB4Ed3EmKXJPMyXQT9h1zePtHMnC7BbjtXJMU3CI1STxR6N3HkwRL7G0BuwC8OA7YhyddPE22hnz6GMwPTefbZr0KU281S7oSQ0A3B4XIAz1CpANcLTPFvl9lwE8lRZHJh0hiJC6KV7+wS5wI/vuHW+w/xhDI0w8vsw9sfoMkTSNIBCRCGAdfZyA392eBtiTVzhMJjkqzMlOgG79VkACD2HzPigcjFYX0RDI7CLZd/Zmvzb7uyhc9McDBnCoG/bk3tpr+OTKZ2SKcNrgRrnSohBW6fd8MBU0BbgdvhgGdXad0n1rAXLFYO2fvoio+ceH/v77GZ79aZZBNfxU2e883TTxpNG/XlgNLRQwWk5P+iSHmHmJrO6M096NshcUybZ7ILl+gzmF+lY/N1Oh5kqGtj6u0Ksbs7gzUhYQo0tChzBjcDq5kheTSKC5COcX3SxJcEl7z4g7bHnF5/ycbxECeoJTp5NnRJnRONCYoZOQ+V4tSzasU5D3Lnew3UORnWyd35I36MhMJhNvHdyOElBzp+yz3Kz+Ympp9Y6vVWHAfLwjwlRuu4NGtn0wWLV2mP/G5rdxxf4UgbHD+iX1e+3zDvmT2txWYMXPJLebOEpUygDMf6DmLS4UjktwZdTImdxKEK7jxtpBrbqzSL4Xe7b+iEto2TeY5lgxHLzMF4zhNQxFlk8W6XVIh7B34ZKh8iJ1t5ta6fF/Z9jZsNi/jMJPqtOXMaVGyxe1sRCwGF2ltpzmAdcr8gNBo5RjQK42fJPz8izp890GXr95eRYu4ME8ykC/4JU2DoQGmUab5HWxg6/y+7EzrKvJx6U6a66614tWXdLhgU48giPj3h+u41Yv0VCdK3vLr89n7uAAHULXL6cx1r/n2A4+dcPTQkdp4w2VuWrH3UI9WbUAQDPDcLFxesDcZsK0f2066F6gyyw8xt8gcS2HyS4QLX7w15Pc/3OKBnUFaMGybJWW7WwizY0rheFmwhmOB2Gbvks2NxcTzHEwL2I/H1kIM4/e4QNfzNhQl9aBUfJyCW6UsbTemHK7hFHYVUOpoIqSxt5VE5QeoSfPV2gT0BNp0lEhZ3JSMOThCs3ndgA+8dZrfk/Dlb1WMqZIN80kPCnNq0GS59/l1nVYf6XQf5mZZUdOaEZArzLRmX0LoQM3TrBmFcX+MhgfjjS6vu7zZHl179jXCqfDOty68ex2Osz74gb/ikktfctdJq0d+1Y32tk5Z67J2qaRRTWjU+lSCAb43wPMifNcU99qdXEvhd1mWBU1rtkIadFL2lnYE01UID75wS4W3faTJ/Y+EpnBSOqnGbYfjM/NE5LPkfZFp3mmFjl3YIMtDZcvZgXaUNs1gk7atXh45bk4cWcabtB4TefZbftvWwReQIm3Ne7hqp6SX55mDxQEnSwdg4UswvE1x/Bk1KCeeIhMGRGm7ko6uYNFYwuknxjx6wGHbzrS3n1jglGSzuN2IscgFTg9AlfsTidbEShNpzUAbZxVMreVoFeLY4eiMx+GpgIll5+/vtWd/ad3Gc6Lj4fi4DA5wwbkn0+vOUkm+T8WfZWJkwMTIHM16h4rfx3EjpFCFlw85d+cV31n4zmLzwjzJ7PHUBpeJAbqjwIUv3FrhDz/S5L4dFrhTpi5Y281/eTOAKLW77fpKLDu7pKBkP5yeBzhb8ivYXZRBUwLD/FHmFmLm/eQLknnWCB8rqmlvP1TVY2+jUmesYPaC8TPb3JgsRV1nprioVELMWjkIrdMIaNrgMi04zjtdRbB5TcR73zSD1vClW6vHoUtjnqAdw+rZuTIP6tjgLx8IGsw8UOEQSYdeLBkoSXeQcGQmZvniJi9sbqQ1srDt/aQAvnzZ8v69D973mwOv+pktq7fV+klEpHrM9Xp0oyTdNZqlkwrHT3+AKMsbd9BK5h591mwuy03OzJHc4ZQJUiQIqcAVfPm2kLd9uMn9O4MyuIeq4klbkAlZpMEWyslwlXy5WkcwxJRQZkzKDDtsc88zYx4H1E+0SmDWBQ7mtZMoSYVFLooQlB3ODMDCJDIZE0WmioQy6knujEoDZJlaF/MOrdRUkU4hDQ7g1DUR73/zDErDDbdVChsj/1LK/G450HWxw3ImV5hSnwRihYhNPZvrKxZPqhQvEi1cHM/jSOTz2GMOr/qZsN2o9X9zZHRT/2kDfNe+fWpics2dZ551+cz1X72v9uXbfB47MgoiQScDdNLHEzGvfUmXJeMJgas479QBG1ZEMDDj7ZSSqSZr0tEK5zOzv1NJEIVwFNoR/Ou3Q37vQ00e2OmbkvcFNO6CvUVJEpyfRPX4wZ3SKMAS2EXZ/mYIzJbxbfsb+a3ynY8P7oUczvRfltuRZxyK4+WJM08yzOxwkbV1yIBvMbhCGpKx9fK0y73QMp1iplMJsXwoikhxypqIv/h/ZtBacOPtoWmzLdMPK6R1xOapiNaXToGtYpwoZuOKPued2iNwNUvGE177kh4ugjh2GUQhGo99RwRfvnOEiy586cyGDevunJndp3ic9bgAX7VsGZ7rHf7BVvfVR+Yu/0b76He8uvDZNyc43FHEURfUgPdf3cTRpupmzaoev/mzM/zySzt4riaKPRM8EGmH8dRWM05pUjiXUqMdwc3fDfjdDzTZutu3HEo5xNiFzY0sopWu0LmTUiogXsi2pczW83oOzru0RwRmRsl8J3NYE5/nfA6DeIE7baVkwbzwXPpLDcIhybAI56dAJzM7RNEUU0mUVAXYs7NsGsYXQubmiUAaR1NqtHZSk8cxUdFBwsmrI/7qd6b57Ri+8d0U5JlNbtdeZqeZ/LsmkESEzoBffsUMv/GzHdasUjhCIhF4wiGOfXqDkKnZJken6lQdxZuvPDsab+pXI8YPB5WRxyWPxwW47/nc/+AjbN6w+jFf9XeI9sMnzrVnueMhxXTfJaGK1h5dnZVgK77/cJU//lgA+hCvv6Kbhl+N3UfqIJGaJrnm7ZiRczd+J+Ct/7PFtl2+MabzJogL2d7G1pgnCUpLY12IvbGBbjVdLzl0C+SdWL/RcC7RcNSy5KAN3TcPz8PmiLDAb9+2I5zDQE8BXJIRM7Ark9desDqItAg4A7cBdWoVpw08jclss3iBWdOsJ525pkFqxQmrIv7Xf5vmLR+Am+4ISTKnp7RksVO0hkTjiYRfftks735Dm9GqR7/vmTTe1MFMEo8o8tl/2OO2eypUKiOs3LRlx+j4+sdmp3bRHF3zuACXPMHyXMnBPXfumhzlDf/pRRu45MzDrF3ZphkkeBIQHtIL8fyQIKji1hocOtrkznsqzHRlKj+VewJksqAjFI6vUY7gpjtTcD/qo/0hswTbJMmALhc0TUrgtjpsLZxANWSLQ4m159nmNljTfyVLxAbnD7FycFsHgQF24bDn9ZGqeE6eE44dpi8KkAuQZym2WW54uZGnPXw2/1Ply7yQWZu8ct0XnLAy4oO/O80Lzu0hE20qg3VqhuisR1e6s9IK/1YFzj11wHjTZ2q6yVy7QadbpT8IzIAtJej0PR7eF3Hz3VP0nTXs3h+/4XNfvGPX44iA+XKfaIONG1bR6bSpVKr77vxu+5Zb7m9eMnXU5bUX93n4SJub7xnBFR4tT+E70E8kM9pnckIitU8UeSSKIqhjBXhkoNl9xOX27/m8628bbNvlo/1hpi6ik3YwB2G+Xl6hkwEc5oF6Xo8Tyrb3vKaaLMDUFNvkeM6vlxttzs9DOQ5/W+xdHBipkpKKDJndndvhDDG4KJjcjnQqRM7qmXqiUnYXaTKUyDV1E7pHmJI2BbnDqbISY2kOhizSqTLSSg8wKUBEik2rI/6/353mnR9T3HF3wO4jwtR3Zo6ASF9cOuBAT2v2Hqpw5KjLzFyLOBG4TkIYRLhOh1vu0eze12L9Mnj1izVnnL3qljO3XLyv1+tQqdSeEOBPfAgA73nPezn1nJce7cWt2WTgXznu7+e/vrhNN57m37c2aHmS8apirKoYCeHEVYpXXBKxfNwlik2OpdHFi2Y9bqDYttfjvR9r8KFP19l90EsLhYdNkuG+JkUoPhAmS9AUMljyoLQALy39e0hJsUetZJdFfneRm51XyYuiokTY1zO9W6T531i3S9q3yM2fBc8ictjZXaBFRXp/UVlUOMPFWSadOWk/3/IhMp08J9P0xW0ner7ZlkU67Sfal+nVBCbGEp531oAlSxIefNjl6JRDEWGT6e8Y4Ho+QviIOGRxo0GS1Oj2jc9m9vGAz33L4ZqbJqlKl8suPpctp6z6b+2ZHbfWWxueDHSfmMGz9fxz1xOEzTtPXDG47ujena/cuvcRvnxHCw+XsYpmtKZpVgTNmmTNsgq+WMShY3PUKl0qoQG364BA4YaKh/d6/MnfNLn2a1V6Sarx5eCWC/yl91OoJnbpWZEhqAvde+ivCJKUTZVhsA1HKm1GL9jclk+Gliht+uRWytjzzBxd2OkMMzfD0iF5fnXG4JmyojRFc51cIszMGsrb5myeFjGnpoyUaY9AKVObvMjZVqSvL0DGCYtHY37xig6Br3n3R1ts3xtAmLa0Eg7ScWh6MB4IVK/OXQ/6rF0maNVjWnUXjWDcjXjJOV3u27mfWXE6Xb35usTZcmc7nnnSu/VJA3xi0SJ0vGvXxk3nvOXD37rJueaGxS8/cMBjacNkdbWqgtGGw/iIz1hL0hto2l0f3xsQKpmCR+EHCdv3Orzrb5pce1OVHo6RAhELgNtidGnZ3QxNIBYs4FSCGDJDyuNI5qsl2cGzkO0tMlAP3ZfZ4fPMEsusOd7K1cE8pbD8YO50pkBEWMn/NtgRZeVEkDbtTG1ulTmQhVRYOI2ZXCgg6woulQG3TIM/ZKA2TmeR3CVNLoqWVkWbUU50TxG4mldf1gUF7/rbFjv2iRzkUkDV0bRCTcXTHJlWhL5HnHhonY771k2Wjbi885djZlR8/aIVZ7/lge17dp+xeeUzD3AA4a7mun+9bfeGtZffe8b6f3v5A9F2lFbUQsPczbpHq+5QCxM8p5Ans0BOGEY8ckjyzr9u8dmbavRxDAULs3NL4F7wNgV7Y6fBDmUKWiVdC7J3BlJRRC3nn+ZzVM9XURYEsD3ZYcG9Vwa3ng9+28bONx9SVkQOfBPsocTuVgRTWKAXFPb3sMIi0kKENDErq+E022f6uEzD6bI4WNCm5lLLfEBWBnKtTFqCjjWho7jy8i4IzTs+Msqugy5UY7T280BVnGg63YSpOQfPlTjSxXPNG+095DExuYbzz7z03iS5Zff4ukufCmSfGsABzti0irGx5e+v6t3rHjtp189f/aUBoe9Tr7o0ag6NmqZeVVTCGN+L8bwY3xvgyD633+fw159v8JmbG6ZYwQ4RYgGdYZCL3EbMzRKpSwGd4SKGUhN7u4ZxgT8751vaYLdwtmAi1jDosb7GUzBQclBbTD6cgFU2TWx5MQW1oMzqeXAnq/yxAz0Fw2dVXo5Mk6DylNty/nh+cGQhfzLgmzk8ZGkZZoCPmdqAOYgcR3HlC/qQHOOjn1fc/bBDlPj0Eo9+LOgOoNNXzLVjfM/D9yT1qgOyw7/eM8bzztp4zUWLzn//gX0Hnipcn1gmHF6r16xg766vTp+7ZePr90wFt4a+S6NqPlCzBq2aolGNqYURlbBPLewh3S5XfcXllX+wiGtuHmPgVsANQPqUUl1zndQ2iDOQG/C5FDnew4UMpezAIRtbHu828525BQ8EG8CZcXI8M9xSw54Uuo+zrV2LabCfoVuUQV8K9AzP8Cka5efyXy4B2qMIRd7A3m47oa1eh3nNZ3YfxftQek8jH5pWFB6DQYCOQl79/IT//WdH+OWXHqGStJnpK6YHgnYf5rqauW7CXDthZk4zNeugEp/T10e34m94/T/+y1emlyxb8pQB/pQZHODEU1/C9V+9o3PSyT933+H9XzpPxV2vVXdo1RWtekSz1qdZ7zHWbOMHc1z9FZd3fHKCqU4NPC8Fc0ozKqGYY5AhKONOC/AYyScPxWNLgWX2nu9czncscya2K9gp2DgHPuWPVTJfrEtbQnyy2D4e3kuRe8sEycwVPWSm5JdYJgoW8BVoqYuBaXlClnksn6AgSZk6zV2RhXmilCQbspU1pc+S6XTK7PZO0dlBlDb/1Jj8o3oY8z9eP4sr4B/+VXBwroHvSDxHmTpfJ8Z1zXs7/mJeccUVAyGTztKVL31a+/NpARzAcVx