Embedded newform data - 18.14.a.b.1.1

Formats: - HTML - YAML - JSON - 2024-05-21T02:27:13.710398

• 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_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': 3528, 'analytic_conductor': 19.301567211344285, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [3, 1]], 'atkin_lehner_string': '++', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [18, 1, [11], [1]], 'cm_discs': [], 'conrey_index': 1, '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, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[5, [15936, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599862251538, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '18.14.a.b', 'level': 18, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'minimal_twist': '18.14.a.b', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-2^{6}q^{2}+2^{12}q^{4}-15936q^{5}+98252q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '13.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '18.14.a', 'trace_display': [-64, 0, -15936, 98252], 'trace_hash': 514884055205259024, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.976', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.908', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.688', 'prec': 17}], 'trace_zratio': 0, 'traces': [1, -64, 0, 4096, -15936, 0, 98252, -262144, 0, 1019904, 1630464, 0, 22316306, -6288128, 0, 16777216, -122937984, 0, -74272984, -65273856, 0, -104349696, -1069509120, 0, -966747029, -1428243584, 0, 402440192, -5607090624, 0, 2162031116, -1073741824, 0, 7868030976, -1565743872, 0, -5959452922, 4753470976, 0, 4177526784, 21676851840, 0, -61101030232, 6678380544, 0, 68448583680, 136471948800, 0, -87235554903, 61871809856, 0, 91407589376, 557015616, 0, -25983074304, -25756172288, 0, 358853799936, -302211949056, 0, -190535454658, -138369991424, 0, 68719476736, -355632652416, 0, -918343123024, -503553982464, 0, 100207607808, -1086593292288, 0, -77275903210, 381404987008, 0, -304222142464, 160196348928, 0, 2624363498636, -267361714176, 0, -1387318517760, 3269608182528, 0, 1959139713024, 3910465934848, 0, -427416354816, 5922230600448, 0, 2192621697112, -4380709355520, 0, -8734204723200, 1183614273024, 0, 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11896085260478765056, 0, -9138131606999924736], 'weight': 14, 'weight_parity': 1}
• mf_hecke_cc •

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

  
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-0.2408393506394522, -0.22107737815459588, -0.26031088152937404, -0.29100694553008544, -0.3709485899056743, -0.2552463578402839, -0.14278695581196849, -0.3129466881066818, -0.2247985903550111, -0.16583056536099489, -0.33974165153699476, -0.1320233101615065, -0.24606171614118819, -0.28047363027986005, -0.23255105456438346, -0.17029203210599203], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, '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': 2, 'hecke_orbit_code': 4503599862251538, 'label': '18.14.a.b.1.1', 'level': 18, 'weight': 14}
• mf_newspaces •

