Embedded newform data - 23.19.b.a.22.1

Formats: - HTML - YAML - JSON - 2024-09-13T04:09:38.951982

• 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': 8303, 'analytic_conductor': 47.238811673245635, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 23, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [23, 2, [5], [1]], 'cm_discs': [-23], 'conrey_index': 22, 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [-1001, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 69038243863, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 23, 2, -1, 2, -23]], 'is_cm': True, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': True, 'is_twist_minimal': True, 'label': '23.19.b.a', 'level': 23, 'level_is_powerful': False, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [23], 'level_radical': 23, 'minimal_twist': '23.19.b.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 2, 'qexp_display': 'q+1001q^{2}+28234q^{3}+739857q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '18.2.1.d2', 'self_twist_discs': [-23], 'self_twist_type': 1, 'space_label': '23.19.b', 'trace_display': [1001, 28234, 0, 0], 'trace_hash': 1982260293902067453, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.959', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.826', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.306', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.508', 'prec': 17}, 'traces': [1, 1001, 28234, 739857, 0, 28262234, 0, 478190713, 409738267, 0, 0, 20889122538, -14401098646, 0, 0, 284719830305, 0, 410148005267, 0, 0, 0, 0, -1801152661463, 13501236590842, 3814697265625, -14415499744646, 630120144052, 0, -25800611881462, 0, 46387544624642, 159649723866633, 0, 0, 0, 303147725007819, 0, 0, -406600619171164, 0, -538722240191278, 0, 0, 0, 0, -1802953814124463, -2018037720599134, 8038779688831370, 1628413597910449, 3818511962890625, 0, -10654753640933622, 0, 630750264196052, 0, 0, 0, -25826412493343462, 15758386442415578, 0, 0, 46433932169266642, 0, 85171778395025713, 0, 0, 0, 0, -50853744243746342, 0, 40558698720275762, 195933034040114371, 51973347295686674, 0, 107704162597656250, 0, 0, -407007219790335164, 0, 0, -140950187615988395, -539260962431469278, 0, 0, 0, 0, -728454475861198108, 0, 0, 0, 0, -1332595404652030791, 1309705934932142228, -2020055758319733134, 0, 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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

  
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[0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [-1.2698345321530526, 0.0], [0.0, 0.0], [-8.409739956193143, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [-1.2728478465664053, 0.0], [7.9609428729637886, 0.0], [2.8685768586120726, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [-0.4285818529785436, 0.0], [-0.0357780455627877, 0.0], [0.0, 0.0], [0.0, 0.0]], 'angles': [-0.033796001896916616, -0.12270760962444735, 0.0, 0.0, 0.0, -0.36879511802736376, 0.0, 0.0, None, -0.4243823721925881, -0.07969264527280248, 0.0, -0.4037871801076902, 0.0, -0.4288068470815845, 0.0, -0.0682235968280668, 0.0, 0.0, -0.17707916856456155, -0.17723872225034523, 0.0, 0.0, 0.0, 0.0, -0.3684100847961095, 0.0, 0.0, 0.0, 0.0, -0.40567420334280585, -0.35314361716635306, 0.0, -0.3796442577002064, 0.0, -0.21658024280056512, 0.0, -0.11423713584969941, -0.08921248320348678, -0.3411385873767109, -0.08351178765217929, 0.0, 0.0, -0.3843194541560538, -0.09622750059597408, 0.0, -0.10430257674454393, 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-0.34081179392958966, 0.0, 0.0, -0.1707515988236836, 0.0, 0.0, -0.3248471353938219, 0.0, 0.0, 0.0, -0.3545120085153854, 0.0, 0.0, 0.0, 0.0, -0.12057203924800544, -0.43039334806127366, -0.02212908571231052, -0.13562405485339268, 0.0, -0.400481751702954, 0.0, -0.007129635323056559, -0.04977003321324713, -0.012551832950733997, -0.40138644220950404, -0.1836291159000685, 0.0, -0.4479307177697065, -0.4579099382931661, 0.0, 0.0, 0.0, -0.4858494542559437, 0.0, 0.0, -0.1792350063792235, 0.0, -0.3643892798471058, 0.0, 0.0, 0.0, -0.35979353994455143, -0.28437203015456597], 'char_orbit_index': 2, 'conrey_index': 22, 'dual_conrey_index': 22, 'dual_embedding_index': 1, 'dual_embedding_m': 1, 'embedding_index': 1, 'embedding_m': 1, 'embedding_root_imag': 0.0, 'embedding_root_real': 0.0, 'hecke_orbit': 1, 'hecke_orbit_code': 69038243863, 'label': '23.19.b.a.22.1', 'level': 23, 'weight': 19}
• mf_newspaces •

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

  
  {'Nk2': 8303, 'analytic_conductor': 47.238811673245635, 'char_conductor': 23, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [23, 2, [5], [1]], 'conrey_index': 22, 'cusp_dim': 35, 'dim': 35, 'eis_dim': 2, 'eis_new_dim': 2, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 69038243863, 'hecke_orbit_dims': [1, 2, 32], 'label': '23.19.b', 'level': 23, 'level_is_powerful': False, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [23], 'level_radical': 23, 'mf_dim': 37, 'mf_new_dim': 37, 'num_forms': 3, 'prim_orbit_index': 2, 'relative_dim': 35, 'sturm_bound': 38, 'trace_bound': 1, 'trace_display': [168, -20130, 0, 0], 'traces': [35, 168, -20130, 4092072, 0, 2318115, 0, 18825195, 4214797041, 0, 0, -5321755797, -655768946, 0, 0, 365919226384, 0, 450489495579, 0, 0, 0, 0, 874880797443, 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0, 0, 0, 0, -2314588334775143291022387168, -13974020434126554124440745440, 8821445076684918567808817542, 8652977372760067509314022867, -5232658060295837734589963148, 0, -7347867549607045896828758520, 0, -4130403271923604349570528090, -605925458602650436446750429, 0, 0], 'weight': 19, '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: 755347
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 22, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 69038243863, 'source_is_minimal': True, 'source_label': '23.19.b.a.22.1', 'source_level': 23, 'target_conrey_index': 22, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 69038243863, 'target_is_minimal': True, 'target_label': '23.19.b.a.22.1', 'target_level': 23, 'twist_class_label': '23.19.b.a.22.1', 'twist_class_level': 23, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 19}
  • id: 755348
    {'conductor': 23, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 22, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 69038243863, 'source_is_minimal': True, 'source_label': '23.19.b.a.22.1', 'source_level': 23, 'target_conrey_index': 22, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 69038243863, 'target_is_minimal': True, 'target_label': '23.19.b.a.22.1', 'target_level': 23, 'twist_class_label': '23.19.b.a.22.1', 'twist_class_level': 23, 'twisting_char_label': '23.22', 'twisting_conrey_index': 22, 'weight': 19}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 89525
    {'charpoly_factorization': [[[-1001, 1], 1]], 'hecke_orbit_code': 69038243863, 'p': 2}
  • id: 89526
    {'charpoly_factorization': [[[-28234, 1], 1]], 'hecke_orbit_code': 69038243863, 'p': 3}
  • id: 89527
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69038243863, 'p': 5}
  • id: 89528
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69038243863, 'p': 7}
  • id: 89529
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69038243863, 'p': 11}
  • id: 89530
    {'charpoly_factorization': [[[14401098646, 1], 1]], 'hecke_orbit_code': 69038243863, 'p': 13}
  • id: 89531
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69038243863, 'p': 17}
  • id: 89532
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69038243863, 'p': 19}
  • id: 89533
    {'charpoly_factorization': [[[1801152661463, 1], 1]], 'hecke_orbit_code': 69038243863, 'p': 23}
  • id: 89534
    {'charpoly_factorization': [[[25800611881462, 1], 1]], 'hecke_orbit_code': 69038243863, 'p': 29}
  • id: 89535
    {'charpoly_factorization': [[[-46387544624642, 1], 1]], 'hecke_orbit_code': 69038243863, 'p': 31}
  • id: 89536
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69038243863, 'p': 37}
  • id: 89537
    {'charpoly_factorization': [[[538722240191278, 1], 1]], 'hecke_orbit_code': 69038243863, 'p': 41}
  • id: 89538
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69038243863, 'p': 43}
  • id: 89539
    {'charpoly_factorization': [[[2018037720599134, 1], 1]], 'hecke_orbit_code': 69038243863, 'p': 47}
  • id: 89540
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69038243863, 'p': 53}
  • id: 89541
    {'charpoly_factorization': [[[-15758386442415578, 1], 1]], 'hecke_orbit_code': 69038243863, 'p': 59}
  • id: 89542
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69038243863, 'p': 61}
  • id: 89543
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69038243863, 'p': 67}
  • id: 89544
    {'charpoly_factorization': [[[-40558698720275762, 1], 1]], 'hecke_orbit_code': 69038243863, 'p': 71}
  • id: 89545
    {'charpoly_factorization': [[[-51973347295686674, 1], 1]], 'hecke_orbit_code': 69038243863, 'p': 73}
  • id: 89546
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69038243863, 'p': 79}
  • id: 89547
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69038243863, 'p': 83}
  • id: 89548
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69038243863, 'p': 89}
  • id: 89549
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69038243863, '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': 2, 'hecke_orbit': 1, 'label': '23.19.b.a', 'level': 23, 'portrait': 'data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAALgAAAC4CAYAAABQMybHAAAABGdBTUEAALGPC/xhBQAAACBjSFJNAAB6JgAAgIQAAPoAAACA6AAAdTAAAOpgAAA6mAAAF3CculE8AAAABmJLR0QA/wD/AP+gvaeTAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAAB3RJTUUH5AsHEjEWhi0/YQAAABBjYU52AAAA1wAAANcAAAAQAAAADnCbpecAAIAASURBVHja7P13nGXnWeWPft+d98mVqzrnJLXUyjk5SbZxwgabMB4y9wceGO4wA8MEuDBcwEMYmB/8wGAcMAbnICtYlpWz1Gp1zqG6unLVqTpp5/2+94+9z6lqGxiGgStg5nx8PlVqyV2nzln72etZz3rWK/g/j7+3x+fvfxpNEyOHT12sqlSpNQMmlqmx/3ybO6/qFzfvKS0+9WrKmoH6wHW7J9XBU2txLI2RAY9SMRVS294ANTuw5g6AMWAZ8IUQr/ev9k/2YbzeL+CfymN2dgZgs2PKkWIplEfOKX7/41/hju1TbBpbxNZtzl36Yrykrv0lv7P0HYZQ8eSMxUi/IPYC2o3Empxc+OjEpECkwQ9PVDrR9OwCYwNwMYiolFIzSC587fc+ceKXjl36svhv/58f+Y3ZyfOfW1N4Zn9z6YR+Zsqlr2hqpaIxi+L80PDw6/2W/JN4/J/S8Nc8Wo06lmXX5man7jx1+iBLbS0uupWf6askbx7p63DgjM43nj7Emtoy29Y0WW7rTMy5IEOSOKGvrDg5YXHF5pTpeY2+SkK5aHN22iCVMYMlwdRizJVbJKcnNPorEsuycByD8/MaSx3YMZywb4fLyPobODbuMNanM1gzvhHHrd+ZXxLmzh1XMjIy8lQURctjY0Ov91v2j/LxfwCeP+bm6wD3ouRWlSzIiyc+IU9Ortlcq43+vNc6Tb2jc368yWjlEq6TcmTcIYxtbFNRthVzrYTT0wFr+h2qro4uYgYrFtvX63gBCC1kct4giGBqUaBj4YcxW9crRvo6aGgUCxGjQ21OjvdTX3YpuimWntDspBwb1ylYkhuuGMKpDDK3qLhix0bqy/Vff+S5+vmf/8n3aevXDWquY55V8HXXrb7eb+k/isf/9gB/7PEn0AR3NoPkLaHnvU/G/s61g3UOHD2FRoznBVxajKgWAeUw2pdwcdHFMSW6JhmrpVyccygWFPvPhnihwLFgsQGbBw0Krs3IYMKdV7Y4dr7C/hOC4xcTbrkiZc2ApFgUrB9ZZmFZx7HBDxUHTg5QcjXOzVmM9gXoGhTMlKm6oK+UEkQR1VLEYqOMYRYo2Dq14T1ctblIpWKfrJStzyNKj4B66qpr7nq93+LX9fG/HcDPTbaQqtDnaBP/X739OevrzzTT8Vn72jUD6roDJ+YZKgYstEO8sMJgn8cdV0bc/1yVPRt9Or7F1JJOGAtsI2H3upThvpB6W+PguQpxIti+JmCurbN3i8/pCyatwCAK4YbdHU5dKlB2I05MGty0QyOKQ1qBwcFxjX0bU5ptk61rI6JY4/B5wWLbYbQGO9e3sQyNMIaZukknTNi9QfDV5xW37IkYKlvUPY/GksvOLYJWson1w9H+Q6eCV5vpRv3nf/Kt0ZqR4V+AYEmIvtf7I/j/6+OfPcBnZ8bRdUOcPPYsL5+39HKp/AdGGux48cjZ2+/eflY39YjnDkksMyBJTSwrpZWk7Biu8vhrsGlth5FygZl6ypohxaGzOrECgc7avpRrd7RZags6gcPx8wZXbGlhWhZtT0MTgp3rJIfOSBZaLl7c5uotER2/wlJLcPC0xo4NCVIIGp7EtRVXbdQ4et7Aj2KWWzrXbleM9MfoIiFJTQ6cs1g3pJhb0Bnob7J5pMBTrxps3TiDHxTRhEEnTOkrubx8wmRowOGH3lVNrcIVz/TXtFNB0PyJl4+I9A1330mSJGrjxk2v90f0D/r4Z6minL0whSYMLU2aznv/xS+En/7oL/9skqT/4uzpQ3HVae4aKqVOfSbmoJSMDkasG7I5M1VgxzqNF44Cbpu3XtdkuTnAY6/ZbF3nMVItMT6dcMPOiJOXLKrFGNA4Ol5grE9SXzZ47ljKc2dg7wbF7nUaS23BM8c17rkiplrUWW6XuDRj0GgpdDPig/ctc3G2TKMtuGZHwN6tC5jUmF0c5NIC7N4o8SONC7M2tYLBiUmNHeug3dbYsXGRzWMOj7/icGLG54arDKy+As8f0dm5IeTERZ1aNWC4lHD46Lx+erp+19phedO2ddoNSl1lxnHwZ1/5i//wm5cmztlDg5UgjhNZqoy+3h/d3/vjn1UFl1IhBNrScqd6+syZm21T/fHh46eTYydO9gs1VW40dbaOJcwvg21HbBq1eeRlk6t3NLlyc4uiXeSlo0M8eTCm1t/hPbdqHDlV4pmjPru2JKztc0H5CENgagZnZwyGyinNUFFyQi7Opxy7lFLSa7z5+g7LjRIvHVdcsUmwbX1KmggmFkzSVLJtrWDP5piXjgmWOh5vuk7DLU5zarzE+EyNgi1oeyYDlYRzMxaWEaJrOkoarBtZYs8Gnadfq/Hq+Yh33tlipFTlqQM2z5/yKRZDrtgI+zY7PPqyxuZ1EZYwmVkS7Fwf40Ux29avaY2u3VMfHttlFFz9R8fGNr9g2qUGCim0fz6w+GdTwc9N1DlzcWHj4uz0WscRn3/y2acrYXuyeHK8ydpBjVQprt0ZsGHY4NGXChw8J1k/GrFjrcv+4wWePJrwjpt99m7rEIQlnjmq+PLzHu+9vYnjlDhwxmSsv0N/2eLSnEHLT/E8n+KwSSwN+oo6YzWNO67