607vfdM6Zmy/atvUHm0caEWPNiJFmn7FWl7HmDIfm5rjhZo/3/uNiZgYNwqqLFEZnjZTGFIlGoCL7Jx1CSQpuUa6Kty/ngbvU1FIXkhoLyXPlcrR5tri9HZRMFDGMcguLTxfcwjZThgA/X/u27sc2X4Rld6duaQ70Ipyf9x7MCiM0FD1WioKJwnZP78tMklyjH/oSpI6vksSJRxy7JMrUaspeQjXs80e/1MVz9vPFOxL2zYwgkVa/SahWqqxau6Xr1zd8R4inbGj88AC/4oVnMTXd1oN+73pXHN6gOg+GEyMJEyNtFo9Nce8jXd7zTy1ufXAMR1ZZVBeEjsYRCZESzMWCGRxiHVNklZGyewaVgk7n55gsbHLkf3bWoKWeAJYjKspsPqSOMPTYEJbnyYn53fnHFqXbjwvuYRUlR7x1mb5qibXFEJtnOVHK6PdFjpTOU0GUKmbBG3tdovI0wTSwkzrNNtsrJZFCY6dC2wezSKPUJtfFbBfHDr1+QD/yzEAsNJ1exYD8dXO8+Px9vPsfI37w8DjggFb0owEbN67rXXjhhR+sVr0/ctzq0wb4kwr0HG+9733v1b/wmktvGWtKZ7w5c0EjPOQsGZ/i3ke7/NHfj3H7fYtohSFL6jAeKlqhoh5oKi5EsWSuA6rXhygCEvKRtlgyYdY0M0uHzRr2pI5mPkc+7zdoFSxY7O7YpkgeyCkXH5QHa9mSYVH0kAdq0ucL60CRCMueH7puBYOygyw7YzyxHi/KZw7r0pYpRXo0mTNVdpjOH3c4PFqkpBaV3rv4rMWZLcsEtZWroiOZEArPTfADhesIlPKZbdeYmq3S7vr0Bj6DyKMfeUjpc8KKhE0r5rh3l+Kh/SEoyYpliwcb1q58/549+//H6aedGv8wGH3aDJ6tZRNHBq43+r6oMzrY/ejuP/ngdULecOdSHn60xcpRyVg1oeZrQl/gu6ZaOkoEzcaAZYvmiAZtBDEP7nGZ63nmkBNZDnGx/x2sKW/MZ2xHlJn7+LNshkwOG1AUgCr9/hazD5ma5SUWuO8prjyAkzKuuZOS7WObKYKyLS6s3iiSYrusE0I2m0+k+njWVLMI8EhEOvZMCErZhiXm1tk+sorLZYLrRrT7sHWHCyqh01V0uwH9fo04MQ2AfE8RBjGdnk+763Pyqjn+4g2zfOGOPrfes0qNTCz9k6Cx6AMP7Zsa/LD4/CF/DrN2PngNE6PhKV/79mPff+N773KUqrCkAaNVRTUUVAMIfWnGEXoS13U4YfUsZ568j1plFvwB/3qbz3v+foTZfgBOAI5vVBbp4ghB1YEwbVjvpf0FXceSDPMCVTvJqogQZyVoeYjdZk1ps6hYIL22zOD5felznZzVs1ZtWXi/uL/cFH/485TTB8rDcrNtrNul1nJ66PFs6l3BsPnj2XOt1tVZ97GsE1lpHqnV1MnNmqQ6ypQmpkO/XCdO/yI8d0B3kPCnVzX56q0NlBsSBD5nrauzcVktHUlphptVgoRqmFCvRDTrfcabbbqDHvccvCI5Nthwuifb9/3az7/8h8bmD83gANpbT31R86GgPvnGK19W++vbbvuuHK8pGlVJNRRUAocgkFR8h0ooaNVh1eKAiUaLyVFFtaZY9aoOh485fPDTHrGjSkJwpnOXncuhuTrWDz7PRi8BVswzBTLizQCZHfm2I1mc8CltsBCJP1MrY+r8NbPbWVTTzjhMWVwhcjtZGUHazJ9MTwFSiVQ1MQdbxuJS2anbafqsUKYqK21nLIQsWsRpabIE0w8mhEJ7CX/zmRp/d+0IU3EDL6izvAl79oPUEc2aSyUwA4bDQFINXdoVl07PJYokq9Zdqi5dvemN9x/c9NCi2r5nZB8+IwBft/5sbvv3hwYvu+yCj//g3p3VLSeO/1V7+hAjTZdK4FAJJaEvCANBraIYqSdUAkW37zLXDZByQLU24MSVAzyZEJdSK4ezBIcLiAumtgdILex0inkmSw7yoSaXDF9mP/7w7Ww9HWTr4zxvKJKZAzg1LbJAUGaeCDLn0syNzyYukOaqZANbVQbyrG94Ntwy72uSfReTK25aS5gutCJtsp+NEZc60+VF7lzGiWbrHp/2wIeqTxBIqr6i19ccnooZDDTVUBIGDqEvqYSSdkcwM6dwg5XMdJr/76YTL/l4s/lAUh85/ccH4AAXnrWRPXv2J7/6iz+z/d57vjd7661fb/R6HeoVh2poTkthkFANFI1qRL06wHNjBCY8TOzwkgsGnLl5wLfuCVNb3JzmXVFm8QVlwQXYu3TaX4i5Swwv5jH6PCFQHB/HhdO3wANPAd+2mlIywYcKI7LrQlNSMrIELKUN2PMpJDaTZ30bdErd0gK5xgA65XMlzHUzSSINwef2uCTrGut6mu/c6/HV20Mix+TwawSDGGZ7xlSK45huXxL4CYFnAO57gtGRFmcuf/7supO2bJ+eOpiMjJ78TMHymQM4QL1ewXe61194wZlvchz1we/f9c2x0dox6lVz5HuuohLEVCsRtbBP4EdImRixSQuCiqYSkJ6H08zBdFc5FsjlEGvnVTxDrC6eDLhth9MC6oJMfrwv/kzaJQwFeo7zeJ7LTWZQ6Fz6U6QmR860Kd3bTJ5VKqdDs3UGcvtLCUmiVBq6N6yfRzjlUIRVCLo96HeLHRUpaMcCv28+dZRoepHCdUCpBN/VbFo/xgUXXnp0zfrT37rrsZnrly9pPqP78hkF+MhIC4BjUzNXn7blAndyLHr/zP7rJ7udOaK4RuAnNKt9apU+rps5J0nxk6YylI0uRxS53gXIs1GF8x0yx2LthWzuTPKy+5zMC/IwH/THj8tbgMiuPRPmygL0nrklGZCzd80t7PyoyOb2pMFiKdJhqgWTm3YRqY2eVbxb8RST1a7SCGeROqtkBvS0UssK1VMqQ1JESjMdSfoJVPqaZqAZqShCTzOXaEZHGmw5+9JDl1x0wX/vD6KrJydWPJNwBJ5hgGdrdKSJ1oc/2TzlHHn99p1/9uB935s8ZZ1gyXiXZm0a6fRwHZDCIWvjhjA+S6IytJV7e0tb68518LKCMlzMkBcacBybeyiKWTiQwtJ9CyDlDw1lGA6vUqbg8ezs4buf4KDIwi8lEKXmSMrflHk/Y3iRtmHLvpZxNBOp06bJ5rb9/rZAK4QkSdITgNRmnqUcnslpclUcqY3CG5lX0VrTjTWxjIiI6XY8IuWwbhzOP9HhwgtOOXTuBRe97ZGD8SfXLXtmmTtbzwrAAYSY4H/93Zc/LliRjI7N/c+JkfvGYjXFx25weGR/gwtP7vKqixMcV6aaquCuez0e2ulhKiMcHCnw05bHrgXoDMiuLQ86ZXt7ONkqMzGK7MIhHZwyeKUFboQoYlClL2mj73GQfNydtODV0h0LMrW9XaqWSONxlh41/GuYXMn0emZdW4HjtCenCeVr+0yQNUrJOtKaSKZKzBhClUgSafJN4thhw5qYLZsjbvouZqqyFvhuzM9feoSLT+qxY7/HZ/5tjL3TPi9ZtvLoeSeO/b4z9Y2/X7XpimcLhs8ewAF++w1X8J1b/+WqKJ4cHDg68jfbH9zf+NRX1tAKfdZOdmh3pxCVAZ5rco23PiLZf9CFuoOQEl+QDmrVpUhlZrbIHPSZaSJK2nJulqQIGQYwDAO8/Fj+eIqdeRkRQ5gu3XwKeM9Mjvwgs546zwnFOpYsZ1Op7HPPZ3KFRqbj/PKpDsKM9hPZNDNSpUZkXVdU+mxJku3HxDSrT6RAKAepNI5SJOm0hSWLNJtWJ3zjuw6JcHGlYCSQrGjW2bKqwcUntzl49CATkyfP+rXFb/7Ktzv//Fu/duWzCcFnF+AAtz9wQFUq/jVHplbEOx+r/cPm5dPh+Sd7nLPZxXOk6ZuiBYE/QDraTGuQPp6UVBwzV6doxabzMLwdpncdO9jCPAYeBvA81k4fYxj4FsSeCKu5oiFsYteFDmOrI4/H3AvcKYbeSMvivYzrYoCZZQvqlLmNC2lewVgpuvAttM6/s/3Zs7HyWaMmMA2+pRAkQiJVNnNTI5UkThykdHETFx07JIkA6RG6DoHUxJHk1rsbRF2XM06s8Gs/G/ZqreavuZW5a1V85HGb9jwT61kH+Fve8GZ+4+1XJ3fvHrn2FWdOJBefdPgflzUfCHce7vD1ewMu3+KxalGXathFiBhkgOd4NFxN1dHWPHmbsVM2d0gnv4my7W2DKFNJLDNlfoLVUEZh/vyiEPe4iVA28MTClop+Emy+kMx4vKfNM1c0+ZZZECdDbs7Y6bcRumBwUl8hawqbR2q1sZ+xNBpTNG63n5DECXluuhCKMO6Zbm3SYcyHtZMxl541yyP7BbfcW2Ny8freKbXmL552Vvs6fUQncuJ3nm34PfWCh6ez/vY9v8R7f9FN/vSjr/vcJedPvGHOXck/fdXnBw+MsuPRFjPt0OQOCw/HqzDqw4ivqbomJF8Omxes7TngOcKA3DHk78h05LMU5vqQ2VLOTxEs5GjauSrHA6Y+zvWnnyxrVuYIPs5bF02AshxxyoUPqpRKW56zmRU5mMKHbO4NJIkgTgRRLIhjQZxIolia24kkSWReLJEVTiSJpB+5dHoB3V6FQb8CWiClZryi2LDY5cw1dV77/D6XXTzRORZNvu60817xuX++ZnkiJ970o4Des8/g2br8JT/HTKenG5XXPfJYd+tD65d9drTlHZvwXPNrHTymueabI1SrLourioqnGcTQidJwcgrADNwG0MIwvGPljwyDwbpus6SdKpuxfpaJ97jOH6SJUGK+A2jnamfRwOOhVMy/LCTJIdlSzN+89P2sD6JTk0VpTN5J6RMO7xdRFmXS/aOUIFEax5Hp6ymklGlOinktKU1yeXfgEUWSnh/hOAmvumSa67/TR+HTH2i276ly4Vkrp3/xpRO/ddKZ937m7X8peO/v/dKPBnT8CAEOIGQA8K0PvvnCE1791k+8rlnpfUAO7huvhnu56XsOW3ePsLyuWdLSNCqCntLcv0/T7UtGQk0oCtvbcwS+a+aXu7JIYsp+PLvTaukzpAiy9fBSs5/SxuWbGZjEEF5yc8E2UeyQurC3Kl56+G84gjksI4osYEMpVSf/Xvl9mbmUt2jLDA3Icljy7bSdM168lpTgJgLtpfspBteRaBIcqakEA9o9wZ4DNQZRSKNmWnSfuKLPC8+Y4au3V3D9UVatO/WIW2v87o59lU9X73V+pOCGHzHAG2H+S/OPNz3vKik9d++u0fcd2fvo5FU3utQcn0VNxdIxhyUTHiev77Dt4FH+4Wsj9COfZmBsb881lW++K/BcYSRCmRXCGmdLpaPH7UrzzPTAAre0NW/mc50evpIByTK2czW6VIggFkopKa8FlRwL9CUG1+VUXfsAs0wS+zXI8kWyqcLpm2afN3tekporShWvIaUgcUzVvMAQi6cEaIHnJvSiLp+6OWDnoy6bV7ssnTAxjUZ1wGsvnWLHXo+XvOj5h6546QV/EEXRVZMTYz9KqOXrRwpwe4WVUbSe+sTqjeeLXYe6fzY58m+T8WyH8abPkgmPNcskm9dGrFo2wxe+HTJzxE+ZGzxXELiCwJd4rsB1ja1t5DJNonQ+9lnp+eDK9PCiYMFSWcjOALpIaNJDQM9BZm4YV0zneeT5Q/m2TxDtKVG2Lg64HOy65ABn25bm81j6td0ThpS9ddaZyvooWZ642VeCOCGvspdS4DpmX2qMk+m5Ms3phqMziq9/36M9I6h7AzQ+vucT+h6ut5R3v/nyQydsuvht7b7+xPJFzw244TkEOIAQI+w/2Pv4CetfGL/zjfKv/u7q746Gss3iccnSCTNN4vobPfYcDFhc0fiuJvAEoScIA0noS3xf4jpmdIjWZlDoIDbTcEV23rWcslJlixgCegpvDaZoFruA17xIngeSmTfpdynqJFNxUGTXsyij9b2tv1LDT1HW7/PPaDVlHW4rYWofMwfSMpVS59ouVRNDwM/2SaIEg8gkRsVpn0wpDZHEiZEMpQDH0QSeQ2/gsnxScOmWHld9SXHgGAR+ROh7TE6sxh8//9hF51/ye57n/IMQwXMJsecW4ABLFoVo3bm62bzo6Nmnz61fMs6fzx3+trd68SyJmOH+PQ1cfJqhphKYlNtKYDLRKoFL4Et8V2SNl+gPNLqnieIErTWJVWWe//jYgCpmzYsU/VkrMq1Mca49ooXMgSTtBiVMdFDkB0IG9qxfCAvbJxbKC1NkqBm/HOrlYtvgCJJMGVGQZEXAmrS6pngbbUmkRflZevZR5sAYxNDpavqR+b5SGvMv9EV6cEgcx8F3Xea6Ps1ahU3LO+B2eGh/BUmf8889K2qMer9/wuYLt891/S+N+f5zDa/nHuAAQlTVnt3br3/Fy1/hd6bv78Tt/kenj9wsPvT5QN553wjLGtAMNdVAUPUFlVBSC12qFcdUCwWmukdraHeNrDXXTYgyRkpNCZl2RkUX8qBMVRgnB7h5nRhNktqlGQiyo6Rg3yL3OsvFzufgULxWdqkLfKbf+/HsbksezapyIHcSVPoesTIMHCfpZ8QctE76xqZRZzHOUaRxBCDNGZf0I8Eg0ky3Y7rdBI1x3n3fhOCzTrJSOsYWd30Ouw3O26R40ysP86XbVqkzzr5Ar1i98bfPOnPT3+/cc3Bw0qaNzzWsgB8TgAOsWLWemSP3DWoTE1fXlq/6xl/+/WmveXD39J+OeUcYr5vSt1ooDahDh1rFoVGDRlVRqyRUfFNW1RtIZjsw10noD3QuMUqh06KJQqqQqWbuOjIHecbgGkUcJyiliZOCwYV1+i968aXh7vQAsts2iLS6xl52CkFxJllovEq5/C7r74JIG/mkDQniBPqDIgPWkaAcc3ZxsoAkVv6Ok07YADzXXD9wVLN7f0R/oHFdTegJqqEkSTQaF0FqpggH1/FIEkGtIrjyBTUuPHPRH39/98bPTEwuevTfH3hscNE5z1w+9w+7fmwADtAcPwWg+/q3f3rbJ2458X0ffO2sPz11+O3fvnuH4zoxjZqTVgg51KvQqitG66YXy2ijSyXssuNAwqG5BrsPVgk9c6rOop1QjnaaoJE0erprbHlHFvUAvV7CIDJ5zOa5mTmTgloWFojKu/KYO4qJC5ZmmNF/tiz7WpQyIecHt2Q++jCdHI357IOBpD8QdPo6t51dV+Br83mVkzqJmcTqalxH4bmGEKSE0FMca7c5Egse3V+l5juM1zSjtSQvfpbSRQjT/N5zNbWqYC45Lakn4++57PI73ndZ97uJqP72cw2heeuHahvxbK27b7mWT7//NfoNv/Lz3/jkP1wVDBJ9bsNru61aQhQL6lVJq64Ya8RMjvVYvewY091pPvstwYc/1+LeR2p0B4JYify0DYZ5HZnml7sCz5F4nsD3HAJfUgmgVoF6VeN7ml0HYo7OqNTxyiRBK0gk8kwT7GvZ7aI3uMhZX0pRFEc7Vg9zp5hKUYC9KBx2HePkea7C9zShb85ciVLs2KOZa8dEscoDONnBmAXFPNewdeApQj8x1VVhTKPWp1XvcsLKiOedPof0Omw7AHsO+wROOmfUEfiuxHNhqg21RpPzztvSP+3cK/5i5ZqL3vHSy/9Ir9zwo9W3n+z6sWJwe/2X1/5n9hyYYrLmvP1XrnyxnJ1ad8HXb/68fHiXd4HrzLi1EFr1AcsmppnqzvCBa0e5+/5R1i9yaC5L2DXTY/ujFRZXi2nAUqQ/dmZuSIHjSDxXEvpQCzW1iqJZj6mFHb72g4hdR2osqmuqfqGOZMxaam9M5rQVxQTZdln5WA7+jLEzH8Bi7iKtQOfbFgyuDUj9hGoQMdbqEukuP9g1ScOXNKqCamKij1I6aV+S9LuKlLk9ReAnhEFMNRgw2pxj22MJ+w+NM1Ib55cum2bTihne8+mE3cdahB4EXoznKNasmIj3t+Xtp5z1crVo5brbO7Ph27U+hBCTzzVcjrt+bAEOsGLxSHb1bTfc8GUWr3heY3xR+2P9ud1XOuoxWQuneOxol49cP8rWh0c5c7XDpjUeF5/eZ+u+I/zOXy+i6oU4Iu1+LTSeI1Bm6ER62hZ4LoS+AXerHjMx0mPZ5BQvPq/D+z5VpeqJlGWNE1nOx6bcJi03QczBoCTG4bPtcFEGrmHaDNyFqCjKJ4WUyRWBl1CrRDRrs3zlLsWDB2BNKx8uiExD6rHrmF7gZAEyTeAlBH5M6EdUggGjzRn+6VOj7Nxe5eLNATPtgM2rjvH2X5jiI//b4chclYmRkOUrl6vV69Z/dstI49f7M3tnq7XTn2t4PKn1Yw1we73sZVewf9+uWccL3zw3tfrhg3vu2jxSC175seuOcfd9dc5Y47J+hce6FYqRZo9jDxlpSynBXCRJtEII8D0Ik1TRkMKcfj0D8GqoqFdjmrU+od+l09MMYk0/lrmiAvM1aw0k2WMU+rfJ6zDFBnawKA805em+GtdJHUI7gJOG0LMhwXkI3VH4XozvR9Qrmk6kmO66VDyF52g8L8H3BImSaS9BY974rmHuWjgg8GOk1CjlMFpPuKudsPOxAa4TAKOcsa7HZVumeXj/Jk5dP3bdZc878951q5d/qN3pza5fv/a5hsOTXj8xAAdYsnQ1wOG5qd3vWLzoytVS3caZpy955b4Du1k13mXVEs26ZW2CcIqvfb/O4pZH3Y/ZPxtzFBcQVHxlyWkm5dZzNb5fnPqrYR9EnxvuqBHHplmonfuRMb+Tjmk3Up0p5wLzWAZwqUSupWd5LNmfIw2wPVfnIAeT2RclwpTvpUvZWnx6t+cIfua8Nld9OWa279EcCMJIE0aaONZGAVEijUQa86ReGTA5OgPEHJ4a4eDRMV54+gxfuKXHjgNVXKdHryepVFZy/lmrOTk55bqfueSMtx6emt61ZOnS5xoCT3n9RAE8W/WRVWi9exec+nubTxq5es2KLW9R3a2Xzh3dSr12gGu/5bFvf4vNS2HtcodVK6b52g8UD24foRWJPOInMwbPnS/TUiwMBkx3YjqRh3QkjlB5VyonfY7nmUCIQKD6ikGkGMQmXO87mepi6hgzkGVLWKaJkwLc9xS+a96nF0l6cy7dvmFf3zWKiOuasHpWDxnHDoEL9XqXo7MVuhEMIm2Un9j0KUnSFjNSQOglVCtt7tg64JvfG2Ht5AjrlglWL4NXXTzDtV9XrIgnmVx5MutO3vTNIHQ/5NVX3TPdmdu1aeOTHxvy47R+IgEOIMQqgIe11g8D9+7b1V3qblz/t1u3L9rw+W/udBbXNeuXO6xb4XHploCVSw7z7r1VelGYOpwit78zdSHwEkI/phr2+eLtDrt216hWzMBlIzUaNcJ3henrERj1hdmIHQcSBpGg5mtUkEY4pcB1i0hoTsAlBgffVVR8RSWMqIYx/YFk/5Eqx2ZcAk+gQqOIeIkmUcLkbscOnZ7H+hWC550xw6e/NkInEvQjiGJNFKcsrgp9PPAT2v2Iq25ssPORMaJTTEep0K9z5aUdliw9O1m7+vSH+/34N07bct4+pdjmOOLp/0g/BusnFuDZSqOP23R8aJtS8Usa0+7yv/zDF372rju+2UwGj9Ye2tPltPUhgeMihenB4qTRSzctlvDcjEXNfEal+9y322egK4x7msDVaZKXifCZELZDveYwOQKnrO9xLJrj377fYGndQQhlCqZdnbJtFk3VRQQ1t6c1nqcJg5iR+oCxkSluuQduv3eSZiVkYsRMwDBnGkHkSQaxqYHsDXxaBJy6usc/O33moiqD2ERwo0QTJSmLW+aO0pruwKdVdVi/YopuMkpfntreuOWCmXDp4NWV+vrHHOnsshPHfpLXTzzAsyXcSbRWu07fvOTR/QfnTtm8Ojq/2z/37+6+55G42Xpw7GB7qhE4kppbANzzBIFvNG+jLyeE/oADx2Kuu2XSBJR8TeiB7xUHhOuaMHY1FDRrCSevjXDCWe54yONIp0EtUIRpZp7Oy7+GPm8exEmVET+h1ejS7re59rYRdu1yOHV1TC00WZOmykYQRSa40/Ncun2PuXaVV158hA9/oc2RqSr9DNyxJooUUWQA3h/ATNulJj2qocfokonZkzafe3RsyQnuIHbf0Bpb9+3WRH1aaZQjfzrADT+ikrUf1RJCIoRQS8aPHFu2avFXGo3mCe/6yxvWn33Ra9+zdNXz79u8ccX3zj+t1Vs8ESKEphZqKn42OkPjugmB3+eeRxy6usZICI1Qp91xzQFhd4f1XXPaTxK48OSIF541SzvSxkG0k6+sS/M5s6zGovOr5ygq/oCb75bcdl8FIQX9gVFxVNoYM1GCQSzo9o150u4GzHUrCF1hy9o2gzhmkAgSZcyUTi9hth0RxQkDFbLz4GRPiXXfu+IFF973pt/4hfcc2vaZ9bVa64Raa+lXvv/Q7DEhxE8VuOGniMHtJdw1YDDRSbrbka7751I6f/6rr9rsLFtU/+jOPZ0THtuz7+LR6l4nHkQ4EgaDmMCLCIMe13yjgVA+4xVFs6KpVyS1wIBbK1LbNuuJbTzWim/mzyRK5UlVWfJUnrGrrRwUIBsDovPEL8VcT9DpO9AoErykBC/VyXsDSZRkk840npvQqFa58nmzfOm2iLm+T5LEaHwi5dKJQ8YXrUxWrVl+69G52rYDnek3uk47qVYqbLrsQ/qUE1d2nuvf69lcP5UAt5dTWQ8FecbHjs3++pJVlVGSve89uPs6/6GHjyWI2pmBH5/VjbYyiDoI0WAsUIzXNaN10x23VXdBaLbtHlALBbWqm6sxAiM3Zr1ZTMQRPE/gpnmrSaLzvA4nTZCIE0E/MuZHYhXzZpU1YCKevqcZa0XUK30eeCQEPJJGWhCsNLVKhXZ7Fhm1mRivcepJKwh9+e/Ts927WouXO5de/tLB+pWTf9ju9I/VG89OB6kf1/VTD/DhNTraADgG/BbAbbfdgtby0rFG58X7jq559SDYcuIl5wiSzmOsXaSZ6/To9WNWTDqsWtZj33SXQ4erTI4UurTrKPYclmzfG+CnsmMYCBo1B9eRHJ6KqQSKwJe4DlQrRjU5dMyhH0kCz2EQSaLYYd3ShBWTEXEcpnnYgtCH8VaPA9PT3PNwg8WtCo1Q0VbQi+qMtHzWrD+Nt/zqOGedVNsqmPjsikXhVxOlv3nBhRfz/j98rvf6c7f+wwF8eF144SUA37xvx8w3F9e5pT7eXX/5xUfUjq2fUyeftHht5Iz8wYHH9rBxdYV1ix7ikaOH2bbLodOVOEIi05k09zzi8N2tIX5qm1dDyeSox1irz54js7Sn6zSqJpizaCQi4Qg77m8yWq9SDSWDyGEQeZyxUbFpVZ8HttaIE81gkKBVgiPnuP2BAce6I1xw1krWLOuzYsUkD+3svK+fHN552ikvkxs2T8oVi+V20F8RYtFzvWt/LNZ/eIBn65R1TYCvZLfveugQQeCP7Nmz7/ZG6LB0URCtXrvqd17U6L9o1VqXJS1JMvc9XDGNkBWkG7NkpInqQ5xEBK6kWYk5ceUsvegwn785YOkYgKZV63Dttzrc87DPSSslrZrD0vEBs90Ax5+kXvFpNQKCQBNUWpxz/jmsWNLnFS3Nnv21G5e0Bn+1aLzvbdi0gdPOWfJNGEylcYH/u4bW/wX4cdaZGycBpoAvALRn9iHgQVkfLF6yTKjQVey8fxuduTYaH88LULGI3v+7m9714I74P9V8L1o05rB4UZuzm9McnJtgzRKHlUscxpf0WbayTbVeYdmox8QouE3tPTgVfvHkiVve5TqBVw09PE/hhzVWrzuZ0aZgywjyhA3BASHYuW71U5/6+x9x/XRpQs/x0p3rQLL4i1/rtHTi6ZGGZLTZY7Yzy+33jLBkTLJ00mHJeMTtD3SYnQ0ZrTo0a5pqwxFbD05OC6EPvPm/vuC5/io/Nev/AFbMhWhfSBSLAAAAJXRFWHRkYXRlOmNyZWF0ZQAyMDIwLTExLTA3VDE5OjQzOjU0KzAwOjAwvjss8QAAACV0RVh0ZGF0ZTptb2RpZnkAMjAyMC0xMS0wN1QxOTo0Mzo1NCswMDowMM9mlE0AAAA5dEVYdFNvZnR3YXJlAG1hdHBsb3RsaWIgdmVyc2lvbiAyLjIuNSwgaHR0cDovL21hdHBsb3RsaWIub3JnL0jPKKMAAAAASUVORK5CYII=', 'weight': 4}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 63439339
    {'hecke_orbit_code': 81064793359779367, 'n': 1, 'trace_an': 2}
  • id: 63439340
    {'hecke_orbit_code': 81064793359779367, 'n': 2, 'trace_an': -1}
  • id: 63439341