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

  
  {'ALdims': [1, 2, 1, 1], 'Nk2': 3528, 'analytic_conductor': 19.301567211344285, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [18, 1, [11], [1]], 'conrey_index': 1, 'cusp_dim': 35, 'dim': 5, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 234881042, 'hecke_orbit_dims': [1, 1, 1, 1, 1], 'label': '18.14.a', 'level': 18, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 43, 'mf_new_dim': 5, 'num_forms': 5, 'plus_dim': 2, 'prim_orbit_index': 1, 'relative_dim': 5, 'sturm_bound': 42, 'trace_bound': 5, 'trace_display': [-64, 0, -1194, 3640], 'traces': [5, -64, 0, 20480, -1194, 0, 3640, -262144, 0, 1605504, -10696764, 0, 17757934, -43136000, 0, 83886080, 22983354, 0, 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-20859756636149907456], 'weight': 14, '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: 34476162
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599862251538, 'source_is_minimal': True, 'source_label': '18.14.a.b.1.1', 'source_level': 18, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503599862251538, 'target_is_minimal': True, 'target_label': '18.14.a.b.1.1', 'target_level': 18, 'twist_class_label': '18.14.a.b.1.1', 'twist_class_level': 18, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 14}
  • id: 34476163
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599862251538, 'source_is_minimal': True, 'source_label': '18.14.a.b.1.1', 'source_level': 18, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014398744363026, 'target_is_minimal': True, 'target_label': '18.14.a.e.1.1', 'target_level': 18, 'twist_class_label': '18.14.a.b.1.1', 'twist_class_level': 18, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 14}
  • id: 34476164
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599862251538, 'source_is_minimal': True, 'source_label': '18.14.a.b.1.1', 'source_level': 18, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007199489622160, 'target_is_minimal': False, 'target_label': '144.14.a.c.1.1', 'target_level': 144, 'twist_class_label': '18.14.a.b.1.1', 'twist_class_level': 18, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 14}
  • id: 34476165
    {'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599862251538, 'source_is_minimal': True, 'source_label': '18.14.a.b.1.1', 'source_level': 18, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 31525197626474640, 'target_is_minimal': False, 'target_label': '144.14.a.h.1.1', 'target_level': 144, 'twist_class_label': '18.14.a.b.1.1', 'twist_class_level': 18, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 14}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 71575
    {'charpoly_factorization': [[[64, 1], 1]], 'hecke_orbit_code': 4503599862251538, 'p': 2}
  • id: 71576
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503599862251538, 'p': 3}
  • id: 71577
    {'charpoly_factorization': [[[15936, 1], 1]], 'hecke_orbit_code': 4503599862251538, 'p': 5}
  • id: 71578
    {'charpoly_factorization': [[[-98252, 1], 1]], 'hecke_orbit_code': 4503599862251538, 'p': 7}
  • id: 71579
    {'charpoly_factorization': [[[-1630464, 1], 1]], 'hecke_orbit_code': 4503599862251538, 'p': 11}
  • id: 71580
    {'charpoly_factorization': [[[-22316306, 1], 1]], 'hecke_orbit_code': 4503599862251538, 'p': 13}
  • id: 71581
    {'charpoly_factorization': [[[122937984, 1], 1]], 'hecke_orbit_code': 4503599862251538, 'p': 17}
  • id: 71582
    {'charpoly_factorization': [[[74272984, 1], 1]], 'hecke_orbit_code': 4503599862251538, 'p': 19}
  • id: 71583
    {'charpoly_factorization': [[[1069509120, 1], 1]], 'hecke_orbit_code': 4503599862251538, 'p': 23}
  • id: 71584
    {'charpoly_factorization': [[[5607090624, 1], 1]], 'hecke_orbit_code': 4503599862251538, 'p': 29}
  • id: 71585
    {'charpoly_factorization': [[[-2162031116, 1], 1]], 'hecke_orbit_code': 4503599862251538, 'p': 31}
  • id: 71586
    {'charpoly_factorization': [[[5959452922, 1], 1]], 'hecke_orbit_code': 4503599862251538, 'p': 37}
  • id: 71587
    {'charpoly_factorization': [[[-21676851840, 1], 1]], 'hecke_orbit_code': 4503599862251538, 'p': 41}
  • id: 71588
    {'charpoly_factorization': [[[61101030232, 1], 1]], 'hecke_orbit_code': 4503599862251538, 'p': 43}
  • id: 71589
    {'charpoly_factorization': [[[-136471948800, 1], 1]], 'hecke_orbit_code': 4503599862251538, 'p': 47}
  • id: 71590
    {'charpoly_factorization': [[[-557015616, 1], 1]], 'hecke_orbit_code': 4503599862251538, 'p': 53}
  • id: 71591
    {'charpoly_factorization': [[[302211949056, 1], 1]], 'hecke_orbit_code': 4503599862251538, 'p': 59}
  • id: 71592
    {'charpoly_factorization': [[[190535454658, 1], 1]], 'hecke_orbit_code': 4503599862251538, 'p': 61}
  • id: 71593
    {'charpoly_factorization': [[[918343123024, 1], 1]], 'hecke_orbit_code': 4503599862251538, 'p': 67}
  • id: 71594
    {'charpoly_factorization': [[[1086593292288, 1], 1]], 'hecke_orbit_code': 4503599862251538, 'p': 71}
  • id: 71595
    {'charpoly_factorization': [[[77275903210, 1], 1]], 'hecke_orbit_code': 4503599862251538, 'p': 73}
  • id: 71596
    {'charpoly_factorization': [[[-2624363498636, 1], 1]], 'hecke_orbit_code': 4503599862251538, 'p': 79}
  • id: 71597
    {'charpoly_factorization': [[[-3269608182528, 1], 1]], 'hecke_orbit_code': 4503599862251538, 'p': 83}
  • id: 71598
    {'charpoly_factorization': [[[-5922230600448, 1], 1]], 'hecke_orbit_code': 4503599862251538, 'p': 89}
  • id: 71599
    {'charpoly_factorization': [[[-5340133325582, 1], 1]], 'hecke_orbit_code': 4503599862251538, 'p': 97}
• mf_newform_portraits •