wee1MgqEJbCvBLiTsP69TLJmsHYgIE1jTD/t2LND0DMKkRiwNjoxrHDq9AVt3sK0Uoxrih1Ap+2wCWh2LS/Mp/VWPwUqJR16yODIR8e67OqytlnnukMOh8wG7Ni/zHTdHhP4Qx87aaEaTq7YoTo8XOX4hoelr7NpgcvJ8vdxofLP8/IuvsXvHms/FV9MUKnnfpi1rJpWcHxfaPw/Z8Z/8paqUAtjxZ599amygz/yj5YWT28YvHNCPXoypORqulXL1jpBDpyt4cZu339qhvjTAkwc0+mpL3LCjxotHHF46ETM2tsy12yN2rKlxarzAyydT3GKTKzZKilaRM5cMNDPAtQSOJekrCGbqJvWmjmGklNwY29KxrYiJeR1DC9m90eDVUy63XNmgWm3xkQcKDBZsbt0NB05b7N7sowmT8XkDWzdxHEnNSTENWGyaTNV1KkUP1wLL0rE0g7NTikKhza6NUDIrvHLc4uRkwPbNda7bpljTN8BLRx1eOhFy3d46/U4fT70Gi16b+24y8T2Xwxci9m3VcYwY1wm5OFvhumuvTW+6dtuZoh3/eN+ae6aBU//Up6j/ZF99u9nAMIxtFy6MX6WLxZ9+8dXjd547e4aitUCKJEltnj8KpinYuTFi11qXZ1+zmFxucMWWlO1rJROLbd51S4mjZ4c5fEZw8GzMRL3De+8JuHmXw8x8kf0ndE5NBYwOhOzcIBiqGJybNonTGNuAZsfE0AVrBmLQQdNifE/j0EUXpOCaLRGmGXJmUiOkw21XJqRRlbOTGpZhcvXWNlLCsXGHViBBWJiaxrqBEEOXNDwNw4A4Njg/A4O1gF2bEsZqBqcvVnjlJEwv+Vy/t80H7oqZmBnh4EmbI+cSDk2EvPuuWS5NV9m2PmTvZo3JmUGePpywY1ObPesVtpXy7OECsVS0PZOdG0ps276dysAVTw3Xqr+7dv3mQ2mSnBkeLr/eH/nf6aG/3i/g7/JQ0UUs19z42uHjv33s+OFfvHj2sY1Li0cZ6oswtBKHzjlsXRuSRAVOjMPMcsq1O0JG+12m512OnBckwsdwFIPVgJGawLUdHNNAx+DgWZ3ZZkC5HLFnk2THWpt2x2FyQWAZMbHSmV42mV6QtCKBYRgMVxPmliXjMxa1kobAYKgvZqmtuHJjgKYVmKkX2L7G5vRFm0uLit0bQ+aWNOLExI90dqyLEULR9jSGqwmDfSFDfRGmBk1Px7Zh+1rB8nKJx151OTMd0NfX5O5rfW7cYXNuYoiDpyyOno85vxBTqbXYMhqyda3iuu0F5hb7eeagIBJt3nl7xGDZ4cjZEhfnU/Zusrg0a3NxrsnZCxc4cWZq42AlfL8g2tAIhl/48R//UOMjf/jbr/dH/z/9+CdVwS9NjFMsOIOnz0/99Asvv3xlEtXffeLMWdaP6DTbgoVOwrtui/A7BZqehqnbvHJM8PzJgHtuWOZt17scPVvj6DnJ8QnJfDuhVG7z3js83n6jxcRMPycu2JydlJyYiEm1gHVDEbdcKdkwpDExW+TSnMZSSxIkEk2DWgkGKwlLLYNWR6dWjjCEQa2c4tgxL52w2TwiGawlzCy6mLpkqi4Zqik2j0a8eMLGsnT6S6DrMQNFWO4I6h3BUFnSV47RNAgjnaWWwcU5g4mFhA0jATdfmbB20IC0wMkLBc5NKo5fTLlYD7n31iW+846QmlNhcanCsQsOx85Jjk74vOXWZd50tcvzhwfYfzzGskIankE78vmO2xIaDYeFRspIX8zaNVsYHe778uZttx4plDf8bpp4Cxs2bHi9ofC3fvyTAfhH/+wrCM0sy6TzkebyxHefG5/USJdpeCXWjXlsG7V44oBJudzg2l0hV28W+H6ZQ6fLvHhMMtNc5sfe2aFoDXHigsvETMrkfMKpKYnh+tx7c4s37ZO4RoXJ+RLj0ybnJmGynmIaPpVSynxLx/MS0iRBILAdl3VDJttGI6qVmJm6oNkx2DoWg4JIwsU5h7avKLuCgiXQSLDtlHIhpeVZXJyHUFpIpdg5FtH2UqYXDWolk81jCeuHOxQLIUJTRJGg6bksNC1qBYGpmUzPW5ydEozPJkzUE2zX4w3XdXjbDeDoVU5NlJmY1ZmYSTh1KcYptfnxd8TMzg3z4lE4dCGhE4dctdXj+p0GJbvCk69Jtq73WNdvU2+F1Eoubmm9vGL3xs8O9hd/LAzj1o693/l6Q+Jv9fhHDXClFjl9rkJ/Lfy12Dt1yyc+e782vxDf4ugXjLFBm06nxKmLOlONJh+8L6bZ7OeZg4qZhs/YaId7b4i4Yn2Ro2erfPEZn1uumucN+0pcnOljYsZmZkExu5gwuZgy306o9gXcemWHG3eCpbnYus3cksPMosHsksALIUkkjiUpOim1SoIELs4mtDqwYdik6IYoJUBYdHzJ+pGQesMAlVGRRgfCBBSKpWbEmiGTtq8jdIWQIWXHZP1oQMMTXJw2SKVBf1mj5AhsE5JE4IUas0saM3XF3HKCbQdgJty0u8MtewSDZZf6cplLcw7TCzC7GHNpPuHcouSuG+rcudvli4/1cfRiyM4tDe69IWLDYImZ+QrPHIRG2OSD9yVMzw5yckLR9psMVkN2bhpLAum8uHbzvUeOnpv5yR/6wH0qTlK5brjyekPlr338o5UJn/zmVxFigI4386uTZx/7mddeO2RPTtXZs1Fy/HyN01M+990UUHQKXHq+wMFzC7zh6g4tr4p2RnD6nMnMos+1OzvsXNtmoC9B0mGwL8IyBJZRoejalIsm1bLO3JLO7LLBYy84PPRcwrZ1Hjs3Jywt++xaF/KBt0jiREeg+NqLDvNNBzcNGZ/R6XRK7N2aMt9KOHHKZPs6jTPTcNMOaLYhkga2ETFQhNNTLgU3xtYTKiVBow037GpzbtJm+wbJhemQY+eyv89cF3BuTlEphSy1Ih54rIASOmmacufVHjfvU8w2TPZtCdgyZpLEZTzf5cR5h9lFwcKyZH4pZnZJcn4RGkGMbTSoex2sYsj73hRz3TadvmIfp8ZLHDqtOD/rc9cNAbqqcuC0oBV2ePstAbMLVR470Db2bW/edv+DD167dvOee6LI+8L60aFf+OKXvsh3vucfZ0X/R1nBv/rVr1EorNP9zqn/fODM9H9o18/phhYxu2iC0eFNV9t8+WkLw+nwthslLx4qcmDC5+e/p4Emhzly1uXcZMrF2ZiJRYkwIxY6GqYZc9dVDd5/Z8jGoRKNdpn5pQILSxaLTcFSU1JvSpbbkpYvaYUKL0joL8esH5aAwDYVk/MmQrPZMKSzaUwxNuQxtxxy6EyJa7YpCu4yR8/2USpGRJFJf03iB7BrfcCnn6iyY11CGCoGKhpx6lNybI6NB7hmkau3Jxw+HzFXt1jTb7NpFNaPROh6zOQiWKZCCMWG4YRaSaPt23Q8k5ZnstTSWWpAvSlZaqYsNlNmm1APUtaNtfieu+rcsVdi6BbLLQdDK3BptsKFaYtzk5KjFyKk2ebnvifkyOlhnjkWct/NAQWtyFeeEdx9QwORVphaiKlWLHZtXZMmbPjVK/dc/cvjF8+mb7nvXa83dL7t8Y8K4I89dwpNL7hB++z6cPn0dx09u/BfXjx0kdG+FMfV2Lk25fEDOvfc6GHJGo8fEDh2mzAweeaEwXvfNMMPv1nn3KVhTl90uDQnmVmMWWxKmj4s+YJFT6LpHd59W5P7rk/ZPOoSRQWWmw6NjkWzrbPcEbQ9QRAqokSRpqBrCtsE11ZUy4qhvhjDDDg3E3HkrI1MirzlhgjDbPDqiQobR+HhlxNuu8JmvunjGDpJGtNXgyQ2McyEer3ArftaPPxCiU2jsP9MiEmBN18vSYTPkXMpFyYdDM1iuGZQKwpcW2BZAl1AIiGKFUEEbU/R6EjanqThSeodhZ+mbFjrcd+NTd59a4iuijRaJZodm2bHYn7ZYnpBY3Iu4exUzKm5hA++bZ4P3OHywtEqfhRj6w5PvCoQVoM3XWvzxKs629dFFBxJraDw5Uaw1//He27b+rnt29dNRJ3AtytXvN5Q6j3+0QD8lQOnGRkasY6cOvkD8zPH/qA+/Yow9FBrtG3mlhL2bNRoeRYvH4floMmPvSNhYXGQ/SdgYTlmvqlopiE/8Z55bt3lcmFqkPFph9k61BsJjXZCy5M0PFhoa8y0UvqqHm+8ts1NOxM2DOuUXZNW28E2NUAnSjSkFEgFXgAISa0UcGZKIVXEo/uLhJ7L1jUWN1/pEcsGTx+ocvU2kzOzHZrLZW680uOxV22G+xQnLip+8l0tTozbDPdpfPOAzs27dJa8Fucv9XH19oinj/gkYYGbdltsWRfgJx2+8aoOqeDcpEG5YGAI8HwNqQSpVMQJoEkMS9LsKIqlmHWjIbfs8njjNQn9RYf55TJLTYdG26bR0Vlu6dSXFXP1mIvzCWfnU27aW+dD71T43gBzyw5zdZ1XT0oW28v86DsDlhvDvHRM0A5jdm9OmFs0WWxFDPYX5D23XqX2XbHzJ8bWXvXx5aXpqG942+sNKeAfCQf3/Fhre/7bP/W5h7baevDhuemndN/XkTJm77aQsUGbsX5Ju2Ph+QbnpotMLzbZviag7ZcoFwSuHXN+1uZ3PzdI/J5F7t5bRxP92JZN0TEpF3RanZSanzJQloxVBYudEg8+W+IrT4Xs3eYz0pfS8QLuvTFk44gkSTUMTREl8Mwxh4l5h9Ga5Og5B2QfO9fq7LtaYjttnjvusbBYYc/GAolYZmbe5LptMD4bM1B0GOwDe9bAC2zmlgxMw2TjWJPjF/rYt8vmwnSLiekqb7sxZb5Z5+XjVY6NF7l2h8v33BmA1uHQBclQX4e5hZinD5kEsY6hgSEVG0cj3nhjRLujM1aT7NsGUVRkqVng6IxNs2PS8nRankajA41WSr0RM7MkOTsvuePaOh96Z0qnM8iFmQLTCzpT8zHjszHbN2rMzA9wdkJjYjahFUrCFJTyuHKrIgpb2iOPP0nBVP/33MzJwhXXvPusUvEDQpjy9cbW6w7wM5MeU4v+v2jP7/+dpYVTfY2lGUxTZ92woF6v8tVnfDat9enrC9i4rsXa4RJnJgpIKphmwtqhGEM3sCwLy4w5ccnhYw/V2Ldtno1jOpqo4FgWpYJOs2PS9gy8IKXjp4yEEj9UtAObpQWHyUuKKJFMzSbYtgIElq4wNIHn6whMEs/gqo2CLWOK9Ws8wrTN11/ROXm2xpuusdm3a5lPfl1hiQIb13gcfkFnTVVnoOzh6C5RbDLfhqJjsHZYcPBkxL7tLndcvcgnHvSxzBJvuEFh2h6Pvxzx8EtFjl9w2TxWYONoymAtYtNAzBUbU3RdYugKUBRsm8GqTRSbtD2Lo2dMOoGB5+t0AkHHF3QCRdtLaXspzXZCvaU4tygoVVr84L0R7c4IJy6UmFqAucWI+aWENFG0WwW+uV/nzFRMJAPGhkJ2bYZtoxYnzpeZa3qsHTJ4+cCLZn+t73dmWy8v3XPXtT+j1PInhKj97wvw+nIHIfjhJ5556deOHXq0z2/Pc812gydeLeA6S9x8JQRhmVeP2xw757Fri8fmsQabhxvsWK8hU4OiE+M6BYoFi3LBwjJTXj0vefhlnX/znXWiRMO2XEquRaVo0PE1vMDACw2CUBFEkihWxLEiSbNnlFgoCZouMA2BYwmqJUGtBCMDkrXDHgO1Jo+8Cs+8ZqLJCm+6xuSqnW2eOx4TBWVuvkrQ9H3m60Vu2i4ZqHq4hk2Q6Cy0YnQpuGq7QaEUcuCUw+37Kty4t82BUzqoCtfstvihty3x2MGIb75S5MSEw/pBnZE+l1qpQKUErg2modA1kApOXBCkqSBOBFECYUz2O4YSP5T4gcQLJB1f0vAU857OZD3h//3mJprq48CpIhemJQvLCQsNyfSyYMkXnF9K2LWhwdV7IraMSa5Yb2HpFQ6cdHj+WMCNeyNGaiW++apk17qLzNcf6hsdTP/rVfvuMpT0Piq0wv9+AB+fauCH/ND+/c/+2rkTDw2lkcf0os0VWwJu3GXwzDGbfTta3HWthWM5nBjX2X/I5rGXEyrVkI2jAbfuafKmaxqsGXKZXiizsOyyda3g1n11LtY9pAjZMCoo2GXKRYe2Z+EFJn6oE4Q6QSQIY404ESQJpFKRebeyptIwwLGg4Er6SjFrhjwSOpyZivns0w7nLxWp2i7X7Ta46coWL59u8uiLZW7Y5rB+1OPTTwh0YVMuxTQ6IVKBLmCw7NFqW8jE5e23zfOZhwtsmXO47waPKK7z9JF+4tTh+t1D3Hddi23rmjx+wOPwpQKHLlis7dPoKwsKtsAys4tQEyCEQqrMNhwn+cUaK8I4A3kQKTqhoBUK6oHGQlNhGS3SNOD3vyII2wktXzLXhKllheP43HNdi1v3RGwa0egr2nQ6VaYXirxyQeel4zGG67F1TOeFQwK0lE1jLkfPd/jKA48OobRfu+qam5SSi38qtIH/PQCeLPwGP/Lh67j/oUc/uNT2Pzxx4fCA3+6AnrJrg8uhUza2GXJp1uH5o5L33r7E3m1D2JbBxRnB9KLOzLLF8zNFXjga88SRDtvGfO69foadm3WSRPDs0ZAXT1icmjT5l2/pcPUWj2q5QJw4+IFNx7fwAoMo1okTjSTVSKVAKoFAoQmFbUkKToJtRVhmyFQ95MH9GmcnLS5M1tClzZZRi12bdK7Z2UK3FzhyrsSaaoE9m2FkcJmlVpkr1mgkUvHIKzahp1EtJrz5+oAHno6ZmC2xY6vJTCPg2HmTdcM19m5a4LnDbV44Jggji52b+ti5zmbn2jbnZpY4OwWvnCxw5nyRgiGwDY2irXBM0LRMNVAqu1iTFKIEolTQCQXNQKMVQ5QmpMrn+p1NfuDeZWrllPH5Bq+MZ6917VDAj97ls3VUcsNODUMrstwsMjXrcmnO4uKM5MyliAUv4D03emwaLjE1GmGaOifGdXZvWiaOY04d+8qQocY/bFh9iVJf/OR3/2yTz/3WD/zzBfgnP/1n6AO/zR/9G+177n9i+fdOHV2orh/wcUZqPHdYcno6ZNeaIsfPmegovvhUhXXDdd5w1SJCDODYFtWSxmA1od6CxabNseM2Lx5MeejFCMeOSVPF1KLJYtNGonjysM9In8933dlm57oGgW+wZ5Ni+7BOGJukqU4qNVQX3JrENFIuzikuzAoavuT+5wpMLdZQkUnN0RnrN9gwYrB5DezZ0kJqi/zxA0WWlircsNNgz5Ymjx8SiMRkqKZRLCR4sYWmNFAaumHRDARzS4LdqsCd17R5/oDL2IDFDXv6+MG3LfLxh9u8cqpIJzCpN0psGnPZMepx/fY277m9zfTSEvc/Z1P3bC7OmExNWZi6QNM0BAKpFKmEWCrSRFLrj9m72yMMY3auC3jfnQHDNY2hqoVSGns2BEy/dZZUatiGznDVwgtc6ssuC8s2iw2D+SXBbD1hYjbh+HTKndc3ee/tKVNzNmsGHI6dT9i5aYmyW+LZ0wbWTIvzk68OLMZrf2/iz9bHn/utub948vFPctc9H/znB/CPf+pT3H7VbvG7f/RT73PF+J9MT08UygWXouOwa4OPa5V47YxF29cZG9RRKqYVODx5qMCNu5bYuVFD12o4lkXBsagUU/pKCY2OpOXptAMHz3OIUkFRQLEKiRQEgcm5SxV+4y8GQCaIJOGaKz02jUQkCUglUSob4mhCoOkCw7Q4NWFx4qxD0TEoWRoDBcFgv8ZQn8HYoM6G0ZQdGxqkos5//3KZixNVbthusnNjip+0efGITdU16a8oqqWIgptRISk1moHOUkdRb6Y0Oy637mmw/4THyQmdatnh+t1VfuTtdX7/K3DgbJGOr2i0DeaWyowMFBiqBWzoD/jZ93mUC00OX4BTlzRMU6HrCiEkoLL/KUgS2DiScvMVCWlskqYWSvURJSbz9e4FDgNFQZLq+KHBhWmLZsek0dJZamUGs8XlmJnFhFOzCqfY5u69CY1WPxOzLpPzOkVHEkV9PHpU4+xMwO6NJu1OTJqcqd64kT/56WdGk8LI3Z9/+qlPqzvu/N5/PgD/87/8CyI1qB889dq742D6ky+fnHHWVKv4YcS60SaBTLl6Z8CWtWXqDYflloGhW6AiDp2v8GufTvnZ71pi23qwzAoF26JcMCgXdKpepoh4QcYxo5x7phKSFJJUEKcQJhqRtIlTh5Nnixw6CalSZNDOuLGpgaVnno+SDXtGoexCpahRK+n0Vw2G+mD9SMjoYINYLfHfv1zh3PkK+zbrbF6rsWXtMk8eS5irV7hmk0atLHEsH1uzUbogSTWEUiRpxHLHYa5usm+ny1Xb2zx3wGG4Jig4JfZtl3zo3XV+7yuSY1MlGh1Jo62zsGwwUC1SK7vUyhXKhZjBYsyGfRG2mWAaCbqeoomsmVBkF1Uc6ywsGMSpRpzo+TOjZ0mikUhBkmhEsYYfaXR8jbYnaHYUjXbCcitmfllxfgEqtTY/+91Ntgz3c+RsmQtTGtMLMY2O4tkjiuXQo78W0YkVW8smlu+iR2cKR06LTxanH5N3XDP45Scf+3R61xv+4UH+Dw7w1178c/orhn764qX3nrs4+4mqccEpGA5hErBl1OWbL66hEXhsXtfmrTfNsnWjTRqXGOorYZsWQRzx/Mk+fvXTKf/xe+tsWSdxrDIF16ZUMGh0DNodPQe4JIwkSZo1WWma8dBE5qBPVc61QUp64BYCdA0MDUwTbEPg2IKCrVEs6FQKGrWKYKgvYcOIR6nY4MvPRzx9pI/GYpkr1+tsGDXZti4gFQ0eeaVA0TQYrOmUCgFHzpFt3K9TeKHO3m0xV25RzM6kLCxb+EGBt1zX5tnDPmemdIquhm2VuWKz5Jc/WOepYz4PPDVAvaXYMJSy3DSolnUqRZNSwaToKhxbYlsS20gx9IxqaVr2GShFPrDKVJZEaiSJIEmzCy7Ov49iQRiDH4AXKNp+QruT0minLLYU43WN/sEW//H75tizvsYrx6qcGtc4cTFiqp4QqZjhgYDvvStmx6hDo1XhuSOwaW0DlM0jT004t17Hpx5+Vv+Xnaj/C3/w0c+nP/HD7/unDfBHX7U0U4vf74qZP3zl8ISja7B2KOT4uOSG3U3ecVs/Lx4pceq8zYfP+Nywp8n1u5YY7fPYEFWYnDcZKwteOtrPL38y5T99sM629RHFQoWS61BumzSLOh0vu7X2ZL9EkaQyA3WqSGVW1eUqpURBRks00DWBYQgsQ2BbGo6tUXQF5YKiWpIM94UM1tokqsHnn9X4+MP9DDkOV64XrB812Tgm2TC6zJdfVCwtOewc0amVoVSImRvXmF+2sTZBGAsGKxrVKpy5oFhuSWYXHbZtdLj7mjYPPuPQXwLbstC1KldsEfzoffOY2jxfe67G8SmH4VbMUDWhUtQpuToFV8O1DWwLbBMMQ2UgF9DdH1Yqu6CVFPndTfTucl1ZMe6qLaHEC1Lafkqzo5hvCS4ta6xb2+CXf2CW67bYnLtUpt6UXJxrsehHrF0bcdOumBt3WPhBP6fGXV46lhJrTW4cSDl1Pub2vYqofc5pS/1PbrhaGaWC8ZdkL+ufJsD/2yfvByU/2Jk/81tPHZsobxs1abYMjp2POXjeYN3YMu+9bQlN9DFQNTk3qbH/sMOrJ3yG+0MGyh3mGkVMTWOkqvPyiUF+9c/r/OcPLrN5JKDsVplfLlDuWLQ8g06gE4SZ9JeBXO/RFdkFd85NARAZwHVdYOgC08gA4thQcCQlN6FaShis+gzUGjx/MuJTj7qculBlY8VkywisHbFYOww71rfwkhYvnyjj6iaDNZ1qCaqlkFolwbIMhMguLj+0WGrFNDxFs5Mwv2yxfqTEjTvnefQVj1NTZQp2jKlbCFFhyxqd73/DItfumOdTj5Z4+WiVesdgqJxQLSQUHA3X0bFNgW1qmKbA0DV0nVw+FL0LWknVu4NlAFfESUqcKKI4B3co6fiKpg/TTY1FP2brWJNf+v5FbtxmMrVQI5UaIwMBt+5rUKtIRmsWGv2MTxU4e0lweiLh9GzAu+9ucc1WDV051BsO7SBlfeVY+eSZ5L/fduMm69yxT398y55/OKryDwZwpZqA9sN/9tmv/tq5man+S3XFLXuajPaVmJor4XUSnj5Qplps8tbrU4puP5WSxUi/xsScxtyCQ30hxdQFJZdsaqcZvHZ6iJ/5I4vvuKnBD907S1+1wvRCmUbbpu2ZeRXXiOJs4JHmlSq7Ra8q3YK8coOhZwMTy1Q4lsR1EkpOQq0cMjrQYq7p8Qf3mzyyv4+l5SJbBwXrhwRrhizWDgk2jQUYVoPPPG1w/lKR7cMatZJGpZiiaSFTCwrb0NAEKCWIYoMNQy1eIaXl6Sy3FHNLLtvXOrznziZfeNxifM7GNGKEMJGqSJxoXLNpmQ0faPHIAY9PP9LHq+NF1tQEA8WUopPiWALbFFimhmkIDL17hxKZfNj7bFQGcJXTuCTrXcJI4UeKdqBY8jSmlkAz2/zw2xd5+w0xW0eLXJqrsNxy8EODoqPYua4GSmNmwWFiRmd6IeXcdMz4QsSbb1nmzr0mZy72Mz5lMrUYIkyfW6+KePXEpf6z42MfvvrG79EnZ1ofXTv6D7Pz+Q8CcBm1AfMHv/bIM7/2jaePDl272UeoIk+9Ktm0rsNbb4xYM1jisf0FvvA4mMYS77p5mmppkLOlArWyTr2Z0upI4kQSJdmt07UURUswOdXHR75W4OTkEt9/T4vrtgUUnCqNtoPnWwSRThRrxIm2AnAlVhduNAG6nqkOpi6xTIltpbh2QskNGah28GOfx48oPvtkhZePVqlZJlesUYz2aQz3W4wNaqwdjti8ZpnD4z73PztIRTcYrAjKRUG5ENP0Uh5+0aFkKYTIJo5+aPD2m0MeeknS9BTNjmR+2WDtUIl33dLh5ZNtTpyxKNoJuiYykMsCQZRx/e+/u8n20Xk+81SLF45XmVh2GSkLKo6iYEkcQ2KZYOgCXcsuZE1kv3hXJ5ddhSXt6uWZK7ETCRY8nblOwo0763z/PS3uuMrAEH1MzhWzQuIb+KFOHAvCWND0BPWGZK4ecXZacqkR8Y7bl3j/nTqTMwN88xWToxMBb72lwdYxi1dPDHF6OmbXliNDM+NP/9r6LW+QM3Pex0aH//4nnn+vAI+CJk8eXOb8XPIvXnrl2d989Ikn+y9cahHHGm+7IaDqFjk6bvLkwSYjfYIta4p4oc2nH+mnHda5bdccV22rUXIrzNYNllsKL+iOmlOKoaTkKKoFyWLb4rGXRjhy3uWX/+UMd1yxiG1WaNkOYWQSxjpJovUkMKkEqGzal33gmY/DMCSWmWJbMa4dUXJ9UnweO6DxF09UOXqhgohtNtYUo1XFQFVnsM9iZEBjbDBm/UiLSwtt/uiBIknosnatoFoyKBehXIgRZkTLL1ItKYQQKAVxotFn6yQyoR1btL2U5ZbO1ILL7s0lfuw7Gnz4L20uLhQx9Di/MAySxCGINEb6ba7Z2uLKzR2OXZzis0+6PPpqlemmS9HWKVlQNBWWoTB1MLTsdxYCtG4RyplaV2mKUoEXC5YCQd2PuHvvAr/4L3zG+krM18sstRyaHZNOoNMJNIJA4IfkEmbMwnLC2VlFua/N+69v8Z23mSwuDXDmkgVimbuvjVg3UOa1EzYnpiLuvSlEkzGnjj0wVCp6v7l99+2JUsf/bL6+juGBv79q/vcKcM/zuXNv3zsOHX3l959+5pvlttfiu+4UHDjl8OVnO7z/riZDtTKvnelncQlqBZ2NwxIxb/Glbw7zxKttfu4DS2zfING1KrZp0PY1vFDLRus50MuBpOJKKo7i7GKV//gxxUd+ZpI96xuYRkIYmcSJQSI1ZJoBXJF9wEKobAyvSwwjwbYSTD2i5ccstGJ+98sOF+ZrHDhRRUmLflcwNKAYqAj6yzr9VZPhfo2R/oQ1gx791WUeeU3y6vEqV64V1EoapYJGuSApuhHCDLFtA0PPfr5SkKYafmjgBzGJFLR9SbujWGqZzNbL3LSjw427G3zmmw7uko6hxTkoDZLUyqS80GSg6nDtlg7Xbu3wyh3TXFzQ+NSjVeYbBSbrNpauUTQFVk7DDC1rPLt0JZt4QiwFQSroxNnWzzWbF/mVf9mmVhzg3KUaiw2blpeZtvwc2F1/S8dPWWqlnJ1VDA63+LkPNBkolpirVxmfcQliwe6NNrrm8tSrBtNNn+9+Q5N2q4/7n4PrdjZ44blv9k/OlX9/71U3L0ehd//fJyb/3gB+4NApqn3D+mc/+5mtx06eKFftOQZGi3iBz5p+l3NHXD7zVIcfuHeJwb4ak/