    {'hecke_orbit_code': 81064793359779367, 'n': 3, 'trace_an': 0}
  • id: 63439342
    {'hecke_orbit_code': 81064793359779367, 'n': 4, 'trace_an': 5}
  • id: 63439343
    {'hecke_orbit_code': 81064793359779367, 'n': 5, 'trace_an': 0}
  • id: 63439344
    {'hecke_orbit_code': 81064793359779367, 'n': 6, 'trace_an': 0}
  • id: 63439345
    {'hecke_orbit_code': 81064793359779367, 'n': 7, 'trace_an': 14}
  • id: 63439346
    {'hecke_orbit_code': 81064793359779367, 'n': 8, 'trace_an': -15}
  • id: 63439347
    {'hecke_orbit_code': 81064793359779367, 'n': 9, 'trace_an': 0}
  • id: 63439348
    {'hecke_orbit_code': 81064793359779367, 'n': 10, 'trace_an': 0}
  • id: 63439349
    {'hecke_orbit_code': 81064793359779367, 'n': 11, 'trace_an': 56}
  • id: 63439350
    {'hecke_orbit_code': 81064793359779367, 'n': 12, 'trace_an': 0}
  • id: 63439351
    {'hecke_orbit_code': 81064793359779367, 'n': 13, 'trace_an': 52}
  • id: 63439352
    {'hecke_orbit_code': 81064793359779367, 'n': 14, 'trace_an': -7}
  • id: 63439353
    {'hecke_orbit_code': 81064793359779367, 'n': 15, 'trace_an': 0}
  • id: 63439354
    {'hecke_orbit_code': 81064793359779367, 'n': 16, 'trace_an': -135}
  • id: 63439355
    {'hecke_orbit_code': 81064793359779367, 'n': 17, 'trace_an': 103}
  • id: 63439356
    {'hecke_orbit_code': 81064793359779367, 'n': 18, 'trace_an': 0}
  • id: 63439357
    {'hecke_orbit_code': 81064793359779367, 'n': 19, 'trace_an': -57}
  • id: 63439358
    {'hecke_orbit_code': 81064793359779367, 'n': 20, 'trace_an': 0}
  • id: 63439359
    {'hecke_orbit_code': 81064793359779367, 'n': 21, 'trace_an': 0}
  • id: 63439360
    {'hecke_orbit_code': 81064793359779367, 'n': 22, 'trace_an': -233}
  • id: 63439361
    {'hecke_orbit_code': 81064793359779367, 'n': 23, 'trace_an': 31}
  • id: 63439362
    {'hecke_orbit_code': 81064793359779367, 'n': 24, 'trace_an': 0}
  • id: 63439363
    {'hecke_orbit_code': 81064793359779367, 'n': 25, 'trace_an': 0}
  • id: 63439364
    {'hecke_orbit_code': 81064793359779367, 'n': 26, 'trace_an': 138}
  • id: 63439365
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  • id: 63439460
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  • id: 63439461
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  • id: 63439467
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  • id: 63439554
    {'hecke_orbit_code': 81064793359779367, 'n': 727, 'trace_an': 36522}
  • id: 63439555
    {'hecke_orbit_code': 81064793359779367, 'n': 729, 'trace_an': 0}
  • id: 63439556
    {'hecke_orbit_code': 81064793359779367, 'n': 733, 'trace_an': -10996}
  • id: 63439557
    {'hecke_orbit_code': 81064793359779367, 'n': 739, 'trace_an': 9653}
  • id: 63439558
    {'hecke_orbit_code': 81064793359779367, 'n': 743, 'trace_an': -5196}
  • id: 63439559
    {'hecke_orbit_code': 81064793359779367, 'n': 751, 'trace_an': -6930}
  • id: 63439560
    {'hecke_orbit_code': 81064793359779367, 'n': 757, 'trace_an': -67671}
  • id: 63439561
    {'hecke_orbit_code': 81064793359779367, 'n': 761, 'trace_an': -5207}
  • id: 63439562
    {'hecke_orbit_code': 81064793359779367, 'n': 769, 'trace_an': -4789}