M2YSTQdbBMQV9RMrVc4Q++ZPAjb/cZrLkowLFzz0gkCCKDMNIJoqwZ6q+kmKbkxbMFHnjBZO/mJgO1mCgySVIDKTUUK9REExJNSMJYoUhASzh2QWP/SYMHXy5x9GKJOClQMnUGXUVfUVErqEwHLxv0VQz6q4KRvoSxQZ/RwWWePhryxw8OMVo1GCxDuahTLgpKhQTXDnn+tE4QGZhFoMvBEw3H0Ll6u89LR6p0fGj5KY2WyWLDZm6xxo/dN8fkYp2XDg5iaoCIkUCSGESxSRhpdHyDWsmhWi5y43aPO670+MBd85y8pHjoZYeXT7qcPl8kEQZBqONHejbpFAKRvy9SKRKlSNIUkpiS0eZdtyyzeczl5aM1LkwXaXcEXphx9CCShLEkijJZ1g8Vi01YP9bhB9+eYDLCyfEC80sm9Sa0vZS5RYvpxZSl2OMH3tpkpFLhzAWdUiFiYq5EmraJ5TPloFPfet/bvkuvz59O+4e2/+MB+LGjJ9i8cch67MlXfiBJvd+qWDPMejZXbY1ZXK6yuKRz5UbJpUWdJw4EvP2mAMPQaHV0Kr5GpWgxUJOsG5FIZVBfdhgqK2qlGNdOieJsABElmWabPQ2U1Fm/JsSwlzl2TvH0IUG5EJImCVJ1K7foad1CUwhN8MWnXA6fKyIMg4vTBabmCjiuTsUWVEuKsiMpO1ByBZWCTrmkUysZ9FdhoJow3B+wZqhFqhp88dkyfqfItrWKckGnVNAouZKSk2CaEY+85BB6GuZQRg+6FKXo6rzlep9nXpN0Qo2On9LyDBptg9l6gV2bSrz3thYHjhW4uFRC1yQQI6UilSZxqhPGGkGk0QkMmh2Lklug6IbsWhtww46AS/NNxmcaGGbKofMmX3jSReh6pqpcllilQKWoNKFSiLlya8jzJ1yee03QaqUoFEkiM6UlkcQJ+fcZd0+lYKhkcvZChVPSouNDx0/peGkuN0oWO3DvLRJHDHDkrIOpKTptnfHZiKu3Fjh0coGhkfZvXTr/iies7R8/f/ZEtHnrrn8cAHe143SWzm4nnP2Dp557TtuzNWDNcAlND7l5b8jOjUXqDYtGW8cwCph6wLohj07ZwAt0/FAnjDLDk2sLBqoCw4ioWYpU5tO2fCiRppkyAgLTlIwOtPmZDyzwe19WfO+vjODHJitxYwKlCQQaQmgITUdoOmlsoCkDw9Ao27BpUFE0JQVbUrChYAuKrkbJ1SkXDColjVoZ+isJg7WQscE2Kcv87pccnjsyxJZ+qBXy6l3QKLkJBTeiWPBx3QK2rqFrOQcnk+ji2CTwBX6Y0g51OoGk7ctsZa5oMTlX4dbdIR963xy/8wWDiYaNEBKlYmSqiBOTKNYIQpOOr1PyDYqORcF1KNgFHDum5EZcsz3CMmOu3x7z/fd46EaCrqVoQmZNp1A51rPhUBQrPvyXJX7r84NsHdJYX40wjewemObSYppCnGYrc1JmTsYLkzbNpsKxI1KZOxgjhRcIvDCTYE+cLXLmvEajk7DQSml0YrasTZle1ElpcfrkM1q9af6B7raeVWlw9O8Dm//LAH/0ka8yMTfkds4cfPelyQPCtk2OnrWZbSaYRsrtV4ekaczWMcWVa3SUBNuMMXTJUJ9A1wzCyCRKDJQSGLrEsWNsM0bTslmjlIJU6qRSoFTWqOm6pOBEtHyPB18WfOqxfhpBFc000bUsm7urAWdjeIGZTyudgsI1FLae4phgG+BYCtcWuJZGwdUoOEYG8KKgWpL0lRP6qyFDfR3Ghur88YOSTz86zLqqzkBJUi7qlAo6xQIU3CyncKYuOTdj41iZ/Ra6vDejW5tGJCMDAa3Awg9UXsU1Gm2DkutQKlT5vnvmOT8zy5/cvwZDM1BIUpmSSEWcZJTNj3T8UMNzNAqBgWubuHa21GBbCZaZYpkpppFg6NmihKZl43xNy2ibpkl0LcWxYj5wT8zxiSX2n9DZf97BsTV0DVCQKkHanQTLjMvrGtiGolAHQ8909jgVBHH+ORUkBoojkzEoxdhAyO4dKUpK7rk6RlBkfqlIx4t4+cDzYveOq9+9b/fuc1/60pf897znPa8vwDeuiaz60umff/7E4s8/f9jQbt7TZudalycPlDk/5fDZb6QstGK2rAsY6ksJIkmaZtrsnfsCto4lBKFOmmSUImsC03zU3AVFBnJyqU8AuiGxnZTHDtj8yQNraIQlKiUDWwdbB1NkiwCGyJorQ8ume6amMHTy6AiFZWbTS8fWcCwN19ZxHZ2Sq1EqKCrFlGopoa8cMlDzWD9c5+XTIZ95aoyaYzNckpQLIgO3q1F0JEUnoVQIefkUHDpZYOtgVr27TaaUAj/UuW6HYtt6n1eOVvFChR+kdHwjB7lJwXFxnSrfffsSh07P89KJEVA6UqaZHTZRJLEiirM7oB8aFAKF6+g4lsS2TBwrxTIkppli6hLdkBh6dvyKnr/HuibRdYmuZxfBhqGAP/ipJh9/MOKxA0V0W0fXNch5u8omRnQNXeRau65p2e8oFWmaeYO2rkm4Y1+ALgRxYhKEBmM1xdYxg4XlEovLDucnDZ48lLBzs8ete6TWCuf+8+GzFUszir8KRK8bwOcXAy2JvV86efqjP2Ok56037jM5N+UyMtDmbbfCsXNlxqcVc0sm00sOh6YlnVDiRxCm8NqZGNdO8ONs4ICSoGS+CZ23+11LXPau5n8uEJoBuk6jY5GmFmtKgoIhM3DrGbh1TWHkw5yu18TIByCWkS0KWPn0z7Z0HFvHtQUFV1ByFeVCSqWYUC2F9Fd8xgaXeemUzy99YpiJySqbByTVApRdnaKrU3Sg6KS4ToxlBjQDha7pmLpCW5W5ncquB8Si7MZ4icQLs/N5vCCl7Wk0XZ1C28axS2wcifnlH2jyi5/UePHEMAodqSRpKknShCiRRLFOEOn4toYb6jiWloNczwGe6f2mIXP9P5NJM6B3/1liGCl+4FByQ77/zSHvuK2FYSRouQqUKTArTsVuAcp4TuZ3kVIgE40wMnEtjYGKTRyb+KFJ27dZbDi8etxitq4xPi05OhExOtxhpObyxGsWGlPWwJD2I7pu/tfXDeDNRgel4l89evCRnz547LxTclLqnsGpaYcXTid88N5lrt8jGaiVuTRrsqYhWW5n+4CdUOGH0PJtvNBGS8hMQGk+Rs5piCSbuqlVbyaA0AS6EBga1CxFsaCwDYmpq1wOy0GdDzr0/M+6gw8zB7dpaNiWhmXqOLbAtQSuoyi6kpKbUi7EVEoRfWWfscEGL530+MWPD3Bqoo8NfZnCUnI1igUtq96uouCkFJyYOI3482+W0HQdU1PoYkUmlErkfYXJ979pmW+8GtGObLwc4B1fp93RadoGjmVjm2V2rEv4Lz9U5z99XPDC0WGk0kilJEllDnBFGElCJ9tWsm2BY+rYlsIytUwTN7ItJaMHbtX72gO4rjCNlJbn4NoJZTujNZouEUL2YhgyqiiQiPzzEbnPRSNBI0EnFQaNlsnknIEXGHT8bOl5qQn1ZsrUfMy5uYSd25b5l29JWFoS1JspjY5GGo4PjG269svtVvslTdN+oVD8uw2B/s4Af/rVcyjkjZOnn3e3jLWZXSxzZtwkCiSdlsMf3Z/y0++tc822kGqxxkzdYnHZotnJmik/SHP3X7ZWFaWKOAWZ5iNkSQ52em9gD+BCookukLug7npKuhVbfAvIs39n6BqmkY2yTVPL/BuWwLGzzJOCk429y4WYcjGiWvYZrDZ5+aTHL32sj2MXB1hbE/QXV1ETx6DoZP4V10lw7Swyeapew9QFuibzxnelyUxTjSTRGa0pkiSmFTv43f3JIKUdaLiejmOZWKaDaVTYuTbhv/zgAr/wp/DS8aG8AZfEqSJJ0mzqG0tCW+JEGoGV+VMsQ2CamR3B1MEwtGzIpZODW/W+Zn8uMQyJkQNf17ItJyFWqkxXoepVbClI82ecaMSxlqs8On4o8HxBy1e0OpKlZsLsUsr5BcneHQ3+r3d6WPThWxbb1mgcOKVx/GJsG+75N6b+UcH/wokTfyeAH371G+zeFBd+4tcftgYthUodqrUOb7zeYWK6wKmLkuMTJX7/yxr/9nsWuGZLSKVUY7ZUYKlp0OwYdHwDP1yxuMaJzDhlPjrOzEBqZaz8rSYpQGi5WUrrjqQzXb0H7hz0uibQDYGhCYwuuA2BZZI1mZbEdVSmojgJBTemXIioFn0Gak1ePRPwnz5a48jFQcaqOoNFScUVlByNgqNTcEX+/++O+iNeOiHoBBZOfsFpWsbBu7f2DAgGRUfnpj1tXj5WxoszmuKHKZ6v07b1jGKYFqYhMfQqu9ZJfv1H5vm5j8ALJ4aIpUYsZb4svbKDGVoatiWz6m2u/M6GkTXchpFbFbSVrxmgyTl5Bn6tOxzqqS0rjLF7p01TkTWfqejJuFEiCEIIIvCDLCGs1UlpdFJmlmF8SbJvxxL/6t0RIhnk4Pkypy4qLiyEjPZ3uG6HgyabPPv0562W+P7CF774sPfe77zvHx7grx27hFlaW33h0Bf+SJfB7dvWNbG0Io++WuCUFrB+WLJzo4WhR5yaLPCbfznEf/jgDNdtjSgX+phbKrDcyjI6PF/DC/WVKh7L3mZ71+Iq5Sqakr+5XXqu5bd9Tcsuck0T+RN0TbsM4NkHKjB1MA2wTLBNiW3lBis77dGLohtSKfrUyi0Ong35Tx+tcWh8iJGqwWBBUnGh6AiKrk7B1Sn0qneKYyeUCgFPH7JoNB1qtQw8PXCQNZlpKohTnaF+nXuu6vD0fokfid7wJAO5hmNqOKaBaVgYhoumSXatU/zaj8zzcx9RvHBqiFgaxGnm2elq1VGssCOJZYmcomh55c6ck4aRX/h5QTA08oYTNE3Lvyq6krlA9UagWeXOWqY0t9+m3eWSXB+PY5UP5FL8XAJtdBQzTcFkM+GaHUv82+9KSeMhjo2XODMhsM0l7t4nEarE4/tBNz22bkhvl87JP/3uD7z9x4Pm6YZT+Z8bAP1PA1zFF0jakz937MzJ9xe1aRodi+3rfd53t2R+yaLgKJRMsU0LQ084ckHwy58Y5ee+b5q96+fZ7FZZWC7Q7GSmHc/X8EONIBJEiUEcQ9wFeJpV8YymqKwHXfVaRF7FBaJXzbtAX13RDQ10gxzcqucczACegduxkwzcTkipENBXaXLgdMjPf2SAg+eHGaqaDBVSKgWVgzuv3o6GaytcW2Z/hx2RyJB2ZCN0DbNbwXscPANHKrNNmjg2KVpBZheIHGpdkAcpnqXnR6JomIaBadg9unDFRsWHf3yOf/uHkhdODhNLgzAVRDnQwziTPq04y1O0DIlhCExdy+haD+Bi5f26rFisvK/fhoGuTKhWPqPM0yJJYkmYSKJ86umHkk4ADV8w3RRghtxyRZ2ff79EJsMcOVfi5Lhici5C4nJuRmOhkYKI2L5O59i5DkOjZ95/+PDBc3ES/8I/aAV/4cAUZnFsw9FXf+fK2LuI0Cwe3q/x/PGQN19fpx3aDA/FVFyDUrFAsWDT7CgOXHD5N//PGu7YvcC/+8ACOza4zC2VWW45dAITP8jcaWEsiCKNKCEf7AjSlJUNHLWyrNDTCxG9KrNS0XO3YH77zRpMhZGD2zSyrXnbTLHNNOfN2Vk1tbJHpdTmpeMJ//6PB3jt/DCDFYNBN6XiKEo5uF0nkxO74HbtFMdKKBcjTowrnjpQxNI0TF3mRqcVHim7HpBUJ5EGd14Ts3Vzh3MTLoMFCKJsSBKEKV6gZR5vQ8cwzIwraxkf3rMBfv1HF/mFj0iePTZIELuEqUaYKIo5XbEtiAyFaQqsXoOZVfEuuLsA70qZWv4VIVYZHfLiolbZbaVCypU8mTi/g4SxJIgyetIKYNHTmG1Ixkba/ML3zXHTdp0kHuTQaZcDp2IuzkcseQm1YsTAMAw5cN91EUXL4vA5l9PjM5Rrr1z5g9/7rzYoNXlRiLV//wBX6gLgbDx/9qn/NjMbvSP2AjYMm5TsMucmB/jLr0safsTWdR0cR7J2oMlYn0YiK9RcHb/p8sALo3jpAh96V5Oda30GawWWmpkF0w9NglAnjLtW13ylSgpkmg0XlFzhfd/ytufjeNUDeg/keq6B51suppFZYzMHYQZKx4ooOCF9FY/ljsczL8Gvf3qYw2cHGcjBXXUVJVdQdERPK3dskYNb4uR/l2uHRGlK4Ds4+d2jC5jVCkRGUzSSxMi4vBFmfuxYrAK4xLJSLNPANDUMXUfXzB7AEbB3k+A3fnyZ//qXMS+cHGC6WSYoalQTRdFSuInKKnissIxuo503mF07rVi5A/Ze5+rXy4qKJb8V4HnPFKf56D6GIFZ0Io0lTzDflpi2x9Xbm3zoXU3eeK3BcqvKkmdhmjGG3eGWq31G+jVKtsaWMYNGu8jUfB/HTiuWPA8lUmQQvuPrT76Yjm646l+/eHRm/KYr/nZnev6tAX7y+Cy207rh+LEz7xbhYRLl0ur43Lw35podVU5PWMwsGFxacBm/mHJxIqTkpkShRslRrNUkrmXy9GujnJwocduVDd59S5vrtrfpr2YZel5g5YYqI+vEcz93IrV8ciby6Vl2m+/ywdXNp0CtquLdJmqVNdZIM++3mU35bDuiYIf09XVYWPb5tU8VuP/FQRY7VQYrOoNODm4n492FvLF0bY2CrfIKnlEcx46AiCcOWizHFv12t8Fc8WOvbtDSNFt+KNsGd+/zeOlURDu2qcSyZ2yywvyCNDKAZ7KeidAUiOxK37le8Dv/qs1DLwX86seGmVys4VcNqqmglEjcONtUsnTVU1L0XHnSeq9PrAC7x7W7F+QKyLs90crYXhH3FrszP3kr1Kl3JMLwuHFPg3fe0uG2PTBcKzGzUKTRdvBDk5IL915vUXQNkBZTCw5P7deYWZScmpQEyuOmK9vEXpGnXzzB3fbIuwdrpT+PA3/877WCK9UAKtvGzz32U+fPH+bSXIWpZY1Li4rJRZ8bds1zx7UW9eUys3WLqTmT6UWTpWZCbGbylWuBa6aULY25RpnPPV7k6dc6vPHaJd52U5tbd7eRskCz4+CHFlGcbYAnSTaiT1OtJ0f1qnivk79cRupW8hVr7Ir0ZRrZ6NoxYywrolQI0HWPpw+l/OnDZR58dohIlRkqCwacjJZkEmDmk3FtPX+KvHKvrt4xhhHy/PEqXmQwWlC5EvGtFTxvNGW24e6YOjfu8klkBnA/FgRdNSR3TmYKiMireN4AZpc3CsFAVeP9d3Uo2dN87GGfZ473Mxu5dByNspFRFjvvQ6y8iuu5QpJRKHVZ1PDKxHLFO96VbWW3sZTZSD5KBUEiaEaCli9ReNx25RJvv8njjfskA2UXLygyveDS6lh0ApMgzApYFLucnRBML0qmFiSzSxHznZh9O1pcvztixxqdqVnB5JzNyeOvMTq66afue+Mdry0udc4M9BX/1wHeaVxi8szXKZWqYxMXzt4xO79Mf82ir2piiQrnx11OnA95fkPAfTfOMDTksG29xdlLVU5cMGi2BWGUEsaKYqSyhQVX0fAF860yn36swNdfbXPTjmV+9G0trtjYoa9i0fYdksQgSfU8eUpDylUglwKptMsBnw8duiDPeHg2rTOMFENPscwEy8wSqwquj2l7/MU3TD78Z0OcW+jDtB1GXEGfnVK2FUUbivmGvWtn086Mmqjcv5KB287pyWIrpRNZWLqO1VUl8urdBY7sNpq5gSxKTFwzYKTq0/BK+LHomZUsMx+zGyLj4bpA1/TLFI7u0KVc0HnHbW2u273Ar38q4NOPDLCclvBsk2KiUTQUrq6wdHrN77e+vtWA7kq0KzOJjComUmTZ5DJLzQpSRRSkGFbAvu0NfuxtTa7ZBoPlAn5Y5NJcgWbHouObublOy+3PGsstycmJiPMzIYVSTLUW8N63xOxcaxJF/Vy8ZHFyQiL1GINljpw8c8dE3RhrtxtnTpy6xK4d6/7XAB4nKWs3v2njgUMn//hLj47jt0scvSi55coW995c5PAZh9MTBhcu2vzu+SKVcsgdVwZoysXQLcolDTfRiZPMRxxGklIgKbmKkiNZaGvMNqt84bkiLx1u8oYblnn/PR2u29kiiU1MI7PFJjLzd2eAF0i5UtkvA7/Sep9Ut4JnFCXF1BMsK87i2Ayf8bmEP3mowFee6ef8XB+lgkm/AzU7pWSrfPTeBbeWg1vrDYWcnHvbVoptxpSLIV9+3uDMRRdHz4xjXXqSm3Yvq+AZTdGIE4OdG+Bt17X506/30ykYlGNFECvsKFNATF1iGJkCkkl7XZCbK1VXClKlsX6gwy98n8feTSF/9GAf52YrLCUubcOgqIvMaKaJTPfWuGyOInONPlGZWzDuglllDkIpFUpKlJSAxDBiVBpy8+4233V3hzfdkNJfcPH8InNLJepNh2bHou0ZdAINP8jW3DLLbSYmrBuRbFrvceuVIdWCTRSVmZ5zOXVR4/D5mHVrAm7bBVNzDm56iKs37vjj4bFb7g2Dxv+QqvyNAF9shFQrFk8+u3/t0y8e3/L8sRZvuFZyw26NiTkXQ4/Zu9Wk6FrM1nXqDYNOYHHwRIXBqsHoABRcgVI6qdSJu0GQQUonSHtGINsQLHgGs51+/uybZR7Y36FWCNi5NuC77/HoL0ZEcRZgUynBvh0pSIFMdRQGShnZBk+SVXu14mbpueQyapJ5RFppzO9/3uZjD40wVa+S6i59FZ0+S1GxJIW8chfsLi3Rcp9KTk1y7bwHbiubXoZxxJlJm05kU7NzeTJ3NGqruO3qYU+SasSxQblosGlthG4HtKMSviVw42zJwDKyODkzpyiGJvJdTf3bm1clSJMsrvnH3uHxrjtn+NhDLf74C30sBkWWdIeWoWPrGqZQmNrKGlsKxBKiFMJUYpBiqwRUAipl746QWilGyUwO7C+nfNfdPtvWpFQKOv1lkyguUW8UaLRc6k2HetNmqWXQ9rO8lTBWxLHMh3gK29JYP2Qz3NeP14H5BZ3FhsbMYsr4TIwioWzZPPCsYOOYz80bmhjJsS2GdNZu2n7duFI+Qrh/N4CH3jyeXhwsFvXP7z90wNw6ZjI5HdP2PO65xmPtoELJEMuq0lexabUNgii7dTqWoOBmWrOA7NaWh8sEkUHbM3CsBE2LSGVmsrI0jVZs0ehYzDckZ6ZSHnklRcgEpTJ7Zd9AzFtv8hEyRaaSe64JuWm3l6+KGYSxmQM/Q5OhSUwzwTIiGkHMc4c0/uLRCl98th8/LWFZNv0WVC1JyVIULEXBWgG3Y2nYtoadUxPHyqiJbaoc3CmWmU0+L8wonnm1QBSb2EX1bQ3m6irZHW1LqRHFOqZpcM91bT7zWIdTk0V8J6t0oamwEjBjiRlJdD0bYGV6tdYL9/m2BlZmlt+Rqse/fb/HrvUhn360xP4TZRY8l1izEcbKhg9KZTF2cULZChiueNy4x+MN+0LSNKN+994UM9wnoXvHVAYoGyl1otik0bLwI5OOb9Po2Mwv28zWDZaaWS55NrHOJEWlMhXIMjT8QGNqPjuTOIwULS9ifjlloi5JRERMyF1XCyrFItMLECfPm4Nrrvt8o9G4KopaC3/nCl6r9GsXL56+4chrz1QGSpJqMcU1BEfO1/jEZAHTjfnBtzbYuhZqpQKeb/SO/dC0TLUwdLUq8VQQp9l2ThhpzC4K2n6mFbtW5jFxDUE1hUgKEmmSKDNraPKYtWUPPv31XKpKU774XEip4PP+O5Z5921trt8VkKY6UmkYukSIlOW25JnDOp/8eplvHKiw3CiB61J0dGoWlExJ0VQU7AzcjpUbr6ycmlg6jiVwLLCtXEO30lxLz/i3boScnoSpppNZcFfvQIrLJ5mKzEjWBXkiNaLIYLgs2LbO58hEghebhHnGtxVlDklTT3OKIlZJfJlRW2D0PDuZP0TLvSo6jm3yXW/wecsNSzx2oM0nv15i/4ki9ZZNKswMBVJhypjrdjd5z+0d3n1bQtExqRQN0tQgTTNL7vKylhmsej1QV+nSSRKdODEIIoM40fEDxcRMzGw9JYpzcOfNabdXMnSJqYte4kCUgBfCXEswMhzyg2+JKZgumnA4eN7EtSRBpLH0zWcqN95k3bB1686v8zeEB/2NAD87PmUvN9I/fOHIRHHvloSSY6KkzsZRQRA6+LGFpkL6Kg0Kbocozn5JQxe908AuS1bKm8IsVUmw/zRMHnDwQhNDV7hCZMb5fKhzmdmqC46u/0EJYmnQjk2WmkV++7MlHn5hkd/80Bxvus5D1wXzDcGTB00eeqbE/c9UmG8VwHExSxYlQ1AxFSVT4ZoK11KZ0mNngfcZ1+5Wbi3LHOlW7y7AzQQr19GVinnigM3FGZeBPoGpycsmg5fpPCrjyz2DUqrjhyYbhgX37PP4yosRndjEjwWOqbCSrIqHser5tnVN701uEXpvWyjzzIue1i67G1GJQcEJ+O67A954fZ2vPtvm4WcLPHXQZX7ZQNcl99zQ4b/+RIttax2azT46gcNy08gLxkoj3/Xlr/QSK81+V98vOglrRpo8dkiw/3wRpbLi1h3xq1yE7BYA0wBNlyQy09M7scagdDh8spQtaIcKRIpUFo4Tc8veC8W+cvKHfvvSLsD/OwH8xQPHSeI2a2tzxIlkyWtw7Q5oBzZhomMbKXahzZ8+kiWlSpmtVF29I+G6HTGp7BmGe190DeotnZeO2Rw85zJZ1ygb2VaNZawE86zWYLuVT6z6TpENG5IUWpFg3HA4drLKv/v9kN/+6SW8UPC5R4o8vL/I/FIBTBdRsnEMnbIBZVNSMBWuCa6pcPLK3a3ejpVZabNnVr0dU/W8K91JqGVm62nnpiVHLthgmvnmkFo1or98B/IyhSJfwUvSLM75ik0hu9d2ODlVwLcFhURgx4ow97kbulwxkGl65jMXIITWe9O6kl56mctPz3+GQdEJ+YH7At5xc52vv2rx2UcKeCF8+Ceb7N5mMH2pxly9ghdYWfSG+pZZw+rPp3tRrfJQaJrCNlPGBkPuvSVgeKTNy8ctllrdzaDLXYmphGt2JuzbEeUNrGKhofPEgQqvTZiYhpbthEYJ1+yKSGSZQ2fbXD17srpt97u+p91Rf1oq/tWOw78W4GfPT4kwDH7qgQc/PtBXMpieNzl1yebYuYRmoNOJ8qwRUePYeZO2l12dqVKsfTVhw0ia34qyuLSupqprCj/SuTBpoUmLNTUoOQrb7CYx0QND7yXnFbC3PLzqqRQEoaBWidl+6xJrBj3uf9rha48VOTtbyHLYXBfdtHB1jYqhKOXgdswMtI5JXqEzgNv5dk9GTbQVamJn4LbMleptGTGOE3FhAU6MFzC1y+XBHkXhW3TwbhXP+XKS6CSJye6NPtuGPI6eT/AKJsVYZBd/7i/RVwFc0wRi1XpevuvU4+I9z3ZOWaTUUEpDSp0k1ukrBXzw3pBbrwm5/wmXLz/l8sJhky3DBVqdCn6ogRIrTkKRDc9WfUSX7S53/ztTz0xDul7inr1w916fczdGBFHWk3QLWIaJ7AJcP6xYPyyzHBup0/IFt+8OkCImlTpBaOD7OpVCgRPjFlMLCS8fOlvdsr39IY3wY7BquP23AfiXv/40SqXvX5xfKC51NPZshKFqhXNTOlGYEqeZ1TVOYM9IBuIkX0QNIpPZqXzquEpX7ZZhQ4ONtYzzumY2ZetFjWkr9l8hVvwRmSKyykyV81BTz7ZyNq1NeNNNEWODIU8eEXzq4Vp2iI1VwDAySlI2FUVDZhW7B3AyYHd94Va23WPlJqcs0LLrXemCO6/eRoJjxSgZMbekESo7s+PmCw7dsJ1eAV/VCHZpVpcrpzLTw4UyGOyL0PSATmxSMgROorDiPNuka2e9bAqp5TKkhkACen4hiVW8XOsNxeS3LCtUrZCHn3F54lAf/X0ub73aYeNwZg8wdZENhXq2X3X5hSvUZb+jJhSGkXnBw1in5VkU7JSBUoKur2xlXd4vCDxf4+BpLbMvpNnrK5pZtrkfa8hAo9MUHD4Jig5XbQmpL8wyfvoBDEP/a1nIXwnwE4ceZX6prT/63DGx7Ok8dSxlpt3hR+/rsGdLidm6w1zdoNnJYnbDbqJrnnOXyq7ddfXCglo1hFnZuDFyC2u3Kl3mieiaf7qGILHy35m5kd+1FbWKZPMaMEQRJT0m5xQ+Jhg2up6BpGpKikbGoR0jA7fdrdw5uO1voSXdtFa7q5qYK7QkW+SNcZ2s4//mCyWabZtaJePfep4mpWmXV7nVt2bVsx9kVTwMdQb6dd58U8A39vtMNIv4ppbRFAPMRGHG+Zg9lr1U3G7OSZ6NATnIM85srAI6l28AirzJI2XNsALhEiUlzk5IkjCkWjZw7MxqmxWgrkFrRR3SVv1YLQd75v3R8tVAI49zVpfddZVayYxMc9ttN9I5TrIY5zACL5C0PMnckmR2OUGzfH7kOxbYvsbgmYMOrx25IAq1vfoXvvKN5L3vevPfDuBKwWCt9AfDhdbemRT2jDlMzhr8+mcCbty1xJv26WwcKzJXL7DUMugEBkGQvaiuDNQDep7qKuUKD++C/DIfdx5j3KvYYsUEpGsr3mUjn8JZZjZoKboptVIWkaCEIpTw0mEHv+OgFW2KppaB25S4OSWxTfKKTZ7I2t3L1LLKbeZNpZlX78vAnX01jWxopOsRT76m85UXS+iWga1l2vJqi+y3xpCsruJdb3iaasSpThCYvP1mn/ufb/HpJyp4iUMx5+Fm1ygVQ6R1M8DzHVWxEugj0FBIFHp+22DVhFL05gSaAF2kVKohN10R8cXHUyTQDhULjcx2W3AyutZd8evx/y7Qe0atlc9OFysXQdYMq8u67O5dXeY+8pUY5+y0uyhZiXBebivmmgq7EPDGW5pcvwMcY4BT4zZCKc5ejPZePVj5AwE/9req4IHfwXYK5ccfe2DHUjvR14953HqlyeEzRU5fMnj4WZvj421+9v1z7N1eYG6xwnLbyjd0slTXLKCH/OQyevHF3V9sdRO5wt/EZRy7W/m642Q9t7yaRubpzlJgJUUnplIKKRcCSq7PmYuSJw4VwHKwDZ2yrigYqgfurHLn4DYuB7dt6vn32bZPVxLM3IcSM6coZl69bSNGqYipRYsodLArGlZ3DUysduetTr5crQblI/seR8705FpJZ91AhCUCvMQmSASOITCTrNGM9MwlmYFIrqqkqzgR3Uqu9ehpt1HPdZZ8wSEl9G3uvNpn08YOxyfKLFkali5JVZYC5loS29RyL4+4HOTdQZa2UphE/ruKy36q6t3JuyfBdYtfkmR3/7i3W6roBLDkwWRDMjbc5kPv7bBluMiZiRqvTpgcPh8yNuAxUIt12/B3vP1t7yg3Gp1WtVr8mwEeeouk0fKHj526eFe7E1BxC8wswhVbBcN9JusGDQ6Pm/zuFzXedF2dN13tMTpQpNlx8AIzP39Sz1eXtJ6vW+a3oZ63W3Y9GaJ3u+59AGJlm6QL7K7NM3PWSWxbUrATim5mmKqUOqTK40tP2VyYrmC4Vq+hXM25bTNTRKxvq9zZ0+5W7stoiVxVwTOKYhqZE/HSouRT3yiCYWFqYqXB7N3CxbdV8C7Iu/6OjId3g40ykH/fm32++rTH8bkindTCSbJDaUNdrIC79z5l5/Jk4NJXzXG7P1TPLqjVBYWcT2sSPXDZMBLx3Xcu89ufKbHgV9C1bKk5ihWhRTbQ6q696azQlW+5815+l1L559z9fnU2eddLnlkA4ryJ7oTQCQXLPmBFvOmmOm++GirWME/uL3JhWjG/nDA2INAoEfgdlhbO3nXq7PSHZZr8X//DCv7Ky48iNM2y1RR9xYRKVZIqRSQ77NpisH2DzZphxaeerPDgKwYfetcc776lzpYxnSCwQVkkqUXbMwkiPXcE5o1UurKYmqaiB/7uaQNKit67r+UpsHru5TbzhQW72+TZCQU7puCEVMvZwawfe0jw+18eJLWKVA1BOQe3ndOSLrhtU2BZ2RF8XXBn1ftycGeVW2FZueGpx79jLDNG02IuzgoWWg7CMLA0gS5kb4P+W4G9alK/SuWgt43eHcxEiUF/OWTDSMDJmRAvMSnoAlsX+cBnlQypqd4StugpKd3xZreKi8tumSt3SpVbiiVmWOAn393mwswcf/o1gxlVyBrfVBIl4MQKy2QlsXb1sKkL8PyHdA1aWS+WRTR3A/dXP+M0swUEsaAdaESpIhUpnSRl21iHd9++zE+8I+LsxAif+YbFsQsRKSFjAxHLfmbRqKaCQ8fnaQYPW0p9Ky/4KwD+tSfPI4QgDlr4oUnzjMZ8SxJGHfbt8Lh97zKaaxLKPgpWkY8+uI6vv+Jx3w1NLGL27fDZsRbWDGvYZpZaFUQmUaL3jFFxkmV4hN1nnuUt01VBmdrKxnc3z8PMo44dK8GxYxw728BJZYeXTqT8xeODeLJK0TGyOInu8MbKOPdl4DazTZkeuLtNpZVdDJap8mea6f2r0qEy/h2REPHQ80XmFhzMSiYPmqt2G3vy4F816OlV8W5SlECmGqnUCSOTkX7Bfbd0eP5QQDNx6RgGbiqwkgxgl1fwLFh0he7ldCUHebawLVA94K/67/I7gKZJKkXJB+7xOHp+jhOXBplqFQmkTjWRFHKKZxnZUKbbD+h6zrlznv2tZ3SGMQQx+JEgTDPjVpKD28+9SbYdMVyL2L0+4NqdHgaSe69LWDdo0ulUMY2AhFnsgsYtVymu2ybwPMFSU6PRBrQmo5VT/A8B/rUHH8U0i7eePf3gdXMLPqMDGqam02hqXJwr8fhBl/0nfZTSsCXsHEiJU51Wu8onvlYmlQn9/T6bRkNu39thpBqRJDFvvDamUsijElIdlMGYYxBGDgvLLi3PIowyl6DKc09XFhVkvma2Qg9sM6vctaqHF3r80VdN/vKJQc7M9OM6Fv2WomRl1ds1Lwe3nS/hfhu4c1UlA7fsyYK2JTHzCm4ZCZaRYBoxlhkx21QcOOuAYWH06MmqLO5vkQhX8C16swEpV081uzJZliC7b2tEf82nuVTET3X8RGDpAiPpLnMotHjlZ9GlKb3bxmqjitabHq4u5aKna2dfr9vR5iM/2+CzT4b8P18YYXapjF/SqdiKUpIpUFb+XJEtVywJ3cFNGEPD15hvCrxU4jgxUqS9fdu+UsR913qoRDFSS7jlyphNI4LRmkGcFFhqOUzMmqSpRsGJeM+dIUoluJbDk/vLTMwJFtugaTHrhyOEXbrurW94862HD9z33N5r7vmrAe6HkiAO3upaxtVRINl/UqMRxAR+SpKa9BdMkEUcG9aVFUJTqFQRJSl+BK3QoN6ucvS04tCZPiKZolTCA6/4lJ00i/RKoK8kuXVfwM41ASPVGEQFgUWSZg2RpoGhZTFjpp7mlTsbrNhmTKkQYBkeZ6diPvmIwyceHKTu1aiUTfptmTkCu5W7N4VcqdxWnmRlXdZQkofkrAZ31+2YVXHLTDBz/i2IefBZi+ePFhG2kWcfZs2lvgrcrLCuy1C+cspCd9izCuRSIwxNbrrC5223dfiTB0okqYWXGthJ/nM0gR6rnjSnZUdq5Tr4ai6s5cpV9xVo34rxb3tsGRP8q/d4VJ1JPvb1fk5P1/Bih7KtUTKyXEfHXPGVd+MmuvOLRELLF9SDlJGxNrvWedyxz6e/JInj7Hctu4qbdqeo1CBOLVAFOr7DyYs2nZzehrGeh3uq3nJJGMZs27DM5nUxTd+h7TtMz2q0OsbVSdx6Kyp57q+s4CfPTlEpl978xfu/+b0Xzy6xecQhlQ6djkJLY2whGB3RKLkahrGSs5em2ZKpH0i8QDJQSukE0Ap1/NggTGwOnyhmSaT5ZrxpSF44HjNUC/mB+1L2rMu6cdNIVwXQ5JzXyCunFWNbIa4dAAGPvSb4jT+vceRCPz5F+qs6NUtmI/h8gLQa3BnX7gJcz6v3t2rdXXCrfKgjV5rKHNimEWMaEREJn3uyQiptNE3HEgpdqFXDHdE7UaEb+tPl4F1odTn46iqemZd0ksRAw+S77vb484dCGmmMl+o5wMUqpaY7bBF5Be+qJumq2YPWyybPeoDLQb7a46PyyWq5qPOD3+Fx81UzfPjPfb5+oI8lr0jHMikaGuW8mtu6yiTEVepRl2LeekXAD7y1zXBVo7/iYOoriyppqrPcyM1ZoUHHN2n7Jm1fp+3r+IFGEGXyoVLZ32foinLBpFY2MkqW6DSWsxW34cF5kI3vveLKNz3ltya/4ZbXXg5w0/RBaFv7q4tbjkXLnF+0uPmqJm+0CswvubQ8PQ/HXOmW0zQ7fi4IDVqeotlJaXUSOr6kEq1kSXfVkxV+KAAbUzqMX9QZLGR6dqaQrG7msoptmTGuHeA6PvONhF/8aIlHX+ljolHBtm0GbUHVUhRWgdu1VunclpZzboGVV24rpyWOlSWjWmZWITJwd+lQF9xpTk2yp2NF7D+jcWbKQRlZmm03uXb1iL6nDX9LqVzdaHaVJKlWTEtpzsXjxGTLmM/uzR4vnnKJdRNPM7DTLk1ZGa50yd2KV/HyxlL1LqgukLUVwF/25yvT1aJrcPVmj9/96QaP7u/wnz7az+xShdhy8SyDYiooGQon7VKXTOmxDBitCrYOlUijIvVlSX15ZY0Q8t87zd2lkY4X6nnoqEaznZ3R2Z2Up6nqYUcTAqkyf/lMU1IuNLl5d0yjDScmGluGN/pbAz/8xrdV8Iq1jGMEjFYkUVDglfMaswspV+1sccOORaquQ5yYeYRxJmvFcXYb6fhGfvyGwYIhsIwEN5J5OPqKe0yIPBtQz0BXKWanFfthgmunGLrMFoGtOHuaMbYdUrB96q2Izz5p8uffHOKl4zViUaRU1KmZULZy41TeVNqXcW6tR0us1UA3VxpK25RYVlcxSfNx/ArITSPByCu4ZcSkKuYLTxSo1x2wdAwhMIXsxZt924Dnr2sye9PFVTRFaXnuYHY68UAfvO+eNgfOlghTm0DLuLgpVrR2el6RFQuUyhWUFdOaBkrruQ2zO4hEKX3V0GnFwpslVenEsUG14PP+u3y2jMzzF4+1uf+FGvONMpHlEJg6ZUORSolSCk0IHJHFVTTbJgdPGVTL2XK2mR9Qu5KQtXIArR9qNDuwsJQyvxSz3MkDSeNsmTntvcYs5q9YCrhhR8y12w02DNocOq1z+rxkYHiJMAy+naI8+sjXMXSNmfkGe7do7Nuu0e4UefyAwZ983eN77vZRKshi1fJG4Y3XRmxcq9HxHUrLZeK0ih8aSJU1aolUqDx+rTu51HWBZWg4jpYfDZLxXbN3GFS2HeM6AUUnINV8Do8rfvb3axw4XSNUJXTLpN/K7K5Fc6XDX6Ej5I3kKoD3ODdYxiqdu8u7V1Vu21qhJpaR9L4aRqbcHBsXfP7RMqFmomkGVp5iqwlWJEJWN3t/xWOV0VLCqurZ5eE6qTQQqcn73hTwia97HD7vkOgmnTTj/FpvPL4qv0SpvFqrPGZDXnYxqZ4nZYWWSKVfttCddkM0U703YXVtkxt2+tyw0+P73+Lx736/j6Pnq7STIpFlkSoNcjXGNrKTHxrtBCHACwwcR8sOqV3VhGcpXxkNCSNB21MstSIu1BPmWilBmLBuJOLe60LipEvfFEImfOCNbc5dHOTlIyVeOZJRsoHOaR782jyo9HKAv3Z0mp17Rgtf++wfbaq3LvHKqTYNT0OgaAc2iVflzx6okaaSOO16dhWPH0qoVSRJDEIqNvQljPUbvQauywG7txY9109tK/OQZPHEKUU3xnWyU85cO5tIFlyPZhDyka84fPLRPi7OV1GGS8HUqJorAxy35wbMJcDuAMfS8u8zvp0BPldJVg9xLNWbVNqrK7eVZCP5y7h3jGbGnJkyaYcmaAZC03qrafpqWXC1YWx1R6cupyjfShHkZYpKBvKiGbJjTcDh0yFKmoSpTkfT0HP9+9umhavijbO/X+a0IDPFSaWvTFK7gxip9fz36SpFp6t8JXlf4Ngm127z+eR/rPOpRz0+8pV+6p0KS8rN+gyhYWoSM1AYWopSEMUq89Zb3ei4FarbM57J7M9uvELyzjcuIVVKmigGKoqd62W2TJH72pPURlFg3VDE4G2XAEG9qXNqQmNoZPOmH//RHy/8l1/8QU/oazOAx8Elzh2vv8lLij8XBB43bS8wv2zRaAuSBIw12QQqSbRs6pQqkgSCyCaoZ59dwQahsvwSxxaXhch0fQmZ3JdRAjf3kZTdmFIxouRGFN2AatnDNNs8e0jxxw/UeHR/P8thCbdgUjahbEiKPU/JqtF772sGbCuPRe7+c7eZtPKqbfdAvbqZzDZ0zNwOa5rd6h1j6FnMxFJb8n9/qUTdt8A2MITAELmZSMuj5P6aIc9fW8lX+VJ6091Vg5+Kq/OT39nh8VdL1EOLVJh0UhOtq5rkoM5Ae/lIfKVyp5ldtksZcyrUzZqRXVrS88aseGSSPKMmSbLd1zg2WTPo81PfGbB38yx/8jWfJw8NsJiUSJWWKTUiC8hPZbbN49jZ52AaWnYKc26s6/YnmsgKk1QF9FSn5KRgQRRovHS0+xrycM80+x0MXZJISaOtmF1SOI7HlbuKPzcxceq5MOp8tVfBU+8gYWxRtc+zadQnQbBtU0jZMWg0XepNAz/SCCN658DHCT0vgSALls+WczN+23PTie7ApnuasMwBnlJwE4pORKkQUnIDqqUOkezw6Msav/InQxw+X8MsO9TKmY+72K3YhlqlW4ve08pP+bV6SolY4dvmakpyuf21B/A8MyVrKuO8wcwqt2lm2vfXHrM4ds4BzURoenaCRK6W9J6rqnZPKvwrHYXd7ZvV34sejeithEmdPZtD3nF7h088bINukAiNDvoqY1XXsSlWtqFkd1SuckuAzL/Pn3LlouoeS5LKbOCW9tbpulnmeSVPdOIkm7YWHZPvvNNj18YlfuWjCd94LWHJqyCVQZrnl8dpNsxxo+5pGnIlF3FV6q6uCeI4u6jrTRvTyGhXthSSFdU4Jg9pzUKRFluCpU5KqRDRXxO05iTac9OMXTxGHIcrFGWoz6LgWszOWhw5WySULq7rs3FNk11rG+zZatPquHiBSauTHRwVJatG7HnwjhAqu21q2YRMv2waqTBNiW1k+rJjxxScGNfOk1wrbS7ORfzO51yeONDPqekahT6TSl61Cxa5zbU7acyqtrXqlAazq3H3mspVVfsyvn155e5SEaunlqQ5sDNqYhiZRFlvKb72VIHFhpmdkyK0nJqob9e9V4P8r6jaqzMWLx/fr9hoVW7AShKd/qrgO+7qcP/zReqt7GdH2LTQSdFIlczPz1GkihywahXY6dERKeXKP0ut54VZbV1N5SorRSLz9Kq8kubDqCTNlry3jnr88o963HMw5Lc/E3J+po84dbKcxFRRzDNe7N4ktGu9zYC9ErUnaHRWlje6TWWSZ8d7ATR9RSeERpCyZshj+6aEzcMORUun0YYUnU4nOx8VwBgfP0e53Lfx5PFXPrT/yGGKRbh+Y4cXjpb41MMWfbUO29eF7N3c5pptgjXDOq5p4odZzFrb13u3sDDOTFZSda/KbNq2esy+MmqPcO0sD1AIjz99UOMrL/TxzVcHEFqBWkVb2ZnMfdy2Qa8iW6bANnJfuKnl368a3hjkzeaKrySjJmnv2O7u67FzcJurpEBDTzC6ANcjTCvmwnmdU+N2tk2uZUsGek/rXgGz+GuRfVl/+W17pr3vWbWJo7IMGIHGzo0JW0YC6ktmpkkCsbJoS51YakRSUdCz6AdHQmqs8oTI1UBfXcVV7uzLK3e6Og5Zu8wvlPQAvlLJs6gOg7F+nx+8t8PG4Xm+9oLHnz48yExQolPSqUbdyXK+mmjm3iI91/NzWie7/pQEoiQb7bf9LATJjyWWnVIoRFy302PP5pidayWDpRIvHXV49ljCzrUxJTHNlZv2fuim6+88+L57z48bM/UAL26OnLoUvPmFw0tsGC1zac7HMj106TA9VWH8UsKzhxIGajHX7vTYPNqh3faolST33RRjGxqe77DUrLDUcomT/OrJ49KsbiZgPol07MwBWHQ9Dp5N+OIzDp98qJ+5dhXXtaha+c6klW/8GGoV1cjAm2VeZ+A2e7RErLoAMnOQk8t/XZOWZa1uJrtrZznfzpUSQ096T13P/llokodeKHFm3iQ7mVXP807Uqoay+/3foJ78jVw8N5j2lntXJp1JrLN1MOa+m31eOeZAKrJSr6WkuoGnLCKpEUiNglQkuR8kNRSJEj33XpZQ0AW+7IE9+/fd7aLVoFaZMa4bhpqsAnqSFbcudSm4Jndd3eGa7S02DIV86ZkqL5/qp2M7lBydiqmyVUEjU7IsY+UMJSGyGLiFNix6KV4YY1spb7opoK+Y0urA5tGEa7cLhqsGRcchiW06gUasfNYPmdTKJQZKs2xd135zwW2M6LTHjYGKwnYE29YmvOu2JfprBs8dEZyddFg3oFGwMw7Y9CyWmpJHnyviJSmtQGI5kvv3J5i6omxLvveukKJlZ2tLuUEqA3XmwLOtLH/bMHzOTcd8+ps2X32+n8nFCikuA2WNipVz7W7VzmlIduWL3tM0Ml3bNFbAbRmXUxLrsmaym0Al86P18tdlZYMkK1dJDCPCMhOEkSC0FE1JDFvy4nGLrz7hEPg6uCsAXmmSvh3WYtW//2txrS7/vlvBe8Gi+VNKQaEgeNfdPo885/LScdCsBE3FIHSUbpGYBp3UJNAN/DTLJIylxF3t4useD7PqmaaS1FS9Sv/tlTuPek7z5d9U9sJRuxU9ziMjwsigVAj4se/weddt89z/QpNPPtrHhckKndChkI/7C0YG9O6yua5l1bu/P+XH37tE0c5sEnu3JriWwPMtgqhMELhMzTm0OlmyWcFJ2La2QaIiHjrYh6O7DG7R6R+GRktgGHqIqZvoWkq94XJxtoiMNXat0+mraLhWNoX0AsVcXTIxl7DU1gjtLKdkYTKzcMYFwStHda7dKSm6cZ62mlXrgh3i2BGm4XNpPubjD9s89MIgZ2eqRJpLydIZsC9fBu4qJF2ObfXoSKajZ3Rk5aQ0K6/0lpUZgS5TSqx0FcC7Z0d2h0kRth3iWBFJGhGqlC89bnFmwsIy4fbrIq7YnvCVJ1yOXTDzdcdVnpLVnOOvAvLfVMwVf4vHyl+epnDFpoR33uNxflLjiu0pt18XYxlw+qLJA88UCKSNHzm0DJvQNClJjZLMojgyAAvSNK/madfS2lVQun++qpr3tv5XaEvcreRJxsu7Z/JEcdZ8RolJwbYZ7ff5f73T5603zfDQi8t8/KE+zs+WaWoORUujmmfSFCS4lqLswtVbbdZWh6iWsizJVhMaShDFOvWmxfi0yWxd4gfZnce1dfoqfRhmys2bYbau4QWw2E5pdyTGb3zkfnTdoNFoMVCI2bW+RdHW2DAsMYxskACC5bbO0685VNoGrpVNyrR8KunaGrWKQV9ZIGWIZaYUnZBiIaDo+ui6z7nphIdesPjYI8NMLlRQukvB1Rm8TNPO6Yh1ObBXqrbAMvXsEKkeB2eFkhir+XbeSPbAneTgziekVoxjB7hOQJxEnJiAP/5akeeOuZybsglbGkIk9H0l4uptAZWiYmQg4eKciZQS9O6WzIoz8G8H2L/hkU8jBd0lht7MEU1IFIqZRZ1t61I+8StLXL01pq9fATp+S+On39fkhWMWH/laiXOTRTy/yHLiEFo6kRTEUlFIV0UfdwHfpS5mRlu6x8ckqSIxs2oe57uSViKwE9WT7KxEIzazY9ajRM9AHuuEYXZsoGs7rOsP+Il3+rzn9ik+8YjL/c9XuTBZZTp2qNkafVKia1AWiqUGHDzl0leFgp3FPetadneLEkHLb/HKGUmjLXp3TlOH9cMprqvYssajT3+IubPPkMoU49YtPgoNnZC2Z/CFpwxsM+LabRFxPkpFCPwg4eRZGKoU6asYvZPKHFuj6GZnvA/WspPJim5IpexRLbWptwL+9AGLzz09yNnJGsJ0snPhzdXbNl2endMRi96i6wqw89PRcu5t5nTE7Pq2Vx1L0tO3V4PbinOAR9hWRLngk6iAV84oHni2yOceq3J+roRmWAhdQxUUMo6Yr7e4ckub3/zpJg886/Dv/7vg8EUT9ExyS1c3iDnY/9ZVWlz+fY+Q9AZGK15tzUg5dlHn3//3Kg8+6/Bf//Uyb7k+JgyKhLGFUIKd6yRXbI54y41LfOGJDg8+U+SVc1U6XonIMQnlih87+VZw581nmgoSU2ClisSU2ZaRmcuEhpYlJyR5eGasY1mKOM4OnYpijcjMslccKyGMDYLIwg8tHNthsBzwC9/r8/67Z/nisw0+cv8As40qibTQNIllwEIjQSpodAyKThabZ+WcvVaW3HhlQKGS0PYzISPNt8Wu2x6j6xafeXyY05csyk52BzKa7QhNy85MDwKLW3bYzNarnL0IXpjpjUmamdzH+qG/olMqaLh2BsSCrSi5KZVSQq0c0l/xGB5ooustnjok+dQ3q9z/1ACxVqBQ0qmYrIpuyPVpo1uxVyp3xq1FD9Sm0aUmeYPSlZx6AF89uMmbyHwa2fO2WBEFO8BxfOaaMV9+0uG3PtvPVL0MuoNbNnB0sLSsEWt6Ons3t/jue0KIDN5+c8iFyRb/+Q9s6mkMhk2i9JVYjMs4i/gf4hu+deO+u5zb9bRk4DbNhFac8odfqPDg81UwdP7yMcUd+wRbR0u02oXe8eaGETNUjvip7/T5wBvr/PZnA776ZMjEcoXl1CE2s2peUtlEOlUiB3sGbkvm8Wqpyvi3kX9v5M9UEBsZoC0T7ARiU8dMNCJTEpoSO6crdmRgWwmhaRKEFkFgY9su6wd9/vX7fLaNzvKpRz2eOTzARJRtECkkUZwZ9gpunk+T59QEkUacDrJjOEY3JGkiCCKBFwimpgUzSzBaiTFtgdAsUBJjy7oYUxfUWzGnJyMGygk3XtkhThw6nkmjbWQTzfz4bdvKz5O0s1PFXCel5CZUiiFDtQ5Ft8V0w+f+Fy3+6EsDTCxUqZQMBnJlpAts6zJg51U6V0e6G9x/FbCzYVH3a9d8n1Vr01jZm+wC27Lyqm1GlAo+lunz4jHB7362xpNH+6m3S9j5lLRkZF2+rWf+jqgEb7xRY9NQkeWmwLZC3npTyPNHW3zuCZtIpqRKX+UlWRVo8z/FtRW91IduBc/3LHU9RcqEB5+yefCFCrgldNPm1FSBh593efuNDqm00ITsOTDDKMa1LYaqPv/+ewPuvGaO3/usz7NHa7STEpG0CKVOOc1SXp0uoHNwWwkkJljdg6VSkU+hJWaycs5onGRgN+OMJka5TJuBPDvC0I70nDIaOKaJHVoEoYXruLzn9g4372nykS9HfPmFPi7WqzQCk7GKpC+Q2anRdpYRaVsazbbGwrLGac0gTaHRgWZH/v+4++9wW86zvhv/zDN9ZvXd9+m9qfcud9kGG9vYYAgEkkBCIBDeUAK/xCGQlwRTQjFgU0xxAXfJli1bliWr9y4dnd7b7nuvOn3m/eOZWWvtI8nYBlN+67rWdY6O9jl77bW+c8/93Pe30AoS4iRg6xof04ATcza9WEVVQMuykBQFoYScno05Natx4ZaElp+wc33Czo0CW7eZWbQJI4Eqsn4ymYzcC6mWfKqlDkfOBtz/gOCLj47w5JEaQrFY21CkACEX/g4mHcogTjs/QPYDWvvgpg/8VcAuwqRyAfJgE1kII6Rft+y1Q0wjoOR6zC1H/MWXTb74cJVnD9ZRbJtKWchlUn7AdYwMy5TUg0ZZZc/0CPPLpiR/2T3Wjaf8+Hf3uOvBkLkkyZcqyuqArG8W10NVfLD5zEUMhSBYJHSSlD+9vcaJ2Qp6xaFuCCq6yoEjDlMVnZFqhmPFOZ8nxo60vhFmydZ427U9No41+cLDPn95R4PTixWatpXPzqGUQqQqmEXfrWUYOQlKTzKMWCHW5DMqgK4J9Fghyj+zMM6BnhesQBMDTaueYuoqvqHJPUig4wUmnm/g2j4/994eb7x6ji881uae52ocPV2mbKvUnYyqleEYBZVZLobCWOHscoZlBWzf6HPFOuh6OpdsiTlyVudcJ5Xx40qK+tM//9fjcWL+1tzc8R2+5zBeLSEUm30ndB7aC3PNANOM2LYmxbEyqqWQRtVncrTLRKNFpdSk7bf42N0KH/h8lVsfGuXEbI26bTDhZjTsdJBOZioDQ3lLOrdKz+2B//bAZL7w5paAs8ws9+WWNgaWKf3Fi4QFObWRMSKWKQ15bCPAtTwqpR5zzYhf+0iJD31ujFPLdXRXHnCkAiijbGbSlN+GqiNoVDUmR02qri6NhooUYJHimCGP7tM4PmuDKsNeLW1I4aKRGxoVsSMygLafU5nrGg2NVclvA05M0k+hsEyfJw7Ah+9o4KUVKpbGhJ2yppZRd9XcAF8lQ5AV1mxZIVHLt5SxyrqxlBsv9qmXPJ45IEdoESohKkmu+hm2X37Z9jMbCIfTVDJKV8UIpnlKdaqcN2IcXhDlFnVDY8Uo0gGDTVOCa3cFXLmjTb3U48C5jHMtwWJXo+2rMgMogq6fsdSF7Vu6fNd1HW65MsFSLWbmS8wtufi+Rrub8NabLpv4kXfceI+2MP9i9czMwi0Hj/lcsytEU5uEScKBMxXMps3sjMV+K2PPupBGpUul5KNrHidmIh4/kPKZB13OrVQ5cLJEFhvULIV1lQxHT7CNbMATGWpFhrPii6qt5ZW8+PAHlZq8YmT5Bkz6k+hakhvDF/7fA5GEoYcYeojj+Kiqz8fu0viLL4/y9KEavubimJICUNFT3MIP3Miw8wuw5KiUXQ3HEqAkhJGKH+rYodzgjtQFV13gc/9zcb4iFwOiU1G9v8nyPThYDix5+op3kaKoCY+/aLC0bKE5Km7eRhkakEkVVbOjoSiCNNWG7DnEUMy2IE5l5Pj3vc5jx4YFPnyHx99+tUEQu8SmSZAKSomCk0gBg5lApMoKHiVZ7skiPxdNzT+/OHfG0hS0SBBqAi0q7sIM7s79O7CQEkBDzQUmGqah0/EMmh2Lsuuwa60MPrjlqnlmV+CzD5Y4fNbh2LkSptBo2Bl1J+OCtQ7TVZc0SugFPs+d6OLFFkJVuXRzk4ozf8uJ02pV27G+jauFnD1RYt8xg2ZPRi9XTI31uzRGqoJ1kzGO3WO8scKJeY9P3Wdy16MN5toOvcjAVlXGLKiYGY6RSE62PrSY6U9BJJB1TaCr58VLawO2oT5U1fq9Xw5yXU0kwNUBsHV9OMEhwjICXNvj4OmED93ucPuDFU7MVRGWTclSqeoZ5bwdcXQ5g7VNBSdPUZP5l2p+SyykeRIkcaqioKKSoWQpGWkOpqHzZfaNx9+DliR7hf+XjweLqECRkmQqZDqaEJi5LZyiSIJUGKX0/AxDEzkfRut/8+GQLslQVLAtwTW7PNaNtblsW8CffKHOvpMVupZNoOt4qUIpUbCTTO4VEhk1oufWHYX5kKYVqdHFXaooPgqaKvI/E3nrKe9m/alYQL9tMfP+3DR02j0T27Rx7Ygtkz671gVct6vHYrfFHY8afOq+KsdmamhC5YWDCksrOiNVhVrZ4jUXpvQChVYXgo7F8wdTdDtAe+j5GvMLEb3IZ9OaENE2ubChyTfTiBmpBjSqHVZ6TT59m8In7ptipe1iCY2KkTFdBkdPcxLUEKsvn1XLqpyDWRVoeu5H2LcfkKDu36pVhsBcJKNlOQGqUNkn+bNYr+eLG12OAKMk4PMPqXz49hp3P1kjNhw016KkDzzBCwWQZUh5m10kOuSG96ahoOuSS4Oi9A3rs1SQxipb1sYYpZgwlguvVfzuoeeqwcr5pbvwIh4iaBVKd6GkCCWl24UjZ3QyVV3lBQh5hF8ege6Fqkx/UHOQDx98++KGgR5yrOrxH97ps239PH/+RZ+7n6jS8hxauoWvqTiJgp0oWCIHeky/BdO1TPok9q30MmmEqoEWKug5Y1Byv0X/8+9Xfo18nyEvTElrzvKzk5HHwzgyOdoOadgBP/IGn3det8gn7+9w5xN1nj7hcmoxpVGSRDtVT1kz3mOpozFZj7hih0a5YqLVKhGOHiL8lPufdvDClB1vanPhloSldkyCz8fvVfna03VOnStRc1W21FJcI5VR0bn92WA+nT/1ofaj34/K/lRWgKFfh0JadS3tm/xIEBcBTBLUmpoMAVwy/kw9wjADeVBeSvnbu2x+8+N1/MQlsW103aCikbvL5n38sAKoMN/Ui+jsYmQpX9cg9UcCJYoFb7khZNNnI148MeBdfzuPVWxaZfU/oqoZR08JvvygTZLbpBVy4cJcJ05SwiglCMVqtylFHRC/hit63rKkmcBKVF57kc9NFy7x/o8HfOKuCicXXYLIJtQMurqKpUqPckvLMEWWZ23m1VsMipKmDn22qtIXNkg+0hDY1cFdXFPJMZITsDSBqWfoeoap6/myzsYy8ph1O+A/vKXLmy9f5K5nWtz+cIVW06Td0rlgU8aVu8APBfc9Z3FyLmOdGqHNLCmIBOrljJsuURBCo1SKefxwj0/ebXN0ZowoMCjpggvXZLhG2jfPGZ6CyENU0XKIPqAHP/zAfk3L6bNq37Eq7f+ZlvfW2hCwNS3BUBM0LUbVZFraYCMZEiYxx2cy7n9G549vr3DgTIkos1FMCzs3vC/phUfhautkmeagYBUWbgWJSxvKklSzvli2gKCWIyYblojlX7AK7N/shrO/6MkGTyUDJSOGVT1PQSOVAM89/eIUPSpiBsUq6+aBqEJZ9ZTpDxq26fNLP+jz7td6fPALLvc9U+LkOYeebxEaBl01NyRVFSwVzEiOUvsVXWXguNV/Fp+30k9V1oTcjqsF0NWhA7g6fC7L0DVVnsFyzayZV3XHKlMrBbzneo+3XdXl+NwKf3uPw+Kyy5cfsRBCZ7kTUHUTxusxWpwIHDVDaCGP7QtYbEHNMTl0soqSaWysgGuR+/mpg+VLfzqQV2eVfi+m9V2PilTdASe8H61d/D4HspqTs7TcB6Wo1FoOaE2TExLTjFCUmCyLWGylHD6s8MR+gy896PL4iyUCYYFuouk6tpaHoGopllaYbw7EEn0G4jArMZ+5F3cVVc1WMQZXPwag74P7Fb/iVTCtfOM/U1ZdHcog2ycfSw4AnrcqBQW1AHl/nj5s6zZQ0hfm+0kqXch2rgv43Z/p8PiLHl980OKp/TYHz9nMNi28wKSHjmqKVWC38qpu9G3lCipsYQqUuw2omUyHK/zN1QEnvLgoVXWAqeG7vq6qaJqKoWuYuolpONhmBddKGC+F/Mz3+Bw4HVIrdVloanz5MZ0ozdOta04GkWB2xSL0HbRYh1Bw+eYM22TVNywI6loeBS2NMXP/QLVIH8j6fzbwOJE9paoOkoeLeO3CvUpTkzysNc0BnfQtI0w9wrAiFpZTjs5mtHx48BmDvUcN7n/RYb5lkcQWmDpC0zBUFVfNcNVUZkJqq+kAq7SbubytALcxtFDStKz/c4hclrYa7AN667f3+Bb+Yt7gD9KGC/ITuV11ShRLUlJfSCAKW+XV3+v8sKo0UUkSjSjW0bWIa3eHXLXTZ6nV48G9Gi8cNXj4aZuWZ3Bi0WJxycIzDFRN8oIsTcFUwVJlGzNc0VUxoMSqaibVT4Uldj+MVkEVSd/rcBDRsjpwa2Chnccpqhq6bmAbJSpuAnGErcaMVVKS2KLVtdHWjWccPqWz77TLO27wsfVISo4SDS9QCzvF85YRuWJHKRxKB+odkZ/yi8on+nZmxe/T/tdpeaBSH+A5sB0rxDIivCACJWHfKYWH92s8s9/hpUMWvVhn3ymLJDaKYTKqKSczlgBblYm+Zm5MU5DszXzJZA4tm/Tz6AD60JlAy+3jitc+IEAVoxKl/358Zx55A90XCyv9GXVBey3CBqIkQ4tTqXeMBoAoogZf5lFe3AkKBX2u/4xinSAyMPSYmhvzvTdGvP3agEM3B/hJxvMHdZ4/aPDQPof9py2S2GS5Y6IaGkb+GZgCTIHs13O/xsIstMDMIEZcyW3oikzT1f7iw0FeUtQ85BKmSB5QN5RyvAwwTcF1u3sYasTpuQzNMUIaJZ9qOeDsckwa97BtjW1rMy6bTiDTci6wRhCofX1ekil5n8jq6lZUu2KOW1iL9atfiirSHODDB8cIy4rIRMzJs/D8McEDz5gcPG0y2zI5dMqmExpkiQ6qimrltzBFoCmSP2KKDKN/y5SzYkMlX+cX21POm8cPDsPFNEcrAK4WFTzNfbjTfl9M36rsO4buvq0Cibygit/2CVJZTo7KK3isKkRaihoPjOolUETfHOhlVTxPRy5SpDU1QRUaYSR/XrUri9CmqQRVjdmzNuFdN/ocOuMz34KDpzUefMbm2aM2J87aeIqBMDRUVcsXZCK3dxs4D6jKwJVr8Mz6wC4kgMMTozSTd6ogVeiFkCYJSZqAkrBhOmLH2piqExNGBivdGL2jYrkaWidQSfNUgBcP1zGUCicXYwICtm0IEAoEQULF9njXjT6jZTnWKdlK3/euMLwZ+FRnffAXh7PCmEZSPzOEmhDFKc1OSpQmzLXgL79s0w5MDh63OHDMYdk36YUmaCqGJlmLmipFvsNvlsjfMC2/HRa3R10MwC3ptQNwD0CeA7wYXeZee/0zgioPmepQFdfUlLueMDg1pxWuaN+RR5oqrJtIee1VAZ9/ZEhfmQ0EDAVPu09vLYAeD6yNpcOBkqvdBxfPKhvnVEFVBYlQ8+SItF+8FCWl68k2s5hm7VwXc5EeccOehPfc3OKl420On1DphIIP31FmpWcQo9NuG/Riaa8xyFtSVpkh9SemhcVd/nr7NhtZRsmRm93RasB71LEowwAAcHtJREFUb+xRthR8XyCUjJ3rIY6qnJmtoaoJp+d6oMjtt7b/rMHpGYujMxrvvNanZKf82R1w6pTDypJLmmZ4UYYXZ3z5yZAw9nnNRW1uusiTdseZ0h9vKWQDl6XibcyGT16DCmIYGUfOanzxgRILXZ1U0ZmZt0nQSdBA0TB1hYYtq7O0Js6kRcP5Cpr+7HhwqNFymwpDzdfi+VJCV5X+MqIAt/ay6k3/fFCcG4oLVygpQk157qBGZ0WAPSRb+wdA+mCGLqtrtZZx8baI2x+SPu3xcJuSq+alPE3pE6OiSEabFH2syBdDRT++6qUOVXJNTYnVNNcArC5OCoO7szRGHYxsHSPiqh0R1+yMUZSY77l+EZSU5Z7g9vtNjp1V0fXhYeuQJG+AHPqvbOgiyHIa740XBdx4YUIY2pQsiyA08QKdNBVU3YBDZzrc+YSJa8MbLvPZvrmLaXfQ1lQjzDik0/B4bL/CclvHwODKbQauKauEF2SsdFPOLWssdVw+c3+Nz92fngfeV/qw5GlIWoTJJ1nWv1rjTMXPNFJFQxFyQmOJ/MCikefd5Kfy83Jv+t8jr2jFByGKSt5fSjBoR1SF1QuHYuNW8EcGI80C2EW7JX+foiip9PxQCpMIZfij+ZbB/LI/ywb/UhG6WsxPspx/3udvJ6tVOkkCcZy3VUk2VMUHyvU+yM97D4utp0hE33WqqO4F+1cZei/U/Nyk9hdvcT4oiBmryHHumkbM7h+MyQgGM/7cPi5N1UGsYd8Bl6HKnvXfD/k0CCKL+V6FA8cdVtoaXiDVRo6dUHY9vvc1HsvdkHPLBvacQ7Vqo+3e2GJf5jG/YjFZM7hwg8JEI6NkR0SxSrOrEwQK7V7Mo3sjeRtMhbTqGryml31wRfZMlMdy+3nEYLHSVpAYcRRWHUqKHroA9bA9bwHw4tbVF9AmA5BLgOdJZNpQ1dZA11k1qx/MX4sFxXDfXRyMsqHDszxw0ndzLYKfzjuAK/3P5xuDPhv6QvrX/qqZtQxZTfNCIUlNcTEmLN6DhL6QQSu43XFKLGSrIgqQx8POtwOgF5domg2qt9x4DvxRstwpoUiEUPNQWq2/hCsGBUl/eCATmdN++1p4vhRRLdIaTpWK/uyVUNT/qPMUDJWZRYNHXtBodyGIElpdqREtOQbjdZPxRspoucnMcsCp5QDt0JkxlpoKW6dVtq8PcMwetuVh6AlpUmL9hIthxDx9OGGmbaELjbqTDhIMXtHQRj7jVOmzwIJYkYqShLznzzMV875ZE0M9tJafvIcXB/mISIjB94gTaQQTKPKDJitGUMXfU4b+jaHFgioYzGDpjz2HF1Gqmua9d3HALG7RxUFzAOtXBPG3Wc6L9mT49i3LWw7wwvskHbrAcz53ERei5lVcxPl0oqjk/QPdIDxKyXveXBgnL+CcexPkwoUollybfg5mMd4t6BT9HUaaL+3SfOyXT6CUNG83BqG3QaQSRjLTPk4GbMbz37diG6uKlJITMdZYYrZt8+wBR3q+2zGCLp1EZcG3OLGos2nU4rJLK1TrVbQ3v77RvOPu5Ts/env29kOndWpugzBUqLiwY0PEJTuWObHk86n7ynR6KptGwbVkFXwla7L+7a0wVYwyvCCjF0IQy14xzbKhajDUN+dVW7YXg+XR+ZkwiiIrdhBmdJW034sWooFizqoVWZza8NaseA4OlquBPThcFhVbFL8qGYpIQaQIlT7Ih2Vmrwj0vwPsg3XOoDfoZ8JnCmlCv9WL+w5URQRhRqJmOU0VtCQjzlsUVUjJmVAUojxHp2+yk1d1VQiSpBjHpf1WIU4V/FCl09PwQ9mjF2ZOg61zQa8Y8IY0Lc3vuBLo/RFrPuZMEkEQavR8jV6gEYQi99KRd7T+tGfoPZPa3xQv0Fg/GfDu168w0w6ZmSuxZ9Ji5zqTSinDjzKqpR7To10W0e481dnQ1H74//nKHIr49bER8+1bJtpcs8sCIEojqpUuH/u64Kn9I8S+zZ41CrWy5HFr6rCHx2rTyeIWHSfQCxKanQSlK40iY3Vw6ykOQEUFL4b4RZKXroKuF22E6G9N1dzlMgxTovmY5TiRlUsMrNOGLxz5oSj5pkx64/W5MefRCNShub1c06erRpxCkcrzXjA4NIn+1f1tnjNXVe9C2ynbFCWTnHhFleeXQgc67GI1CHiSLYyaz8bjvIoLJUPNWxU1b1WK3yciIxF9DbUcDQoJsuWWxuyStOxDUfqEqoJwVfBH+ozPnE9UbKi1vDCoeY5QBqSJQi/QWGnrLLc1er70vyyK48vT2uQL01QVx9LoeqOsGbf4xXe3efzgCp+/3+XMokUaa2SKyhW7U0quS0l/6ted7Ik5rROE+JFgw2jErnUxS702YRzw+H6Drmdw4ozDiK2zZo2gVpZ6TEOXH2Qc5311WtxG8luhKsFGBl6gcuiUT6s7AN0g/zLr/51+G6EV1btIMxZ94lafqWiAZWS4VsK5VsSJJUHNFjg5+09haFsmXt6ayP57uP0ZBCpp/deVfzjKoHIriqxUp84I7nvMJFJyk9HhIq2s+uXbeBTLnXyykCncfHXEuq9EHJ1N5Ty4GBUO/9o/bEIiMmKRrqrUQoASDwW0xsMBu0re/8s7l2XGlF2f0/M6e49Wc/3tsP+MGPKoKXj7oq/00foAl326UOX72A+fAHq+4PhZGfiaoeRFqQiYle+pFFTI8aeiyBHv3LLGzFKNdeMOV27tMVL26foeT+wXdEObF05W2LjWZ9eGgJ6voJmqCqlAoOGFKU8cUjhyuo4hdEqWzpVbBSM1hWoZKk5KpRRRthOiWDC7bNDuynQYCdI0V7enOaE9wbZ8HtyXsdw1cc0BIWfV2rUAeMEhLkhcw45VhiJjuM0Mx0yolBLWT7Qx3SWeP1NnuelilDPMHCNCAVFEhKsKqjZoT1aRgvpLHfrEKvW8uXfRgwshR4TLbYXjZzSywh71Vc4i3xTIX4mY1eeWy5HgxjUxjXLC0XOS0BX3QV0Y1g/MfIqEs0F1LsAu+gdNkQcRaAkkeaxIcTfS1JSKG9Dstfj8YyUOHU/YNAIlJzdX7eeJFh6QBT26ADl9uqzkHomcnjHo2WtlnyhZ4a/vrOLqCpae9anVhQqq4OG3vYz5lYwwlrk+FUeh7ApOz2qMVKusGSsxNhqw5bUBR86FPPmShprlRp6xgqYKE8tU6HqC/SeqTFYEU7sNyo5CrZRSLcdUSyElJ6RW7rHSCXhor06zW2KsrOKYUpBq6lJGZpsxthnjOiFjtQ4vnPA5tjSBESmUrGwwtlOH24bB6K6gUq4Cti6BbZtSiFpyYuqVgPFGi6MLHkFcI8pjUuThdXA7HvTzRWsiVgksholhffZg7rs9WNEXihvyBLgMRQOi1UA+/9dvBt2vRM5azSNXIFZIE+nKKZc9AwVRmhaz4tUZlHFSJCEXrZWS/zwSPHHOY9ESpS9Nk0sWmY9k6BF+GnG2CY4m42hcK5XR3nnsY1R4r8fDiq0MQ1NzEl3WLyK6KqdBmpCFb3q8hbBTnjxSZ6KsULWGEjpyb0lNU6i4MRvXd2l6EQ+/YPHCWZuGK6hZCRVHoeYKKq5FxTVQRMKutRGODp2uFCZriVUnSnRK1gJ7tsyxc32CEA6GpjK3EhOmCcL0uOtZwUN7XbKswsysRs0xuOECwba1GWU3ouzElGxphVwrdUno8fTxjP/zt2N0OxaNSk50MgYyJm2INqmq8g3S1GFwM1S1U5xcwV92QxqVHmW3zRP7VU7MGKyrZv3R44CYU1RvMXQBDTIeC7K+puXLi4Irow6oBYP+e/DMu9W/e5Ly93lkA+bf6kVZljMKi4zNgZtskmbSQFMUTENlwCYUaV69ZSVX40FrGKdFfMqA775hAq7e0eXOJ0JmOyYZaa66T+WoOMmIjaxP3Yg1OVaMNYVEBy0RxAUfPJZeK2kGilDp+jrjdYf/9gNN3v+pkOeOVJlp2zQcqFoZZSulZClUXIWJhskNF8fUqiGvv6xDpqzw2F6F+593SVOD5rLCwlFDGgRpAZunQy7Y1WD7+hI9P0H7Pz/9JhzX5cD+F/ja186xsGyyfUObM8tdbr3P5MRcBdNoYJChIqjYCjumBJMNjZGKwHVi6uWQRtWjVuqgiA7PHE35y69WeHRfHT0xWVvJqLkZrqVgGbKH609F+lMO0W9LzKFYPyknS3CsBNeOKTlSxd+otjgxF/D0kVE0YWAOpf/2D6t55R4W/+qF6GKIMdgPNB1qTfrkqhxmfXAXCpxXmCB9a73J31XbhyfBxZ+kg6z3bBB9IklTxVYTRALx0HZ38Pu0nysfC3LHqgw9LuzZ8uylWCWOTS7Z3GX7VJMT82OoQpBl6eD7JMX0Kp+76xlpquZzc3lnkACXKiMtyYhjeSEpgKDC+jHBH/90i8cPdPjLu0o8dajGomcx5gjGE8k2XWwqPHewxvRYiXolouIGvPO6mHdeH2GbLU4vxHzqPpfZeZeda12EYqC6b8AYu4Co10VzLA1TMxitwiXb2sy0fD57n825+ToVW+WaTfLNUcXA5L5SUhmpwuRIzHjdY81YG11v8eShkM897HDPMyPEgcVEGRrVjKoDbq6iNwwJuv6JXgw0fIaWHyBzV9iiLXGsBNeSufRl16dR7RCnXX7/Mw53P11nvKJgaWl+wi96+uG2Z0CFHahHsgFrMF9aqEIeiMR59mmvDubvHNHqPJQPfb8hlviQD0sf9FlGnCooSbZqqiXbFCF/zQlYxXQp0oRM7UjS3Nxepd0zed2lPX7m3Yu8789tZtsVRG62X3BiihapAHqW+40nqUBPIVGHBw8QqjJwKsrTGvxQpVY2uemCDtfs6vD1Zzt85uEKT+5vyDV8liJERJLCSkej4mo4lo2uFecicK2E77vB59ySx8P7Ig6eMbj8Wh1VM0iJ0FQ1w7ZSmj3BFx+uIITL1km4bleGYyWkmUxR83x5Szb0jIqTUqtETI/2GKu3WGi3+cqDKr/9qSlISkyUFMbGUio2lG0FxxE4ptrPaCnCmYqxUNE6FEKEAbhl5XasQftTcXsYepuvPJ5x73N1HMOkYhQxdnllHmILatowDZbchD0bgLzPS1+9ni+iSIqhnfKqCPwOPnKC2vmILwA+bDhUELBEUpwXhoKp+g+5cBH5eLZo47Qok25VmlzsBKFGLzDoeQ6vvbDJ6y9d4HOP6sx5NiBk05/7McqQK5FTMRgQwlKFRFP6m2cl3xdomoLlK/R8IWfhvkanZ1Cv2HzXVR3eevUyv/1pj7uebHBooUQ3AC+MaHdiXFv2/AB+kNEJMpJM4JoOkw2bq7fG7FnrUXVTeqEUZWsZGoZpzXqhdlelPvLGnt+hl6YsezHLXsbkSMRFW3WWWi5xomDoKVU3ZGq0C6LNc8dDfuuTVQ6drVI3DSZKKVUno2wrlGxByVZxbOl9YhryzU1ypXaSypW3rtI3BCrA7QyB27Wl32HJ8SiX2jzwXMz//PA4pxarjFcV3L7oufCdzvWhQ1OYIjawyKA39eJUn1dvdTCv7e/LX6GQZqtOgK8C9W8a98qrfrHCyzqh/n8JXuHekQM9SUFJGJqtD4xBMwaOWXLRpuZVXKBHsmULIoEeapiBTrNjMzkS8iv/rsWyr3HPU5MsKIZkJebtUlZsWYdekSwM0pdFUWT7FMUJST7d0XUFx1To+RpdT6XjaXQ9g1bXYqRq89Nvb/OWq2f4jU/UOHC8wtIpkzX1jKojnXTjBJa6KRvXhEw2pPbUMBN6fkS9WqVsZ3cZuj2bRB7a+OROfutPP33CNM0/zIypN544eoBW26BkmvmV0uXCDV2mRmReS6MSoOtt9p0KuP0xk4denGB+vsRkBcbLKWUbSo6g5GiUbDk3d21wLNlu6Cr4kcLckooX5NOOgvGnp5h55bb74JbuWa7jU690aPkef3pHnSMzdWoNlaohjfLNfspa7mnYjzNR+v28qUvBsaEPbChka0I+Ocl4Jc708Faxv20cgn3Ky6d93yzOX1UsoQxdVkNys4L7MixAHn69ab5gKyppMT4c8OLS/kUix4ViMK7VBFqgyq2hZqBrKUvNEuvHY/7Dd63w/H6T2e4IQtHyROV04OVStHQiHRIxZChCIQhT5pcToiiRn7Mhfec7nsRHxzdyoKt0PJ2RisWOqTb/+0c7PPxSl9sfq7L/WAWrqTFakvErEQobJ1TWjelAhmMpGFrEho3jTI01/zBa+fyJCy/+UamdNXKb5NEyvO6iiO3rPcJEIUxUjp1L+NwDLm+9WjBW76CoK9z6iOAvvzLKzEKJEVtl12RK1YWyIyt2ydVk9Xag7Mi4wLITUy0FmEbAkbPgBRU838S1RT+gSnqCp1hmKseNlnSocmyfWqlLN+jyvz9W4r7nxyhVTRpGhpsfRK1hCVoe+locWK0c2LZZuM7m5vz5EqLYvBbVe9hmQTpGKX1/kSxn82Uxg/4gG+aOfItF/DywDxOgFCBTMtBAqDm5q4hNkf+5KnS2AHnBT4nzr0u0fE7eF0Sn/b8jinNQvrbXhBT8ysO3jqqaLC+XuGF3i1/6oXl+7SOCFa+Oomj91b8EdtH2IMXFeWCobQEipbfY4+iMiq2p1Jw4N1hK6Hpq/hR0PIOOp9Hpaax0TCYaDu+5scX1FyzzV3f2+PwjdWY7Dmsq8N3X+nhhyteeVQkTQZqZrK0J3uiouOWMIMg3oADbt23DNG2OaQEn9h/k6Bkdw+7x+KGU5rLD5kkL6HFqocsHbnN47nAdJbXYOZbRKKeUbUHZUSnlz7IDJTej4iRUnIhKKWS05uE6TT77oOC2++usKSeM1RIcK982Dtkf27klm2NFuJZP2enRC7r82kccPvq1CTLhMG5nMuG4iDkx8tyefpqxkNmZ+ajRzv3tLDPpO9AWXInC2KdgzaVIdyg1HUofzhlvcSKYGsm4cGfI/POrlfYFwM5vHf5ui9lX/gsy1Cvjhf0aZxc0EHJzquV/rva5PIMQrIxCACHHcjI5QZ470jyFjTx+sD8+FAMFkJxuqfleQM/bt5S6lvCv39RCU2d531+rNP0amiLknU8MMTDzYlVst00d1k+k3Hx5k88+lHLrfQ1KhsFkJaXmJ5TslJ6f0PNUep6WA92k09PodHXqVYvxepefeUeLmy4+xx98boKkV6Zk2Fyw2WfzmhWe2m9jaS4lM2N6zRq27bgAr+cNAD4yMs6Vu6a+9sxj97y/4pr/Vde6PPyCIAxs9qx3uGZPwFKnxe/e5vLSkRrra4KJWkrVFZRsrQ/skgMlRwK77MZU3JBqyaNR7bDY7vHFB3U+eNsoJcVkwh4cNFW1MK8vPAeLtOMAx/YolTq8788NPn7XGLFaYtxW+q2JY8hcTssQeZ+vYppq/mdgm/kdwUr6dwbLKHIwExSRksQCPzCIAi0nJ8lyLJQMNUlzsEjTnzgRjI1nXH1hyP3PpcSFbcSrlO1vjO1VNH84z7oNJSNTUh5/QWd+TgNbUlz7iqZhgpoUFxEn4KfQC5V8o5mfb3LuuLS3SCXIlRRFSXKGYW4spIp81KoO9gIiRRUONSXlh97You3N8v/7U51ltSRzQoUylKYnAV6kSID0PhktlfhPb19EU2b46rNVDiyUmSwp1O2MipdQdlK6XiLblJ5G21ZpuSorXY3llsFEw+baHcu4P7jIH3xG4d5nKlztl9mxUeOmi1o88KxK2S7Raq6836le9DWnchzIAzn+7I9+B8vWoiQOtpL2vvvETIihlrlql8YVu7po5gIfuM3i5JkKOycF68cUxusaIzWDRlXau41UM0YqCaO1iNGaz3i9x+RIi1p5hRMLPX72Qw3ueHicqqazrpFRLwtKjorrCFwrw7EyXDsfBzryUFl2PKqVNk8fTvjtz44x064z4qg0rJSylVGykHZrRmHmqeYmngI7B7dtpjh22j+09nv6/N+vuB62GeGHBs2OSRBqpGnR7w4oCAXvWVMTDCvk4Rc0HnquTKpZGKqCrdHXgWoa6GIgrhiQxYb453k2Td+qTk8HzzzG0NBidCPggWdV7n+uTGrYGJpKSZNmn6ZG7rE+cApQFFjpKZxuKyz4Cn6un+0fMounUrALi4lREd6ryHajaH2KwNa8bbIMGK34PH844cSMSawa6EIZuugGynhDy71mNMgQlGzBay8JuHb3Mk8cSDm5oLPi61J2F2fEcUYUpQRRShBl+KGCH6h4gUbH1+n5NhvGMzav6XH/ixknZ1TaHZOSbVFyEjTDRkP5+FNP3vfIZVe+Y1DBAV77urdhGBZ7X3iAlfaTGPUQ9A53Pxfz8Is1tNTkys2CkZpGxZUv1rHBteT63HUSyk5ItRRQKfUw9A5HZ0L+9usOdz49SbftMF2G8UpKrSTyyYqaz7yzvNIWq34ZVlVxOzyxL+a/fGiUg2dGqDsadTOlZEpfQduQxj1mTgYyDVUaphtgWRm2JUegEtzywOpYIY7lU3Z7NLs+jx9SUFWdoFum0zVkaoWRSAKQkPyKOI+0LtqULBVkwzHCeTEuZtLf0ilz6IsGlOOikmf9/hZFRVFUDEVBF5LIVGhPDU3BNsEyJB2hVPaZTpZR9JjnDlWYabv4lkotTQdR3xTTlHw2riT9+XhBoxV94pmet0NyAbZpKuX//nSTX/ygysP7J1gRJroQaKJwJQMjSgmiBC8QtHsCUzdQ1RJxItg6afBXP9/mnmfb/M3Xqxw9W2Wxp9OwoeHIQAVJC4hxTBXbEpSagoVli7nlcdaMebzvh1s8/NISp2d1ZpcFUaxx5eW7eN1N1+F5PvA/VgN8fLyBZTqcPGbSCyLuP6AxM++ysWGwZUQwMaIyWhOMVjMcO0UVMYYmQVlyImrlgJLdA9Hj8NmIOx43+Oz90yy2Soy5gs31lLqbUS3JRVHJUXFsBdtKV4PbirCtgHq1y/HZgP/xF3WeOTRCuaRTNzJKRg7u/AOVzlTST1CmAdBfENm5j7ltxTi2tP5ybZ9apcNSx+M3PlHiI3dNMl2zuGyDYPdGhfG6IHUl405TZT5NkoghywYpuUpiyNLcfBNNZg1nq2H7TU9RlGwVuBleMokMoQ3UQ2rOcOzz5vPxqm3IydVYQ+OCzXDxdpWJ0WX+5mtt3v/xUU4368SZ1s+tL8TfSs676Vf0/NBZLOGEoubC5VzVpFioaspFm2P+579d5j/9rsH+s2MYqprz6zP0EHwtwwhSuloiD62qiiJM0lQhDDXqFYP3vqbDm69c4jMPtPjy4xUOnK4w39WpmgoNN6NkZdh6iq4LhJAt6EhFcHrWZWrE4uptHt97wzKn5zMeeN5FaDq2UydTev33tw9wy9BxbOOIYVSPbl1b3pwQU9lhsm5MoVbJGKn2UNWIji99uetleVt0rQhd92h5AcfmE257yOL2R0eYWypRszS2jaRU7YSSrVBxBGVHo+xqlB2Ba2f5lZrgmHG/ulZLXZKsy+cfsnjheAPbthmx5KHSNcAxB2aZtqlKcJsS3PYwuPNRozysBji2T73SZqnb4399rMrH7p5ivGKxtppgatKltesXdnRyClNUb3kIlR7cpCoVR1JCw5wL8s0C+hVBDn0KwGD+naGQEsfQ6spkYyVvBfrsyzwETOYa5a64llzWzCxWEQLe+9olVDHH//5IyunWCCiaBPXwHUJJ5URG5FVcUXNylhgSSAw8b4RI0dWEPRvavPOGZX7/syZLvRqGUGS7kksMpWZTtmhCUclQiROTMBJ4oUa7Z1KvuPz4Wzq8/dplvvRYi1sfqrDQcji8ZGELFdcC00iolQKcOOPUvPREb5Q1GpUSa8YsDNOn47tUXfcowj4iFwEMenCA3/md3+Hiq19zNFGssTPnmjeVtEVqtQwv7uInXYK0y8HTHp++V+H4bMiVu1bYtaHNqcUedz6Z8qHbS3z2oTp3PzGKqdisrSpMVVIaLlRLgqqrUnFzcLsqFVfSb8uuHCGWnJCyKzeViA4fu1Pldz89SSusMOYq1M2MsgWOJQEuQS6wTU2a6FtK/v9kP+8U/bwdUbIDXDtgJD/s/r8fLfHxr62h6lhMlxLqDpTs4pBaZAMVNs65T6Ke9L3IdTWiWg+54wmXZtdG1TRcVW5TB665Q9tUVc7lz+/Bz7eINnJto5FHi9tmyMx8zPs/VmGm66LqJmUNXD3tu3X1vRVNFcdScS3Zrph60VIoXLXLp1Ht8vxBwXzLQlHVVQnNojDUKS6wYb2pUmgxGfw3QKbg2hmXbPMIopDnj5n04kE/XjgNyBGsvD/1TYYSJc/W1PDytAfXNLl+T8qV2z1uuKiJrvvMtmD/aY3xEZ9/+11tXne5R5CGxCJmtNbFtTu0egLfhyv3jLJ75/o/Wpw/8uebtl758goO0E10NNX+coJ4W5pYF9/9dMT+UwJT03FtB0cXkOiIWoqlhxw4s8yv/NUIj+yro8QWNUdhz1RKyUyxzcKWOE9ysFQcS+BYgpKTUXJSSk5MyZaHSrmK9yi5Hb74EPzmx8aZ96uMlgU1I8U1M5w8WqRvc2yqmKbIK3l+qCx6bjPBtiKcfJZeLfWYXfb4fz/i8sn7J7Esi1ErpZTn2WuqLJ3SEk3pS8KKvrugqKb56HDjdELVTWAuG1Kgv7w3ebV2XHmV/+63KHkL0erCiTMamRCoDExxBp4nA363yMeEcaLgh4Keb2D2bHQt5r2vW8Ew5vi1v1Y5vVJHVQRqwUtRijFjseFM8hl5nuYsRH4Y1frsSlVkiHbKaDXl5/9VmzPNeW67X2dBWGhC6RPWhJICMRkZSaISJVKP6QWCridwTA3HMlixLOZXHEYqAVume1y5rcuTB2d434drJH4VNazjqoI3Xx5jmAFVN8DSY/YeVXnhSBld57mxhvrlnhetel9XAfzH3v06/urP3vfwhhGe8p3k4trZlN3TFqqiUnVVRmoqUyOwe5PP6XmN3//CJE+/1GCipDJWzg9/eW9smoUdscgjSiQIHUvyil1b8rpLObhdx6NWbnNuOeAvvjLGTLvGSF2lYRT/bjbUmhT/ZhF/krcmVtrfgtqmBLdjBpRsOY350Bd1br1vFHSXhin7edOQHtWF7TAMFj2F/0iWKuctewRE5GOw1fyQ1YY6DIkXGNgvDPXfw0udQST4YFQoVEBXIClskQczbzE8+VCU/veNEwhjFS9QMX0dXbcx9Jh33thk/4l5fuNjJiuqiybEgPteOJAVPXnfbkLk30PNF0vaEFc+ZVlJGRtN+He3dHh67xJHF8bQhZ7/mzlnhTQvHNIoNAiFBLivYhv5+cnScUyDlZaFazuMVEtcsW2FX/13bT7wWZdPfb3G7vUKUyOC0XpGtZSgqiGtrs9cU0Ucz5566cOPPPyr7/ufrw5wAN1Zh6IonFvssX6yyWglptVuMD2WMTkasGmqxdnlLr/1GYt9RytsGxeMlTNKjqzOA2lTkR1fLFskz8TOZ9L99sEJKdmSantuyeeX/6zGw/tGqVZ1Gnl2zjcCt20NaACOWVTvCMeO+nP0aqnNlx+Dj93VwFPLjFgKZUMmvpl5u6AKpX/QYgigq4A+tM2Ua0a5A/877GG+QeM99PshcKMU1hSrv2DQKgzai/PVRAUPPIoUgjx6xfATOpqFpsb8qzd0ef7IHHc8OcWSYku7NGUg6hg40soZufzzol0ZmPAP7PkyxHLKVdtTfv3HF/ivfyY4uzSGmn9tVvi5JJJHHkYZXqhg+vnOoi9DlEb2tqHh2DorbTm2vXjjMv/53Uv87qdSvvJ0mc0Tgqm6YGpUox3E1EqwYVpjx9b1pK/ggvoygN980xtRVTX8zG1NZuY9Nk8p7NzQwXW6nFny+MMvCk7OuZw757J7SjBZU6iWNFxbxbJyr/DiNF3kWeqpzMMsfJ7NGMcccEzKpS6LrR6/8KEydz4xjm6aNMyMspkOwF1MS4YCq+yhQ6VjJv2JiW1FOGaIYwXUK10e2Rfzq38+woFzNcqORsVI8/wg+h7nWr7JG1bvFEAfRmQ/P/48H48+8L/No2axEx1wO/I/7Q+txdD/U1ZNXooXmuUytjhBUi0iQRCq+LqGEZjoWsKGiYj/+WNNup7OfS9OoAkDVREDWd55k5WBR6DI7xh5u6JoQ44D0gL7LVc10bQ5fvaDGnPNBkIR+UuTnPEozvDDLE+mFphaMuRRIz8DQ5dFrGSbNDsaHU9jw0iLn3lXj5MLbe5/zmXvWZdTixprRmCqIVi3Zpprrn1TmKbJy97XlwF8YmwEzSz/4g1XrN114uy5m8O4xZEZj7+5xyKKXbyuwmhZ5cJ1grGaRr2iUi0plF25Ci/6wMI/Q8+JTUZhL6DLLaJlRDhWQNnpYjlt3veXDl99bBxhO4zaUDUzXDPLU9mUfipbkcJmm2BbudIn54w7ec/t5BOTitslTDy++GiJ50/XMQ2LmpHhFpGGOgNwq8WIbJVQZ4C+PvFq8GtR5gdNSuEElX2LMB94OQ4up2zoQlNe1sas/tsFRbXwS5E58mEsCCIVI9TwNSN3oYrZMZ3wXdc0efKgRcuroyraQDytDEhTKIN2SepcC5CrA0NVkfX7eEVJueXKJr+0NMfP/4HGolJBJr2lfQuRQUxNIg/iuW5W4kZ+Bpau4DqCakllqeWw1DSYHPHYcmGXy7ckxMkSf3OPQxaYWI5DbGy7b2pq+heXV3ove29e3qJYFV585sttXasevOGC4IYnXkRdade4bIPGmfkUpQwTIxpjdZXRmsJ4LWakFmJbIapISVJBEOqkqZzZGnphZD8Q7hpagpHHabtOh68+KfjK0yMkRolxU4K7ZGa4w7k5qyq30ge3ba0eBzpWgGPJaUxGjz/6nMVf3DFGpjpUTZn0YOcWysaQwqeo4H2LM4aAvgrsw8rLrE9HHY7xfrW1/as9VhkoDa3pV1fwV/de6XPC04w0V85EsWxTokgQRBp6mKKpOl3VQtMSfvQtHZY68/zhbSpNryareFG5GYwPRcHlXrXpzCu6UPtyvqKSq2rCay/u8KarFvjyEypLlCATRKkM7FVzgpdeOJnlNnlJCn6sEKUZmqLgGgojlYSRqspyS2WpVWKqbZERc2ZesGdtzHI74IWjRvI9O+yDX7jj7vb3fNcb/m6AF1Wo02n/5HyzfuX8yvIlV+0SnGt6HDhnsGeNybZ1CpOjMVMjPXS9RyY8Dp7JOHjKYKKqcPFmO1/CRJRsH9MMEUpKFGsEkeQ4WGaAbXa584mM//KhSU4t1hgvKdStoUOlJfKRYJ6naal5Eprsu51ihm5H2P0tZUC11CNJu3zodp3f+sQ4naRCzRGSv6LnoUq5lZuey+XUPuGIfnV6OR97UG/7yBo2NTkP1xL+r676OR+wq7+fct6d5OX/zvAytaDH9rPoE4hiIatmKAhUtU+eEiKlXk75xfd2UMQcf3ibYKlXQUEg+kzDol1KVx2GQe071Q6zH4d78qlGym/+ZAfxJ4I7nlBZVhySTEGLVbwoI0qkCNrRBVVLRrtbZsru7T1qtZijp+HIKYMFz8CaV5mqqUwsawShxo6NHU4vpMwvWVy9O8UtV17wvfZPOk75Fd/jVwT4hZe9mdu/8LFkZGxrJtTHOHQ24cBpncs2aVy2I2Sk4TFW7zCzEnLfU4IXj7osLhustEyu3AFbJ2Mm6l1cp8XxuZCzS/KtGSvHbJ02STMo2SEvnYj5X39d58RsjUZZpW6mlI0sHwmuPlTalpqDXU5i+twSK8qfIY4taQJp1uNPbtf4rb8dpR1XKDsa1TzJ2BrqvY2h9qQAt1hFQR0Y3n8jQYOcEwyY5N9M4sP5Qob+socBsAYjmJdfav0JTZblU568gueZ81GsEMUQxQpBJNA0dciSLqXVzaiWU37h+zukzPLHtwmWvRJqvrrvi+P6qqJ06FCr9v0N+97eQs9FI9KjcO1oxH//kSYnF2yePmLgqToksHVdi8lKD8g4s2hyfKZC3VDZUc24dpvB5TsVWl2fmVaLF47D/c867J+1WPJUFto6QeRy2fYuB09FCE1l95YtmSKi5G1vfcMrvs+vCHCA66+7mSDwPnny9MHtT7/UdK/fqTJa79CLezz+pEKUKjx3qMriok3d1lg/Krhhh8qWtQr1Soso7fDxryV87pEGp2ZLlA2FWy4P+Ml3RtiWT5pG3PGIyaEzNVzbkIsccwDuYmYut3MajqXgWuDY6WD72W9LQlzLp2R7JEmXP7ld8DufHKUd13Bcg5qRyqmJkbcm+kDWNhzPMjDKGVpUQL89WA3q4Sp+3miQ89qUbwR4BVZJy1a1RdnLDgSrqS5ZPuXJvcP7wVR5BU8gjAValKFpar740fJqm6IoDrVyyi/9QAdVzPBHn59kKShT0GkLcMtXkA7ZYhSU28LEc/V0RVVlpPqW6Yi3Xtvi6eM1VDSqZsa/uj7jTZcLHNvn5HybWx/t8oWHxlhomzz6vMnsosaGyZS1Ex7br+1w054eTx32SRKdfcd1XjptML9is2tzj066prtj93WftEzrVd/eVwV4Y3Rd9uiDn/uDPdt3/eT8wn2uaqR86VHBSLnCc8cFp+dUtk7AZZsE43WV0brK5EjK1rUdLHOJD38FPnrnJIZw2DQKa0YEk7US5xa6bJqOaPYynjvs0I0c1pYHh8oijNWxhtoSewBuJyfhuPaQ2seW5Klqvc3Xn8z4g0+P0k5q2I5JQ8+oFMSsvqxN9Ku3BLfoZ0wW1m39NqUP7lda1QwG3d++OnMgalZe9nwV/u1Qa1I8B3Emae5wJS3RoghCId2mVEUd/Exi0IpUShk/++42j+/VuOdxlaWKIwfhyoC3Ih9p/msMaCiKCsWMXEGakwq9b61cdn0u3RJSd0LUzGZ9LWV2tsELRxTWjnlsmmryS9+3zERtlo98eYIXT0rH2KWWxul5l4mGzbqJgO+7cYXTcxlVy6JR7XH/CylHZ1IuufSCxRde2v8H7377m1/17X9VgAPs3n0Bi0tNbrvrcVrthIs2amyc9mmFGSVN5YINOpOjKhONlKlRj7UTLQxjhQ99UePjd41Rdyw2NlImG4LpcZ3RqtwOmnrCQy+pPH2iTMXRqRkpJSvFtZT8KXAsqeV0bSHBbUlwu3bcn6H3yVOlHknW5cuPZfz+ZxusRHUcWyp+qgXzUB8EUJlF760NOc2K1dtBtX/QzIYq+OoOO06KYV42mLCch8VXrOLDc++X/dmwB4s0zTm/+z5/oTRQuBctSpavwxW0BLQYglDklVvtO/sqQ6POcgl+4fva2Brcu2+MpV4JKGRpwz9AAfrcUBA1FxSrefyI5PfrWkKr47B7fch1u3o89FwFIWBhJeXIaZMgdPEClXUTGv/6dYuQzfJnXxhlqWOzYTRisp4wv6SyuGITRhlnl7s8+LzKlskqWyZixkcVNm/YhGHWv2H5+IYAL9enAt9v/8Qbr1336QNHXnTjTOGhvSp65nDVLoMLNqWsnWhTdjv4SY99ZyM+fk+JFw5WGLF11o+mjFUF4w2D0ZroO2Rpms/ROZ2FtsuYBWVLTkzcIkrbLngVEtyunVNy7SSnvMrKXbJ9KqUeQm3zfz+p8YmvjnKyXcey5Ry9mjMPHWMQ+ro6n2eoRRHD3okDgPXdTofcIzIUbAO+//U+v/aRlEJCsKq6vgKuz38Mz2OGc+rJ/zvN4FN3W3iBeMVPariCp+lQ+lpu3yYPmsXZQuTx4IOLafgiAbhqV5ff/S8rfPyrEb/xt9MS5JlU0Q9otkgFvbzE89cq8koupJBZ1dG1hE7Pplby2Djhc08a0vJ1Wt2EheUITdVBsUgyhXXjKu+4psWm8Xn+5h6bU/MuZ4+bVGY01o2kdD2TNRMK11/U4fhMysk5BdW+uBuE6k9MTY8H3zbAvXYzHRvf/MSVV4rWI88dc587nLJz2uLaSxO2b1hg74mARw9nLHcS7nikQpaZhJ7GuAMjpYyRimCkZjBaUxmtJTSqIeP1LueWQ+56soGFwYiTUrIyXFu2Ja6t4lpSCFEq+Ob2sFghb0ssn2q5C0qH3/2UyoduG2E5rFN2DBpmRsUc1mvmjlpDUeMDM85CdAvq0Fx3WFWzav6co0LX4KrdMUJZzSbsA7rQahajxPN436uHI9mgejO4a2RZxuN7NcJYynheYTTfr95Zbv6T5KPCJB8XxgKiPKcHzk9vKBZUxXcWTJThp97RJc3O8jufmmKxV5K6VHJQZ9kQ0CHL4hxGQk5hcvNVTTXQ9ZSS4/Kmy1vc/USHuWadmp1hmzGaJseMWWYSx4KRqsFFGz22/KsAxCK3P6Kx1DHpdgRfeLzMjjUGl24tc+OFTfadMLj+ute31q7d9ITXa6d8g8c3BLjpjIOqLyy2kndfvOeye0ecR3XbbnHPiypff0HjxDmN+aaOrqpUTYWypaDX5CDftQX1isZIVWWkljJSDRmr9ciUNp96wOLpw3XGSlC104HFhKPi2lquxM8o2elQ9Y4GnG4rr9xKmw98TuMDt47RimtUXIMRM6NipjgGfXBb+SpYRowPB9mKoRyb4fZkkIcphkvt+XV3iHDyajn1rzYFKUAtD7EDj/H+JKVvOjRY06+6xobuFIXhjxRj5E5TxTQlkQb4soGSfVeWrk48XpV+nEHFVfiZd3SJk3P83mcmWeyV5cKGQSWXfiiDnzRDQ44QBULRcqOolMWmy0Wbfd5xc5MPf8VltmXg6CmaGqGqctyYpgZeoDKzaGPoKSUn5O1Xheh6yGIbjpz1IGvz9EGLo+csXnfDlZFrRe9eO1laCCP7G0H4GwNc1Qxay8fZuW3LmbrbPXrH0rM7nj+QMlXW6Xkal2zKmF9OyFIYb6jUywqLzZRWN6Va0qiXNRrVjNFqxETDo1pe4WN3w+9+ZpyGZTBekgaKZUfkmk4J7rIt2YaunVDK59yuHcppie3nc+4OH7hV43c/PU47qVN1NBpGRsWSnHG7aEsMgdkH9up8HrUIt1UH/Xfx6/kVfHXlLAAxBO5+NVztQ9LfeL5CszK4VM53oSq+UzHJ6C/ohy4ahqpo4TSb9a3VBv7gg4xJCUwhK3zfqDMXVqdFZIr8OWolwc99b5csPccHbs1Y6FbyuMG0vzVNUwn0oj2Sr0vkdwqtb59s6lV+9l3z+Mksf3PnGuyWyEOsIoTQEapkbbc6CotNjVrZZHIkJcsS5pbkCNcLYrZPB5xZdnDru46OjGw+s+/gSXbv2PDtAxyk+PSZpx48USpVf3zDhovvP3HuMaLY4sKtMLPS4/A5lT3rbS7aGuMnHs+fVDEwKDkqtTKMVGJGax6TI01OL3W59ZExbMVhupJQdZEiiJwnXnEF5YJKa+eTEktW7kIMUXG7pFmXP/2iwf/99DidpEbV1WkYiWxLTClEts3cB7Gw5c05D/0UXXUoS7JYVPT779Xz8FW46gM5d3jKXZ5S5LhueOHzSgL71TeD1VOa4Yx6qeahz0NZtTbvv47BIbNY+iT9ap6b5acDg3mZsFCMEQu1Up7Bkw5fpLJtqZXg597TJU5m+ODnU5Z7VZJUJc4ykjQd3Cly0GdpRpbllRwhR5LCRFNTHCvinde2ePjpFU7MNvJNcoyuSZLVRD1lanyZZ46oHD7jcuFmjd1buuw/GTOzUGHruogzSzHbtl+AqaU//tgTD5/Ytevivwu+fzfA3co6PK+HZdnnMkU8MH1o342HTgW0g4DDZ1LWjVa4ao+Pbjb53J2CU+dcLt+mUnEVGtWY0ZrPmvEWZ5fa/K+P1Tl2psHmkYyREtRKgmpZo1LSqLqCipsLIOwY1ymUOIW6Xk5LwrjHBz9v8ZufmKAX16i5Kg0zGYwZc3BL8YJUuhQVu08v7cd3KKtm36qSDfGjh+bgfdQq/eqdZoIsSfrRIkmW58gXBXv4r62+RF7xMUyRlSvyFNQMReQVEQW1uECU89qhlx00s1XPWFHI4vzQqYAaKYSaghnnhpiFhXI2RAnO26paWeG/vreDqszwgc8lLLdrhKlOkKiEyZDTbJLKOJW0uMA0UGRllrPxCpvHE/7rDy3yax9VObFQw1BTNC3GNAXLbZUrd8NbbmjyV3ekPLHfoVq22b5+iV7QQhE6uj7CRbt3PnDDtdee8zwPx3H+ToCrf+dXAL/+67/OD//gW5Zc122Txd934uQxZpY1dq01uHRHxKFzbe5/QeXkmTJ71pusm9CYGk2ZHA2YGm1xbqnJr/+NyyMvjrOxoTBZyWhUBLWyTrWsUS8r1EoZtXJCtSR9VKpuSKXkU3J61Cs9quUOD74Q8ydfcvnjL4zTi2uSo26mA2KWCa49mKNLYbOGbUm9pq5JMW1hmCNyE/5+3GD+a5E9Uxhz6mqKqqV58FIiU8X0mJiYh18ymVm0UQ0dJ89rN4p/Sz3fI7F40vdHlExLqeIx9QRDjzGNCNf2eelYyse+UmG246JqRq6mzzM/h6IV1b6OMv/9UNa7zKtX+jzxKM4IY7kEilNlNaiHIgyLW0WSCGxDcPUuj0bFI4pjDp/Q6KUaIfIuIG9kue9KSr9Ny7I85kWRZnMZKhdsjNiytsmzJ3TmViyMXGMKgjBy2DKlMD4SgOjxxH6TIHTYMh2x0MrYvO0K1q/d8PNHjp14cOuWTd8MdP/uCl48aiObcd3qE9Ptzm3r1s++Y++Bk1hmwAsnIu59qsR0zebGPYLRmmBiJGVixGd6tM1ofZH3fcTmoRfH2DQyAHe9olMra9TLUCunVN1Ypkc4AWXXp1bycGwP1+pxeiHhtoc1fu+TdV44UUcxHWqOFEMUq303l7IVLra2lav2c09EVRTBVfJZVNkBl2KgPVT7Cx7Zgw96bumemqZSo7l+OuXa3QHPHkz72TnpcB/O+YfN/HsOV+z8zwoedmHbrOsJj76kcfKMDoqGpijyDsOwR/n5c3AlB1k2AFn+dWkGYZQSRglJmqEKeYeLIpHbGovV2tKhub8CVErwn97R5fWXz/O7n/S599kKJ+ZKtEyTZUNjxMloxClhJKt633E2kxMWMOWcRmRcv3uB//yuOX7id3WEYqOQkqYhfqizuFJh/ZTNm69soRttFldsohg2b9rKnl07b7tg2+Ynmu32Nwvbbx7go6Pj7N1/5sT4muv+s6Y/r1rmzNtmljqcnK3y3VdrjNZCwGSy4TE91sWxA1y7ya2PKDx+YIR1dZWpasZoVdCo6NSrEtz1SkKtHFEthVRdj3q1S8XtcGI25PY7NQ6ddTm7rPPCQZf5loOwTaqmoG4Mr/YH4B4siNR8vZ9hmxmmITd8Z+cUgjBPSxZqfxtebC7V80BefMxpOgTuVJCkMvolCqX53wDgq3violde/RgAZ7AxzfordKGkoKXohkAR8lav93M7V58NiilKMjQH739vZWD8oyjSkXVhJSZJ09z5SyG0VOJEyy9Msdq6YmgfgCL79q3THr/+412ePeQxu7zAgbMWtz5U5fS5Mm3fYLSUESYZYZISJXEOdD13IzDz15Rx1dZFvveGBW57eAI/MjjXzJhuRSy3YP+pjNFalQs2h+iih+tYrB2v3X791Vf956h37uTk9PQ/PMAB9uxcwyOPPXryqiuvevHkueW3Lcx7vObSlMVehyPnVHatVyhXFnj6GNyw2+f0Usiff3EaVzFZW8sYqwpGajojVY16BRqVmHolpF72Gal2qZZbNHsev3ebxZ2Pj/PScZd2KD/gDIFuC0o61PSMkp7324bUfjrmoC1xbZWSo/R9ESuu9EU09C6PvVTB86QET6gKKfJDVcXLTfALPnaW96dJWijsZYCppWtctjPEvS/EizNio+iJi/n3q3fdqzguRTUfqt6ddspT+228TEeoAlNkGEVLkn99f5OZZCSiiBSUPXhxoNVUBcuEWimhXPL4+gsJtqpSc6XTQZzkMSho0OeW0N9KDrSV8idJEoFjRlx/gXytQRTy1ivmuPOJFf767hrHlyu0Ap3JKM0dZWXyW5Jq0k8GE6FkrJ9I+PdvWeSZQ22W2w12butx8oxCI7HZuSlgvulxzzMOl24RbFo/weYdV7y4/6VHTu7ac923AtlvDeAAG9ZNMT6x9v0Ls0c2Hzu69P33v9gmi10u2pyRKivc8bDK7OIIWyeW+fTDOotLDltGM8brgrG6wUhVZbSW0ajENKo+IxWPkVqLhVaXWx8VfOK+KY6fraArKiOOwogDXqzQS+QtuqRm2JpkBcrsniHWoSWXRGVboeykVEuyp69XfDZOLfG396U8fsBlXT036jTzDWU/FaLIfSwyHsnNNkWempARqQI9lopwR9G46iKf0WrIiYWUJFPzKj4YHb4SjbYYi0u23mByUtBNDS1ldgWeeN4mSA0sVcEqXl+RRpFTCdJUMkOUOJO+hUnhKCtvTaqQxkqNSsyFEy32n/P55N3jbBlTiOKMNJXjOPmytNxEszDiVFFVTbp6iRQhEhQyolgjinXCSENRYMN4xH98