  • id: 63439563
    {'hecke_orbit_code': 81064793359779367, 'n': 773, 'trace_an': -47430}
  • id: 63439564
    {'hecke_orbit_code': 81064793359779367, 'n': 787, 'trace_an': 12956}
  • id: 63439565
    {'hecke_orbit_code': 81064793359779367, 'n': 797, 'trace_an': 10994}
  • id: 63439566
    {'hecke_orbit_code': 81064793359779367, 'n': 809, 'trace_an': 5635}
  • id: 63439567
    {'hecke_orbit_code': 81064793359779367, 'n': 811, 'trace_an': -26546}
  • id: 63439568
    {'hecke_orbit_code': 81064793359779367, 'n': 821, 'trace_an': -22930}
  • id: 63439569
    {'hecke_orbit_code': 81064793359779367, 'n': 823, 'trace_an': 23635}
  • id: 63439570
    {'hecke_orbit_code': 81064793359779367, 'n': 827, 'trace_an': 14426}
  • id: 63439571
    {'hecke_orbit_code': 81064793359779367, 'n': 829, 'trace_an': 46932}
  • id: 63439572
    {'hecke_orbit_code': 81064793359779367, 'n': 839, 'trace_an': -38142}
  • id: 63439573
    {'hecke_orbit_code': 81064793359779367, 'n': 841, 'trace_an': 51451}
  • id: 63439574
    {'hecke_orbit_code': 81064793359779367, 'n': 853, 'trace_an': -37238}
  • id: 63439575
    {'hecke_orbit_code': 81064793359779367, 'n': 857, 'trace_an': 5199}
  • id: 63439576
    {'hecke_orbit_code': 81064793359779367, 'n': 859, 'trace_an': 27939}
  • id: 63439577
    {'hecke_orbit_code': 81064793359779367, 'n': 863, 'trace_an': 22981}
  • id: 63439578
    {'hecke_orbit_code': 81064793359779367, 'n': 877, 'trace_an': 36706}
  • id: 63439579
    {'hecke_orbit_code': 81064793359779367, 'n': 881, 'trace_an': 29408}
  • id: 63439580
    {'hecke_orbit_code': 81064793359779367, 'n': 883, 'trace_an': -49858}
  • id: 63439581
    {'hecke_orbit_code': 81064793359779367, 'n': 887, 'trace_an': 782}
  • id: 63439582
    {'hecke_orbit_code': 81064793359779367, 'n': 907, 'trace_an': -9392}
  • id: 63439583
    {'hecke_orbit_code': 81064793359779367, 'n': 911, 'trace_an': 26097}
  • id: 63439584
    {'hecke_orbit_code': 81064793359779367, 'n': 919, 'trace_an': -17151}
  • id: 63439585
    {'hecke_orbit_code': 81064793359779367, 'n': 929, 'trace_an': 81786}
  • id: 63439586
    {'hecke_orbit_code': 81064793359779367, 'n': 937, 'trace_an': -2325}
  • id: 63439587
    {'hecke_orbit_code': 81064793359779367, 'n': 941, 'trace_an': -28782}
  • id: 63439588
    {'hecke_orbit_code': 81064793359779367, 'n': 947, 'trace_an': 99464}
  • id: 63439589
    {'hecke_orbit_code': 81064793359779367, 'n': 953, 'trace_an': 14648}
  • id: 63439590
    {'hecke_orbit_code': 81064793359779367, 'n': 961, 'trace_an': 42838}
  • id: 63439591
    {'hecke_orbit_code': 81064793359779367, 'n': 967, 'trace_an': 19682}
  • id: 63439592
    {'hecke_orbit_code': 81064793359779367, 'n': 971, 'trace_an': -9579}
  • id: 63439593
    {'hecke_orbit_code': 81064793359779367, 'n': 977, 'trace_an': -44914}
  • id: 63439594
    {'hecke_orbit_code': 81064793359779367, 'n': 983, 'trace_an': -33874}
  • id: 63439595
    {'hecke_orbit_code': 81064793359779367, 'n': 991, 'trace_an': -76277}
  • id: 63439596
    {'hecke_orbit_code': 81064793359779367, 'n': 997, 'trace_an': 42392}