m8dbrl7kU/e1+MrTDY4sV/Ai+T2iJCJJ0rySq2RYqGrG+smAH3i9x+fuhTdcYDG3vsO+4zFLKxUu3pISJF1OLo6xNdv5ya3bLn7/mbOnv1W4fusAn57ewL7n7mxeceHWf3vm5ItrLljn3zBWTzi97PMXX3LYPOZw86UZpxcTntpXYqIkmB5RmWzojDVURqopo7WQ0ZrPWL2DbTU5dDbkF/+sweHTdRxdZ205o2pL/kiawZkVBa8rqZkDonzuJ64rueGPJGc5tiL9EV0J7kbFZ2qsycxKmzufHscPtP6suGhPZAqYBLepJ5iGBDjk6phE5FHhkqwUaZLbniQatiJwjRiyhDjVB5OMbPWU4zxsy9/nPfhqjaM0VfJCBT81QOhY+eG14LEbWoaa75niVHKiZBCubGGk+WXu3a0MNrS2IXjDZR73PLfC8eXG0EgyGUyWVBVNiNzvULIQdU2TIpVEJdNjFKDTM5lZLJOmCraVUHYCpus9fvm9Hd5z81l+6c88Dp1q0A4MpvNqHsUZUayTJBpKZuNaVa7avsiTe9s88GyDmy81uPati3zxsR73PO0yPlJnbLT0oG5v+7ef+Nw9vR98zy3fMsC/qSnK+Y8/+tDH+In/+B+jDRt3/FDc27/J8+Z54UiJnWttrtwF2zctce+LKUeOl9gyqbF+0mBqTGVqNGZq1GfNeIeJkWWSbIXf+5zB+z81ycJyjemKYG0lY6IKY1XBxIjG2jGNkUaPk0s+ncCgbIBbcEysvDWx5QbUdVTKrmxLquWYWilkrNHBsZf5lY+UuO+ZEabKCjVXblrtnO/i9Gm4MgfINqN8nZwRhBpeoJKmxQKDnPMs08jq5ZBukPD1p8topoGtgq3lukNtsD01dJn3aWgCI7eqMHSp6jeNJDcdjbDMkLLb4w9vNfnKk3Uy1aFuKrmj12CBpWuyUrd9gR/LSQYMQm+1PO9IXvxSHGKZKRds8hmvt/ni4w5xYmDlmaaFmaeU7Q3oC/LCzy9+I8axfDqhx4PPlzl5tkK7Z+AHGn6oE0QGcWIyWVd581UdRustHj2ostg2CCMhW70kzVsWFdAZq2W0fI+HX1Rpd3Q832HNmMLJBR/LaPB97/iew+Wy9uFbXn/9twPVb72C9yv52m1kWfr48uKl1z5/l29vXxejqjFrJrvc/XzMg89U2Tphsn29xoYpWDfezS2Ue4Rxh7ueSfjcw3We3FfHFTpbGyl1F8qOQsVV5Sa0qrJ2POHK3R5z7R5fe84CtLxK5aKFXI1tmaIvhijZCSU7olryKTttvvZ0xuMHqlQMFddMBqv6PDrF0FMsXVrHlfIcIMfy2H/CYm7RJst0TD0jSWIUJFMu1BOiWMexNEYrCaSRXH5kYlUFf+UeZeiA2Z+5F+nKCapImG/a+ImJoytYuamQrRdCEEn5RcnI2iF7T2mUDJVGKp2ndC3DjKXIN85n3WEk6Pk63Z7LVdt93nrFInc+OcViT5WSQjXN349kKAxMITRkZGCSSMs6Q4944SD8xidKXLclYmpMp15RqZekDUS3p9PzDcZqJt9/U5vNk3N8/uEuj+yrcXDeYq4FY62ITlfeBaHOzRdmNHsdnnxRMFKD+bbC1gkjKI2MPrhl06bHhRDfAjL/gQBu2S7zS/5/m9z45mxi+uz/c+jwAWvDeMp9L6Tc80SVjQ2bi7ep7NoYMNZoEaY+IV0efy7lS4/bPPBiDS1zWFPNGC0lVBwht5qlHNwVhbFawpqxHvWyh6ZK/rKqZP0Zs1F8EIa0S7b7nivSb2Wk2uXYrM8f3lpnbt5l63iew5jzUQxNSLW/kWGZku9ScT1G6yvc/2LCn9xaYkNDsHWtSrUsD26qmmEYGmYcE0YacaKxcTpg01qfE4sVInNISpYWffhqslWB8P6osL9cklXy8FmF4+dMUDRsbdCeWPkSq+IKKq7O9vUJ66Zn+cMvKtz3/AgZWj+M1zSkU2sYZ7n4WOD5Gisdi03TFj/9rjb7zzqcPDuCm+dSGlqav6cpZigIdHlhRLEgKvzTkZmdzW7GmaWUjIAg0PEDDS/U8XwVL5Re3/WqydU7Oly7u8VD+7rc/liZZw+4tBKNF05rzLcyup5OmtT57qtW0DWfVtNmsuozMbFpUdPDdzQa1c63je6/D8ABxhpW+od//oX/WTInoxsuWfyle56YMZ49ZLBj2uXaC1J2bFymHXZ48KWUR/batEODpw9peD2H6apguppSdZDm+bag7OpUSoJ6GUaqMWN1n/WTLRZbHWZbNUxNk/Zoata/9Zu6yFOQpYWE0weqj2F0eOhFwb7TVUZKCiUjkW60RVJvHm1iGXmSmx3SqHZ4aG/Ir/71JH6nTN1IWGxKk3hdFZi6ShCqhIZGFGukmcaezR6XbfY5djYjcWWOfJFf01fgw8D4Z5Wwd7Vo1zITnj+isv+IhVA0LBXM3CrZ1OSB2rU1GlWVSilj04TDr/7wHL/ykZRHXpzC0RSZlBFmBJGcSwehwA8VCTxfZ7Hpsm3a4zUXrvChUyWWPANLk3ZwppFihil+mGIZgiAqQC4P1mFkMFYOGK23OTpfQ1USkiSSC6RIww+lF0vPU+n6Gp2uwVjd4g0Xr3DNziZPHYho+xaP7xPsPWry0D6bpZbFtRfUePMVyzxzoMNMc1N44c5Nf75xTSn8++Dz7w1wgGt2r4Rb1ld/47a7J8JjM51fu3J7JG642EPROnzt2ZDnDtt4XZuKYxH5ET0vZfu4wmQlpV6WyRByZi0oO4JqKaVRkSv+9VMtmr0VfucTNi8er9EwGUpTG8R9m4aSO8mm2LY08ayVe5xaDPnsA2NksUXdKVy35KFUAjzLzYhk3112fPyoywe/WOHYuSp7JmXd9cMUP5RVMMgrWhzLDz2JNaJQJfBTSBPiTO/HbK9apQ+9Z0NC+SHvkXw0qSYYdoZq6Gi+wOybyucJFv2+OvcC75hsXWfxE9/d5OlDZRb9Eo6h4IQQhBlBkOKbGX6g4PkS4K2uRaPi8K4bWtzzZIsT8yOUDUUmYIQZZpjmFwiEkUKYtzhBpNLzLHav9/jvPzLL//m4xqE5lzRLSZIojyHUCUJBxxO0ezKpoRdoeIHGxul5bNXGixu8+bKIG/Z0efaIzwuHXG5/1OW6rs1Ve8K0FY/82t7T0//36MzC3xvg39Yhc/jxpx++lRvf+ANxuTK9dPF28yfWVg+KY3MhX3tS5fmDZdTU4codFm+6ukepvMKLh022jSlMjqhMNAxG6jrVkow9qZYyRqoRY/WAdZNNusEKv/lJnVsfGcfWbUYdaanr5Kof11JxHI2yo1B283m3K0NpbbvFJ+/T+NQDk4yXNMZLCdW8vy+5Wh61klF1EypuRKXkM1Fvc+/zER/5yjiOYTLqSipvPzmiOBj2owhjTCPGNgNOzsNjh0ooQq7U+9YU2lBukD7IDeq3RkaSP6VJaIbHrQ/q3P1sA001qFtDyyxLkT+zreYUY8m4NI2EdeM99p1K2Husgmsq8sLoF4IBRaAIv1VVWD8RMLcU8NQhF0UxZGZ8n7JQRKoXOtaBxYNpKFy4KWCs1uGR/SbzKyaGmouzs4wkAT+Eng9+KEgSDSEUqm7IJ++Fe58qkSUOGyYMdq2H9ZMB7SDk2YMKe/Zck164c9PPjla7Z7/rLe/6+8Lz71/BAW68fAOV0fFDZ064P3nsWPrBZw4/Jaq2QTKismONymW729zxuMfh0w7bxmRK8tpJnelRaFRC/FAlCAUVN6ZRDVg73qQbrvD+T9rc+cQo4yWDipFiaQNf7MKxVUrQsr4XuGNFlJweZxYi7nh8HAODhp3gGEMeK4Y0DnLMwstQJui2PY8/u8NlxbfYlPPaFYo1uORuxEn+TKVveBiq1CqCS3aHVN2ItjeUX8kwZfa8Ny2v3IXAQSjSJKnrZTy/z6DT1Rmr5VbJxWREDDgmiiKXT1Es8Hydetngx97S5v4Xeix6JcpGhh/md58gwQsFvUCh56vYnk67a1IrudxyVZPbn2hxesGkYim4RkpgZPlaP5PtSTL4ucNIY6np4gcGt1zaIk1m+I2/neT4UkmSxEQCWcZSLEFeL8vDLZjYxghvuLzFhsk5vvTwKBkGOzYYrDQFoxWVXW+4Iq029vxkYuw85HfO/UNAk2//eDr0qI5fwplTXrhm43Ufnlms/VyluobFbsREHa7c0+S+F2LOzVWZqjjUS4KpMZ1ta1Mu2b7E2eYiLx0PiWJw7ITRWo9u2OK3P+Nw15PjbGwY7BiXVayYTAiFPq/b0JB9Y56/49oBhu7x0F6DZ/bXGC2Ba2bSGL9IgTBFbqKfDRIlbI9eFDG7VOr3+qo6WIn31+BDHOokE8SpgEygkaFkySAI9Rut6gtgk/UnKcVBU1FSudZW5Cy6CJoS+QhPycFNfhHFiTT2CUKLyRqUrS7tIKMTKXihtEqTIE/xgzyANZCtylLL5ortOjdf2CFJQlqBIufvYUYQpkSRnF3HieSLF4firmdw9EydU7MTvOESi//ynjk0p8tsW8ELQNMFuzYnjE80efZYxNEzIWfnYbmtM7tQY7pR44ZLPB4/GDC7BI7VY6w2xpap0s+98TVXf1jL5sIbr9n1zwfgAGs3bOHUudnk9W9665ENO29ub5waZcuaDo++FNNplrjlSqjVfWxLY8valD1b53n2ZJtb77c4N6+SAWUnwrXbfOYBlS8/NMbWUZUd03DpdoONG1KW/JQoluw4rThkGkX1jvPq7THbDPnjLzXQDYOaJdU9w/ZvjgWWVfgYxrnVW4+P3OVwfMGlbNBnBKpikMw8yIUfiAQkP0UliwVpIrPckyGAv9Kqvr/sURjaYMrqp6oZiqrmAM8GYuhhjnr+76T5HSWKVXqBydSIzr954wpR4NMMBL0crH6Q4gUJXpDhBUp+ANTpeiZd3+XfvcVnQ71F08/ohgp+lBFE8pAaRRDH8mfRtJSy2+LA6ZAn9zkcOFHl+Llx3na1zntfs0grjGl5UpoxNWLyzhszdm9r8sLJgCNnYroeLHU8vvqYwYhd4poLfPafDImzSd725mvbr33dLUeaK2eTHTu2/0PB8h8O4AC2beMK7/Z3vuHKn3r7La9Z2ndmnDOzdS7ZlnHgrMehEwaXboPdWxbZe6rLZ+6uUTMd1k9q1EoJtVKPvScjvvpUnXV1lY2jCusnDS7YAj/w2hYoPlE6qOCmrsiVvVkAPMDQe3zxUZMTMxUadq7LHPITl0ZCA/sJxwqpVzz2nYy559kSaWrgGHKWXPDFh6ViA851zk1JBXGiUrKhXo5JslROURjaYg6JE1ZbtJ3nDCVSltsKzZ4u9aLngXtY8NAXGCeyTfEDDaGY3HxJxM6NLZa7GZ1AkaAuQO6neIGCF4hVB8714yZvvrZJlIQ0AwUvUPADCfIwyohieUFragqiyyfv1dl7JOT4WZWT51zOzo3ypksydm1qs9SDZjfhxDmVdnuE779ZY9fmNi+d8njmoGD7WsH2DSs8eyhlrOTwmisq7LnkjUvl0et/6tS54HbLsr9V2P3jAXysXsUsT9D1k49efOkNP/+et71u/qKdDs8f73Bm1uTt1ylcd/EyR852+dzdo0yVyly2TWfNOEw0fOKsw+9/zmVmtsSmMZgc1VkzLlg36TFS60pOtTqUh2koOVjz3tv1WGyHfO7+Gjo6dSuVhvm5Eb+VV+++WWc+ObGMLnc/ZXLgRJWqIXD0DCOPCBHK6pYgy5Rc00hf5hWEgqt2J7zmCr9vvlO0KcWFMfwYVuvL9kTOwFWR8rUndR7ZZ2IYA1LVamrt4G6S5Lmd/Xx532THOpU3XdHEi32WfUE3zEGeV/Gen/V78Z6v0+mZpInN994YMlprseRDJyC/KBL8MMGPMsJYfq8o0plrx5xaSDk7H3FmXuX4uRLTjQo/864mmR4yt5Jxdj7i6f0a8wsN3n2jzZZ1XR7Z53H7gyXWjlpcsGWJZc9m0/Zb5q+/5safLzvZR3dum8CyG/98AV486rUqgZ/85SUX3/DLV1y8fp5UZ+uajLUTbY7MenzxwQZbJ0u88ZqQzetC6uWEeqXH04djjp+tsG0cxuoaEw2VyZGYtWMtTiykaMLAHTooOmbhTyjFyGW7y60PWrx4pMaoS796F660knGY5mv5CNcJqbhd9p6Mue3BGkFkUbFT7Hz6IB1nkTZlQ2BNkdTZLA+JTVJZbS1NHrBWtShDrcqwXG0VJ1wZpCGEsUyYVpWhRGNlYIDZtxvKD75R7iLrRzrtnoUmbN5xXcjFG5sseylNX6EbZDnIk7yS5714DvLljs0Fm3TefX2TyA9p5gfS4sLw/QzPF3Q9nTi22DDe5eRSytxSzOxSysyizrGzNbaMG1y6vcViN6PZSThyNuArT6QcPlnlu6622bDG4+RSwOFTCkKxmVq3a/7aq2/+5SzL/tJyqt8JKH5nAA4wOlrm7q9/6cMzy/VfvGjX+qVTczEnZlQefLbKulGbLevbHDzTYd/xRBKDFJ/PPliirBmsGRFMNHQmRlLWjXdRtCafuq+CiaDi0KfDyhgUaaJfK/eYWQn4yD11dEuXynqTgfjBKszy075xUL3i0Qk8PnhrieeO1xgtKZRzlqKhkdu55aDKkbXKiySv4v0kZClMHKRC9A+YGcOWyqv8UIZW9UqeGsyQ5598Dhlx9nngSv/AG0VC5kn6Bkstl93rDX7qncvUnA6LHUEnUOgF6VAVT+n5gyre80w6PZcfeF3A1GiTxS60fIWOBz0/oeultHsKrY5Omjh8380hseJxchHmlyNmlzLOzFl4fp133+iRiBghBDs3ZWzb2OTwuQ5nZi2uv8Bgw0TG9GiPTNu4dOHWyi8+9dSXP6yb7ncKht85gAN83/e+h0wEHxkZn/rp11+zvn1mXrBhTKdW87jvedh72GGlZWGbMV97OuXIyRKbJxQmR3UmR2HNmE+tssKf3GGw/2hJ2ky4quSquBnVUky1FNKo9PDDLv/rYyWOzVSom+Q5mgMqrWOKvseKa8vWRNe63PmU4I4nR3A1g4ad4hqZFCtr+ThuyAOkP/7LhqReqRQKJKkgjTJIklVTlOyVpigMaYmHwC0DYEEp0s2GK7gypEHO2xUpIpbmmn6g0fNlFfeCEm+6LOUtVy7hZRHLnqDrK7I98RO8IM3bFFnFvUCn41msGzP5bz+8gGV3OdcRtDxodVNavZhWN2O5rbHYdNiz3uTHvnuJBS/m7GLK7GLMmXmFY2fKbJu2ecMVLXqhQsM1uGijw02XhCx0Ak7P2IxVYprx7vb69ZM/vdxsfeTKa975nYTgP8wc/Bs9rtudpROj9iefeWkqTlLx193mYevUvMXudbCwrFKyFCYaHT7/uMG6us6mKZ2NU4I14wHrJlocm+1x5+OjOIrGWFWhVpEaznpFUmFHqh3GG8vc+mDMXY9OYCoGZSPB1vPq3bddzvrWbyU7pFbucvScz29/egwvKrG+klK1Ukq2NNyXAJc/Q1qs3Yeq8jDQk0T6822cTiiVY6KEvrpneB6+GuAFB1xWal1LWe7AkXMGaabmh8ts6BA6fCBV+j18kkpbtsJBUFEyNJEy0Yj42fe0ePbYCodPF5vKDNtPsYwEzxT0TAUvUPF8Dc83SUo233WVx1efmOfT9xmYmrRbNnQZr+5YOiXbpFGp8JYr5rnvuTbHTtex9JgM0DSNarnB9rVLPPR0xEpbJUkNZlcUxuspB86EXLJua5Cp0z/28P7KZ10jSL8lMP1zBPi6nT/CPV/9RDI5tu6zE2NKsqRmHyvZB60k1VAV2UYcn09YadrsXm9wwdaU6bGuzLovt/ja12z8rsP2cWhUVRpVlZFawlgtYGqkSbm8xFeejPmdTzRYDEpMlcEZitez8xS2ggpbsqWYWRFdPvOAxYnZGuuqCg0npeoqlG25ypeJa7kF2pDfSPYK1TlJZFDpzZd5bP96yN6T0r5B8lCkw1VfA8p5B8ecq20aCUfPKjz4lAWJlh9wz//6YXFxhqbK7+GHAj/MCCN56BVKhqGXWTca8p4bl/itT7gse/bA6avfrmhyohKq+KFK1zMYq5v81x9o0vUV7n1xDLFio6lZnsqh4lgaZ+cdNq0p8dqLe/z+YZe5tk4QB/hhhmU4TIz6rJvwmW8ZtKKU5XbG6YWYSy/cGrzplve0R0emHg4CL1k3Vf/7QOubenxHW5Ti8bo3vZfH9y4l7/jv/+ZzF+8u/+uJifW9YzMGJxc0quWAY2czGrbDtRfFbF47w4N7A+aWFZ45qvLo82XGXMFEQ2WkpjNWS5loBKyfWiFRlnnfX5f4id/byMGzNRRVoOepAQXnxLbywFk7pexIUXOl1ObA2ZgvP92gahmMuZL0VXUFjarO+IhBraTSCzK6fkoYSmuENBsIJSDvg/sRg6okghERpZLzvGrhM/Q4nyorRQ4pCWn/gNkH+DBnJZ/qaKpU6biOtJBeaWfMLiosrKgstXSaHZOVtk2rW+YNl2VsXbfCnJey7Cl0/Iyen+L5iRwb+gpBIHJmpEqcqGycMPjDnw753z86C3qLYwswt5Kx1AxZWM44t2iy1Kpw4wUal2zpMV5LuebiHsfm2zy6N6bZKrN5TcpSN2JtI2DdSMzGDRt6mT7yw7u2brxwrG6em5is/WNA7x8H4AA/+kPv5dAn/iC7/LrJT89463+sm61p1krwwik4dKLB1Xsy1k/N8pXHVZaW6mgq3P2USdAz2TAuGK/rjNVhvB6xbrxFmK3w+5+v8uBTk1ww5fCTb2+zaaIjFxKqpMRa/eqd9iMLq6Uebc/jl/60wZlzVabKKRVb2pXVyhqjNZ1N0wo3Xt4iIGSxJRceA+3i0KNoU1KFOFYxNEGlFKGQylX+q4F8aMEjxRMpkNDsKPQiDaEK1FW+LIOLSghQNQnw8VqIMJrc+6LHiXMBCysZy21Bs6PR6hosrrisG7N5/79fplFqs+AptH2Frp/R9RN6eS/uh5JAppBxYi7hg7c1OHB8AzdfUONn3tFCMbqcWIT5Zsr8SsTMIhw/5+DqLm+8PCRKFEbdGrdcnXBysc1jL8G2aZft63xaXYWbrhxpvvHa6o/9wn984NP/+4/+akZRlMR4pbCh78Dj7022+lYeH/jgV/idD72J77p644tb14+edSsjNx054Tm71jVB7/HFx1Tm50d53eUJnajD/c/ajNg2O9YbTI8rTDRi1o53SMUSH7jN5t7Hx7hgjcq1ewze+7oeER77j7qMlRQaVZVaRadRkQZEI9WAkWoPx17hcw8p/O19U4w6GhOllHpJyW3mdCYaChsnfbasn+f2p3RWlg1qLrnXioptgZUnuxWpcbqeIETC+gmfuXbKo3srgE7JkHlAlgFmPw9S9PNCnXyaU3UDUHp85Ms6dzw6glM2Keu5MqggbOU0X8tUKdkK1VLC1JhHN1zhE/fo6AgMDZnkkBOrNE22MevGfGaXA5475kjxhprlsj+ZZWpZCmUnoVbx+PQDCp+4cxxbddE0h2t3JUyMtnjqiE7o6xiqDJSKIg3LMBhvhByZSTg9a3PNToOdm1qcW4qZW1S4YleddRsvXWwG23/2zMK6j2ddhR9490/8Y0LuO9+Dn//4uZ/4cX4OmJld+ciWXZq2fvqh37jty3eMdecyjpwq8b3XZaz4HW5/SEfPXK69RGXTmhBQqLoJrt3h4/cKbn9ohEvXCtZPaEyNKWhaSprJUCnLkBn2JbtgGUp++ESjxUN7Y/7Px6fQFZOGleKa9F1ty65CrZxQr/ioqk+clHIBL/1B9sC/UPbO0nxeIYw14kTH1lI0QoLElsY6aZYvfApXw2EflizvpWMgxosdEAamAF3Ikp3mdmyrXgdZ/jpSDDUmymKWuia1bpI78UrxtWMZtHsWrl3il39wiUNnF3nwuSkcXcHWJdHM9RJ6nuzBw1hDQQZGnZ1PqFd0SnaN77mmx1xzmU991aDZFaRZxPxKSrtncPNlVf7VGxe5/cEVHnmxzvfcVGJpJaRRNRhb9/r5N7z2xl+KovgjhlX5x4Ya8I/Yopz/mJyoYZj8xa4LbvjlW17/XfPjjSo37QpA6/GFBwVZ6PLaS1XWTbaYbS5zYiZFUVKWugF3PVViXVVjekQw1lCZGglZ6oQ8c8DE1aXPeMkRVFyolaQ34tqJFWZX2vzVnVW8sMK4s3oRZFsqrg1lJ6ZcCnjyAJw8p/c9RYSQva+uSTcqQ5dOVwBxrBKGOp2ezdU7U9aM9wjilGioTRluUYq+WxMZmpZgGBGnFzIe3F/GcnTKOhh5CFaSQBTl8rPcJi3NpzlhLNg8lXDZzh4rHnS9VLYePvmMW865m10bU3P5d7e0WDu6xMklmGsLmt2Udi+m42V0eiq+b3DF9ohyJWJmOWFuKeHMnMnMQoNbLouoVAOSTGHDlML4eItTiy2+/pSJQZV33BAR0+XrT+kIbZwLL377/GtvvvGXkyT7i38qcP+TAhygWi5RLiUfvu7aK3/hqqveurxp8yh7j2uUTIsLtqiMjPjc8UTM5++3WVgxcKyA2x/VmF8os2FUYaSqMVrLGG/0OLccc/ysTdUm13QK6pWYiRGPkeoKx+e6/OpH69z55DgVS1AyUtk65Gt/y1DyFb6ckR+fEywt5xzpIeaiZWT98KuyE2KZKUGo0fVMmm2H3Rs13vOaNrYR4se5PVo6GBcyNPZT1QxDSwiiiE/fa/Hi0Qp1R6FqJlh6Ri9UaPoq3UCy9IIwJYrTPFxKLndGqyqbJgJWvIxeAH6QSpFDqORKHhXPN2l1S7z+Mp33/fACm6cWmemmzKworHQSmp2UZlfQ6ppsnNCZbHjMNjMWmwnzKwonZ10mayXedl2TbggjFY3vuV7w5mvbzDY9njtsyjSHjSmG0+Atb7hled3mq3/h9Bwf1ozv3BLnm3n8o7co5z8UpUKWhR+9+YbLlu70z2y52d3ym08/85CuioSH9qY4us36UZ3dG0OaQZuvP1Nm44hgrKYyWhOMViNq5Q5/dbeBKTQaZYVqWaNRSZke9alXlvnk/RGffnCCE2crNByViplHeBe8ci0XIRgZthUTRCGHz+m4ttRsGoaCYQgsE1wroeJItb4f9nj2UJ2a4+DaMva6Wna5ZmeLihbgR2a/tSjshYfdrFQ1xTAiojTikX01bN1k1E4ZcTMcU1Cqhjx1LONMy5JyNkPSXoMwIwhlVHe7a7Flqo1qJvRCNZepZf2EtSiSXJVOzyJNBa+5uMeGyRU+81DA7fePYy1plOyYlbbBUtNgtGbzuku7fOBIwlJLYWElpVrSOTVb53UXz3DfU21eOlFjrFHBTwyuv6jL8orGvlOCSy++NpqIxC9OrrvqiG25X6pV/0nr5z8PgAMoipEuzR66/W1vfbvx9NMHe40Kf/zSS08o6XwmqpUUJc1wnTa33uuiJjYbp1Wmx3Qa1YyRmk+qdDkxV6NsCBoVlUZVMDXiU3GbfPqBmD/90ihq4rC5NljaiPwQX+TxaBqYumQlLrVj7n2qQdlUZOS3kU9jbEkNqFd6xOkKf/B5l4VZmxsuMFg7KVuWctth+9oOV17Y5u5nykTJ0KKI4ntKZYyuJuhqzH0vqLx0qkTDgbotkzHWjBvceGnI9Zcu8NufrTPfdXDNtL+J9EJZwTueyRsuW+JPvuTT9UuEEdLpNc1yh61cGBGpLIclkrTEZK3HT333Cro6z1cfHmNmCSpuwmJVo+u5rB/voag+8+0SjVbM6TkD27TZvqHG994U85XHAo6dM0iBhmvgpU66e9dl2aaN2/8T5q6/OjtzLrz84n84yuvf5/FPf4nlj8bENp5/cSHUrLUf3bxp0+7dO/b8jxsvr2GIAFWL+OqTFhduVLlsa8KGaQUviXCslKmRHvc+p3H6nEWjJGhUNMbrCRumWpxpdvj4PTXqhsOVmxWu3qVwzYVdggR6IYSxPLxlkFtRpFhGjCIiotSgZGb9A6tjQdlOqJZCRustPv+o4MuPjhAGCvMrGSstlXZPp9UxqZUM1o6HxElGmAz6cMg3mLmAQdNktPbpeZVe26HuZJQsqJZlkrSpm7z1CsE7r1tkrpXS7Cl0/XxJ45NvIXVUxSDLIroRufGl/F6qKs8LthGj6TGP7I157MUSz+wfo9ud4AdfGzEx1ubYvPQsXFyBpaZsU268pMfZZegFKba5wrGzEc8etNh7xOWNlyfEiY/nJcx500ytufh/TExu2L1z4/hHJ0tn/tmAG/4ZARzg4gu3cPGeKc9rzx1869sv/g0v2/NrmzftSVQ1o+4K5lZgrKqya+MSAg9d84nSHt1IQxcajYpgtC4j6jphm8/e7+DgctF6wa6NJjddmjE54ZOIDMOOWOgoBFFe0XMnJ0MP+chXLeLEkGO+3POwZGeU3YjRWpdzyx6fuK+Gq2sYmlTMdHPykhfoeL7JVD1B0yJZwdPVnBRRmAdp0qDy7LKGpqu5ykjaP5tGwfN2+L6bfMZHW5xrCToedL2c9upJOZhQTP71LW2C3AO8+HlMI6VR7dGLumRZxPFFn/ufjdl7VOWFIzXiYIx33ehjOT5nFlPmlxMWWzpxZGHpCpoREmUJmaJw4EyP2WWVsVrA0oqKaQo2bdqdvPH6nb/27PGrfuPEqfZBq7bZm1y3+58aRqse/6wAXjwuu+bdfOTjs8kP/sAP/8p1r/3R35yYvung9o26d/ycwdhIxIN7HaZGVPad6nH/My5h6FB1FMZqGusnImynxQdu1Xj02Tq7plW2rjPZsyWhVl3hiw9bXLEZ/v3bWxhuQLMnASgU6QNumyGnFgwsURgJCdx83NioBJhGi9seNjk7X6ZkyLYjirPcllkqzzueyQ++wWfNWNCv4IXzVLHBlOPBhDMLGR//WoWSpWBpRcyhHHcC9AKDqbrFu65v4qcBC12FTi/NJyYS4HFssG4kIYgSwqT4eaDqxrT9Hh/6gs6zB2u8/dqQRa/HS8dCDp2AAyeq3Ljb4ae+d5lWFHNmPmZ+SWGlY6KpFjdflLBlU8jpBZur9qjMLEZsXavSSeu8+fVvDH7y3//g+9/61vf+yk+8/Wjy4//6u/+pYfOKj38WPfgrPX7kh97J2bkWqqr+d9s233fxZd/zR1H88AWWee5qW0u0hXbMqXNl1tRTDLpMVAVb1qZMjrY4NtPlqQMj7JzU2LJWZ9emiEu2L/I39wYkYZnphsVkrcR4PWBpTqbkqiqYRoyiBAitSrmwhrNVSg5U3YjpsRZffSbjr+6YwBUq5FyVKFe+hJHsdcNYw0xU4iTGT+mnHgx7kqtC9uCqFpMqet9zUO+bEkkCllAU4rjEv7llhWOzS9z9xARjpYyOl9D1VLq+Ss+3iOMuEOJHNkneD7l2xLlmwtxiibNzNtvXu1x7UZNP32WRKRFCGJSdBldt6/GltR1On64yejZmbNQgTTPCwGXTaIySdGm1BJWqHc82xx753ne8Nd22cdMjJ0+L/5alKyii9k8Nl1d9/LMFOMD0eAXy5NE//svbfyLQryiX3Oaf3nzVoe976LlZsW48wI8z4ihj05TCSL3D88cTHnjewBYGW9doXLw9ZGpsCU1rsdR1sTQV28yTgCMJBFWVNg7VUsgLxxWOn7UoW5KN6FqCipMwVvM4OuNx+6MVqqbJ2kZGJiJWOhqNMOsnJsSJQhILolgnjnNmYar0eeGF2aaax3foeoKmqphqoaCX1ds2U8puyJnFiHMLFaZGdd52zTJHznaYa1UYraT5yl2l0zPYPKmwY5PH8rxDGGc5yDNMPUETGT0fgtCk6vYIiTi1JKkHJcdkw1SZ77l2ha8/bTPXyjh+VsPRIDMCjp6F8RGLdrg2fdfrN35mzxbn3y+3j7XHRi/5p4bHN/X4Zw3w4cdP/pu3EXb2t3Xb+umZM+sOe/HzF8wvNt8xO7uP+ZbJjrUx9z+XMdlwsS3BulGNPVtSRhuL3P00TNUm6HmJdH0ykOt1TWDoCrah4NoJZcfjq8+pLC2b7BjLeeR5ezLW6PDBO3Se3Vfl0vUq116oYLrL/OHnyqypy+SyYmqRpAJDU3ndxT0+c18yaFMKN9s8FkXXIu593CSKdDQj68/IVVWKqUeqbT52j0ZJtbjuQoMrtnm85ao2f/Z5l7WeStdL6XmCrq+zea3BJVt8Pn86pecL/CAjjFT8WMeP6d9hXEPjtRfqTI+1eeDZhL3HNHZscPC6PlNlnUs2+xw6YbFxCk4nPtu27MCyR267YuOlL5bHxn//8HLQvvKirf/UcPimH/9iAA5glHYCLDy39+T7dl+6Y0PcO8AL+0beYRw9wLmleVpth+svCDm9ILhws0a91uFzD6kcPlrlXTcpoHjouoJtZlTckLKtofhSHTReD0iVDg+8UMbSJF/ENiUTcaQa0PZ9Ts46jLqC6VGVNWPgpxleEBEnBlA4u8q7gq7pvOHSLp+6OyJIzNUAF9Lk3jACvvZ0iSgyJEErvxBATlhcp0vPr9LspZyZN1g7XmHD2CKu47PQdpnyk3ySohKGJjddsMJtD3rMNF029DI6PY1WT6ftSclaGEmLC1KDa3a4VEptHnq2x/OHbOp1lyPnMrZMa7hulygd5/U3b2N6as9tV1yx62djr3NCd9b9U0PgW378iwJ48bh4z3oCb/6EYe78hZZvf/TCXTv/89cf3n/T5umXuP/5LhWzyuY1MQ+8EPHS4TJjFZ2xWofJakhvxabsZsRpiIZKoyyYaKQ0qk1ue8TkmYMVSmrOaTGFNNJ3PR7dr7D/uMO4K6i4AsuM8XpyNKIooOvgWAmjNY9qyafZcdg8FbFnS4dzM6acbuQ+KJqaUnECnj8Gh8+UGXUyVnoJmhCMVlKiSLYPSr4Z8oOMZgeW2xa7N6hcudvj+X02HU/aQkSxDFS9bKvO26/tcs8TBnPLGotNHVUTmFpAu2ex0tGZaRrMN2NaHYOLN5poSod9RzR26C5X7FzipdNTvONNWzHc3fdvnDZ/PzW2Pn92JjqxZupfHrjhXyjAAUx7DOBwmmWHFXjx8Mlk6oZL1/2Jc//xrSdO7FfDxENXBJdskZnqM82MlRWFybpGvRLx1CGDI6cdXn+RwkjN4/OPJNz9RIPXXyg4PJuQZhq2qTBSiYgzj/ue1VlpGmwbyZl9eoKmpaiqiqFL19eJRsCZpQ6PHxCMlmvs3gzf/7oWv/fpOlEi+hXc0DPiNOJv77GJejaXb4Jaw+fkvMLMisva8TQ3vNTxEkEYZwRhRrOjsW2dzusu6/HCoZiltsD3pTLo3HLK0TOjvOPaANdq8eJ+jVOzFq+9UuWCbSlnT6fMLmiMV2Cy4XNm0eTMokmYKWQioe3BlVfcmGy1dhzevCH7D2u3XH8OOKj8I9Fav1OPf7EALx4yg52DWXbiYJokt1xxaX3NFZdf85lzx79SKTkn3cWmRxBqHD+X0vMcdu9IUJQEQUbFNlk/mVGrdDh42qBiurzzhh4fuR9ET6Hipow3uvSiHmeXqriGiqEXTL4MVQND13BMQdXNcO0udz+m8MxLdW66yGZqNOLqnU0sMyaMDLIsH0fqCV4Y8/hLLmOuwrY1GjdcpvPk4SZ3PGjQ7OnSmyQ0CWNFBjllWe7xbTFV72DZHjNNnVY3IUnh1LzCrQ+4/PhbDbauWeG+pyJOzRq0Og5xFpIpGUfOpFy222T9VMRCM6YXxKh6mQ3rp7vf/z2vbQVh9m69MnWmLdQT/9KBXTz+xQO8eCjKBrp+dmLzjk2noqC9x1DfeM2ajemfPb33cLwwc6Dx/NGZ8voxwd4THYRQcc2IbdMK66d8jpz1WV5y2DKpMtEIqZmCDIfpsRDECg+8IOmwZVuOBIOQXIOYYRgqjqkwVk9YbIc8utdARCpxDJ6voeoaSZwQJYMeXFcli1AIFUcHVRWYmsY1e2IeeiFkYcWi52n4gU6ayL8jjT9Tmh0DQ6jcdOEKX39K5dxSmXZPxcsEsysxx88abNko2LGhy8lZkyOnDeLAY6Ies2NTl4Vli13r4czSePuiPduWRid2aQrqj09MbXh0pF5tQpYqyj/L9ci39fj/n58EcC0FS1PSlWVv2S6tv9Oya9t/+8Nf3PKOt//gr7/uhpv2Xrhj7NlMGfc1w+VrT9VYMxby9KGIrz7u0uoabJxKGa11GHFDxqqg6T633W/jd6fYOmWwbhJU02elE5OkUDIjKqZC2RVUSwELnYQoMjB1mXiWZRBEGV6U0QvJ8ynBNiMsM8Yykn7UXxDpGMJkpBrS7CW0uhldzyAMYlTB/9fe3fzGdZVxHP+ec++de+fO3Hnz2DMej18mfpXrhJK2hKZ5U2kLiFIqFXasWCDBrjuEhNQNCHXDBvVfYAECKUKqDAuQkwhBSTDCpo5rx7FnmtjjjOfNM3PfL4tQUVVCYoNcHD67szzP+eksnqNzDplUgBN2uH8AW9UMcVnktYsRbuRy2IReT9DqDri/L0jFBa+c9zg322Ov7nJ1KSSRSFAuDNm+LK1Onnlx/Y03vvnD9fd+Np1Np+dmKuPLMnSbQohTFW44RTv4x42XC/C4f96v1e6jaerbiqK+nUqfVb72peQ7Oasz1/Orl5KxXWX1rmQ4FxCFIcmkje0JNEWStkIGrs3mbobXLvnUmwGzlQgrGbCxExKEIY2mIG1AxoJkYsDaqooMDYQI6DsqUvrcWteJx1R84WO7KoYeIJU+tqPy/FM+d9bBNCKiyEOEJkuVAdd3PVrHMboDjVKuw9Gjx0f7N9ZjZA2V8kjAVs3g9UuStfsBjXZEOqMS0wTNrsPmrkpnoFMpqdw7MLCyc8ELL0zdPDNmbuZLx98Vwgt0w+Ab3/ppVB6b6p/0ev03ncqAf1y5PAX/ukrp1w+730aY2dn56o/2Pvh5LAzbgReZ58/N8My92iNMXSMKQpJxn716xPQomKZNTJGo6j+fZVDA0B1+tZwmaUhGsgFdu8ejI43PzUviySZ2L8vuQcBfNxK8fiHG6r0e7b5OJulSb7qs3i3yzGyfo8YAISS3N7uYsTSjuT4pq8dhK06vp/HVi4J3fhniB48fKA0CgRdC37PZrumM53u0uzqqIZgowtKcQjeYw7Si242WcyczXFCeu/gVd2qi8H13YDd18+QuH5yEUx/wTxoZtgCawHcA3l1eIQjFlfFC75WRYv/r5eHmfCLjENhb3F3NUc65vLfhs/1Ao5RzSMV9cik47ASkdYN8AmKay70Hgs2ayeRnI649fcyNv6TY2teotyQvPh3y/q6N61nEtAAv9Nndlzy3qFAZDejacHNN4epSxOeXQiolQacT8uBQksmkyGdsmt0YvQEkpUMp3WFpIuKwnWeukuaP75sszJ9jdMLgMzOpux0n8YunJvXf+EG0snD2Cj9486SrfnKeuIB/0pe/eAVg5VGjuTI2yY14zJ4eGWuGO3+vhtcu5CtT40Pfu3X7AY4wsKw9Do6aZBI9tqoBlYIgn+7heBEyjGHGVY4dH9+XqAoMmRHFrMZItsvsRMTaVoQUHn+rGtTbIfuNOI1OSFJ//B+laTh0jiW+b6KqPpsPJblujNGsQ60+IKt3sZJ5ps8s4qmSATOEfuPHkdLYufDsZZlKZ2U2pW8TsZywMidd2k+FJz7gH8kPZQGWPxpH0TagZ1rNh39oHccwLMNbqMy92Wj7L5fzEj9wqH94h273gN19Ey/QyFkxBC5920MIh5zZZ9iSNNoButR4dq7JrTUBQsHQQz48FFSPIiYyLqpwUDUDpMH8hILvR2zvQ8vJ8oVrLyFRmCo6NLvKb1OZ/k/Sx4o2VVxiKF9Yef6y21pc+M//b3+S/D/g/4YQ0wAt4DrATvUhAjYyx2GhNBSEInKI7A1cR9Lu67i+TxgG3ktXL761VT14dXxS8yqlHlrSojBkkxuRFHMOy3+OM5qDRD5GMQOLWsDsSMSrL9tau1/4deT9/q2xYTTXE+zUJVKNs7hwFjOuUsoH0nbUA4h2Fs9PnHSJ/iecjm7+p8T62k0UKQrXf7eXnh4No9lyn9phkuGsjeNKcpbHu3+Kk7Og66mMpqF25DNTgPMLtvjg4WxbiujgyuWrJz2VU+MfzQK13XIwet8AAAAldEVYdGRhdGU6Y3JlYXRlADIwMjAtMTEtMDdUMTg6NDk6MjIrMDA6MDAdmlmeAAAAJXRFWHRkYXRlOm1vZGlmeQAyMDIwLTExLTA3VDE4OjQ5OjIyKzAwOjAwbMfhIgAAADl0RVh0U29mdHdhcmUAbWF0cGxvdGxpYiB2ZXJzaW9uIDIuMi41LCBodHRwOi8vbWF0cGxvdGxpYi5vcmcvSM8oowAAAABJRU5ErkJggg==', 'weight': 19}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 5235109
    {'hecke_orbit_code': 69038243863, 'n': 1, 'trace_an': 1}
  • id: 5235110
    {'hecke_orbit_code': 69038243863, 'n': 2, 'trace_an': 1001}
  • id: 5235111
    {'hecke_orbit_code': 69038243863, 'n': 3, 'trace_an': 28234}
  • id: 5235112
    {'hecke_orbit_code': 69038243863, 'n': 4, 'trace_an': 739857}
  • id: 5235113
    {'hecke_orbit_code': 69038243863, 'n': 5, 'trace_an': 0}
  • id: 5235114
    {'hecke_orbit_code': 69038243863, 'n': 6, 'trace_an': 28262234}
  • id: 5235115
    {'hecke_orbit_code': 69038243863, 'n': 7, 'trace_an': 0}
  • id: 5235116
    {'hecke_orbit_code': 69038243863, 'n': 8, 'trace_an': 478190713}
  • id: 5235117
    {'hecke_orbit_code': 69038243863, 'n': 9, 'trace_an': 409738267}
  • id: 5235118
    {'hecke_orbit_code': 69038243863, 'n': 10, 'trace_an': 0}
  • id: 5235119
    {'hecke_orbit_code': 69038243863, 'n': 11, 'trace_an': 0}
  • id: 5235120
    {'hecke_orbit_code': 69038243863, 'n': 12, 'trace_an': 20889122538}
  • id: 5235121
    {'hecke_orbit_code': 69038243863, 'n': 13, 'trace_an': -14401098646}
  • id: 5235122
    {'hecke_orbit_code': 69038243863, 'n': 14, 'trace_an': 0}
  • id: 5235123
    {'hecke_orbit_code': 69038243863, 'n': 15, 'trace_an': 0}
  • id: 5235124
    {'hecke_orbit_code': 69038243863, 'n': 16, 'trace_an': 284719830305}
  • id: 5235125
    {'hecke_orbit_code': 69038243863, 'n': 17, 'trace_an': 0}
  • id: 5235126
    {'hecke_orbit_code': 69038243863, 'n': 18, 'trace_an': 410148005267}
  • id: 5235127
    {'hecke_orbit_code': 69038243863, 'n': 19, 'trace_an': 0}
  • id: 5235128
    {'hecke_orbit_code': 69038243863, 'n': 20, 'trace_an': 0}
  • id: 5235129
    {'hecke_orbit_code': 69038243863, 'n': 21, 'trace_an': 0}
  • id: 5235130
    {'hecke_orbit_code': 69038243863, 'n': 22, 'trace_an': 0}
  • id: 5235131
    {'hecke_orbit_code': 69038243863, 'n': 23, 'trace_an': -1801152661463}
  • id: 5235132
    {'hecke_orbit_code': 69038243863, 'n': 24, 'trace_an': 13501236590842}
  • id: 5235133
    {'hecke_orbit_code': 69038243863, 'n': 25, 'trace_an': 3814697265625}
  • id: 5235134
    {'hecke_orbit_code': 69038243863, 'n': 26, 'trace_an': -14415499744646}
  • id: 5235135
    {'hecke_orbit_code': 69038243863, 'n': 27, 'trace_an': 630120144052}
  • id: 5235136
    {'hecke_orbit_code': 69038243863, 'n': 28, 'trace_an': 0}
  • id: 5235137
    {'hecke_orbit_code': 69038243863, 'n': 29, 'trace_an': -25800611881462}
  • id: 5235138
    {'hecke_orbit_code': 69038243863, 'n': 30, 'trace_an': 0}
  • id: 5235139
    {'hecke_orbit_code': 69038243863, 'n': 31, 'trace_an': 46387544624642}
  • id: 5235140
    {'hecke_orbit_code': 69038243863, 'n': 32, 'trace_an': 159649723866633}
  • id: 5235141
    {'hecke_orbit_code': 69038243863, 'n': 33, 'trace_an': 0}
  • id: 5235142
    {'hecke_orbit_code': 69038243863, 'n': 34, 'trace_an': 0}
  • id: 5235143
    {'hecke_orbit_code': 69038243863, 'n': 35, 'trace_an': 0}
  • id: 5235144
    {'hecke_orbit_code': 69038243863, 'n': 36, 'trace_an': 303147725007819}
  • id: 5235145
    {'hecke_orbit_code': 69038243863, 'n': 37, 'trace_an': 0}
  • id: 5235146
    {'hecke_orbit_code': 69038243863, 'n': 38, 'trace_an': 0}
  • id: 5235147
    {'hecke_orbit_code': 69038243863, 'n': 39, 'trace_an': -406600619171164}
  • id: 5235148
    {'hecke_orbit_code': 69038243863, 'n': 40, 'trace_an': 0}
  • id: 5235149
    {'hecke_orbit_code': 69038243863, 'n': 41, 'trace_an': -538722240191278}
  • id: 5235150
    {'hecke_orbit_code': 69038243863, 'n': 42, 'trace_an': 0}
  • id: 5235151
    {'hecke_orbit_code': 69038243863, 'n': 43, 'trace_an': 0}
  • id: 5235152
    {'hecke_orbit_code': 69038243863, 'n': 44, 'trace_an': 0}
  • id: 5235153
    {'hecke_orbit_code': 69038243863, 'n': 45, 'trace_an': 0}
  • id: 5235154
    {'hecke_orbit_code': 69038243863, 'n': 46, 'trace_an': -1802953814124463}
  • id: 5235155
    {'hecke_orbit_code': 69038243863, 'n': 47, 'trace_an': -2018037720599134}
  • id: 5235156
    {'hecke_orbit_code': 69038243863, 'n': 48, 'trace_an': 8038779688831370}
  • id: 5235157
    {'hecke_orbit_code': 69038243863, 'n': 49, 'trace_an': 1628413597910449}
  • id: 5235158
    {'hecke_orbit_code': 69038243863, 'n': 50, 'trace_an': 3818511962890625}
  • id: 5235159
    {'hecke_orbit_code': 69038243863, 'n': 51, 'trace_an': 0}
  • id: 5235160
    {'hecke_orbit_code': 69038243863, 'n': 52, 'trace_an': -10654753640933622}
  • id: 5235161
    {'hecke_orbit_code': 69038243863, 'n': 53, 'trace_an': 0}
  • id: 5235162
    {'hecke_orbit_code': 69038243863, 'n': 54, 'trace_an': 630750264196052}
  • id: 5235163
    {'hecke_orbit_code': 69038243863, 'n': 55, 'trace_an': 0}
  • id: 5235164
    {'hecke_orbit_code': 69038243863, 'n': 56, 'trace_an': 0}
  • id: 5235165
    {'hecke_orbit_code': 69038243863, 'n': 57, 'trace_an': 0}
  • id: 5235166
    {'hecke_orbit_code': 69038243863, 'n': 58, 'trace_an': -25826412493343462}
  • id: 5235167
    {'hecke_orbit_code': 69038243863, 'n': 59, 'trace_an': 15758386442415578}
  • id: 5235168
    {'hecke_orbit_code': 69038243863, 'n': 60, 'trace_an': 0}
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    {'hecke_orbit_code': 69038243863, 'n': 919, 'trace_an': 0}
  • id: 5235355
    {'hecke_orbit_code': 69038243863, 'n': 929, 'trace_an': -1026721341818311644034280062}
  • id: 5235356
    {'hecke_orbit_code': 69038243863, 'n': 937, 'trace_an': 0}
  • id: 5235357
    {'hecke_orbit_code': 69038243863, 'n': 941, 'trace_an': 0}
  • id: 5235358
    {'hecke_orbit_code': 69038243863, 'n': 947, 'trace_an': 526954324323822148076316266}
  • id: 5235359
    {'hecke_orbit_code': 69038243863, 'n': 953, 'trace_an': 0}
  • id: 5235360
    {'hecke_orbit_code': 69038243863, 'n': 961, 'trace_an': 1452750676304107870134457923}
  • id: 5235361
    {'hecke_orbit_code': 69038243863, 'n': 967, 'trace_an': -973591933185164540634452494}
  • id: 5235362
    {'hecke_orbit_code': 69038243863, 'n': 971, 'trace_an': 0}
  • id: 5235363
    {'hecke_orbit_code': 69038243863, 'n': 977, 'trace_an': 0}
  • id: 5235364
    {'hecke_orbit_code': 69038243863, 'n': 983, 'trace_an': 0}
  • id: 5235365
    {'hecke_orbit_code': 69038243863, 'n': 991, 'trace_an': -1173381894036269817189713278}
  • id: 5235366
    {'hecke_orbit_code': 69038243863, 'n': 997, 'trace_an': -417148035805855728129586534}