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

  
  {'char_orbit_index': 1, 'hecke_orbit': 2, 'label': '18.14.a.b', 'level': 18, 'portrait': 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h3hzKzFxYWU+eWYcwuG4wuGK3fV+AcfaTNeGuPQqVGOnTUcPJcQ0uUDb62zfb1gvFpiaSFg7+HG7jC4ePu5i+1Nx890HnjX+z4aPfC1z7/ZkPhvevyl5uDGLHL4eJmJseiXdXD41icfv18+e5BbL1xctLZtDLl8Q5WHX3Q4eTFirqWZnurwo/cags4UrxzVnLgYc3DGUBlt8fM/tMz124tcmB9jZrHI7JLF/LJhbinhwmLKQjthZCzgtis63LQLHFnAVS7zNY/ZJYu5mqAbQpJoPEdT8lJGqwkaODuX0OrAxlU2pUKIMQKEQ8fXbJgOWW5YYDIq0uhAmIDBUGtGrJ2yafsKoQxCh1Q8mw2rAxpdwdkZi1RbjFckZU/g2pAkgm4omatJZpcN8/UE1w3ATrh5T4dbLxNMVgos1yucn3eZWYL55YT5WsJMDU4uG67bvcTPf6LJWGGUo2cnOXbO5dVjEY20xY+/p8Ha0RILtTLHz7l892XNzi3LbJq0Uc5Ycmhm4rnbb7tz//LixZ++953vMmma6s1rRt5sqHzPx1/aCP78U19l/cbr+De/+lO/dOi1h//P7zz4yLaSPbdJGSFbnQKztZArtwesGSviWhYlW1BvWJxfspmoOHQDgU41ljDMLHm8cEJxxZYauzf4FD2wLYVtK1zHolSQFG1Jt2Nz9IzHw3sdzi6EtJKYo+dDVo3XeM9tda7Y1ua6XU3OLCUsdQVFN+DUjKHZKnH5FkkjSDl8RlEuWhw8C9vXGIIoJUgdLCtmtAxHzrsoK8WWCZYNfii5YVcXvyu5YltKy085O1Nm87SiVIxohIapkS71TosvPgqvnk557XTAxjXLXLmzxehYxLtubvPBtxq2TpdJ4xFOX6xy8oLN+TnNhYWYC4spp+bhbCPmqu1L/Pwn2kxVRjk7O8p8zaXelsQJ3HN9xFipwpEzoxw65fDyEUMnbfLWq8H3x9h7JJYXF9sbVXj8cq80/sNbN29as2XdxMN/9Mf385Uv/fGbDZk3fPyljOBf/NOvcnRprXrLppP//Kl95/5J1D2mWnWLk3Nd7r5eM14q8/ArITdf0ebGbSPsO15lZlFQa2pSDeWiIo4NjXbMcjNhsWk4VxOoQsDNe2p89K0Rm6dKNDoVFmoFFmsOS83s3y83NfW2puVrWqGhGySMV2I2rNKAwLUNFxZshHTZOKXYvMawZqrLfD1k3/Ey1243FAt1DpwYo1yKiCKb8VGNH8DuDQGfe3SEnesTwtAwUZXEqU/Zczl4JqBgl7h6R8JrpyLmlx3WjrtsXg0bpiOUirmwBI5tEMKwcVXCaFnS9l06XZtW16bWUtQasNzU1JopS82UuSYsBykb1nb46B1L3LzLwrOqzCxWmK95LNYt6i1BFBuqJUOqodbUzC/HvHracNWeGrfutnnkxQrjYw3edl3M8dOjJARctWdH2vA3/dInP77+Xzz6+Hx69z0ferOh87rHXyqAx+0DWKVC4fjhcxsefvr4R+YW5v7l0dMnueXyLpae4sHn4WKzy65NAfM1n/fe1uV9t5Y5dnaS2SWPRssiiARxKggiaHc1zXZMvZ1QaxrmWoLZtsGIDve9pcm7btBsWe0RRUXqTY9Gx6HZVtQ7gnZXEISGKDGkKShpcG0ouIaRimFqLMayA07ORuw/4aKTEu+8McKyG7x8uMqm1fDtFxLecrnLQtPHsxRJGjM2CklsY9kJy8tFbrumxbefLbN5Nbx0PMSmyDtu0CTCZ//JlNMXPCzpsGrUYrQkKLgCxxEoAYmGKDb5ZzU0Opp2V9PoapY7Bj9N2biuy7tuanLfrRHoMsv1Kgv1AksNh1pLUW8J2t2UMNIkqSGINK1OymwdDs/A+++8wHtv63JhocKeDTZzC1M8+BxIZ4GrtipKpa1MTK75p97oZX/iFDef02nXv+ctu99sKPUff2kAfurkCZS91iF69UeOnzj8G19/6DVRa4eyWva5enud0eJqXj5U4NVjMQcvJMy2Uq7e0eCff6LBZRtKzCyOstTwaPsWfqDoBJJ2V9DsGFqdlGY7odnV1NuG+bZgtqkZHelyz3Vtbt6VsHGVolKwabU9XFsCiiiRaC3QBroBIDSj5YDjFw3aRDz0UomwW2DbWodbrugS6wZP7B3h6u02x+c6NOsVbrqiy3dfdlk1Zjh81vDT729x+IzLqjHJw3sVt+xW1LotTp0f4+odEU/s90nCIjfvcdi6PsBPOjz4soJUcPKCRaVoYQno+hJtBKk2xAkgNZajaXYMpXLM+tUht+7ucs+1CeMlj/laleVGgXrLod6yqLcH16bjp/iBphsaOqFhsSU43zDs2lLj5z+xyNVbHRZrIxw6NcHeow57j/lUx+pcvtljxAGhitobu9Fs3LTnp95+62W/d+LsXLR9+5Y3G1LAXxKAR5GWvu+/51vf+fo2JYNfPbT/SduPoFyQvHDEwi3W+fF3FTh5foxDpzTn5iLOL8OxBdi9dZlf/OQSV250qTWrLDWKtH2Hdtei3VU0u4p2F1odQ6ub5DdU0+waFjuCxQ7EaciV232mx1I6XcO9N4VsmtYkqcSShiiGx/d5nFvwWD2acOCkB7rIrnWKa3ZqXK/Ly8e7LC6VuGxTicpInWdfs7l+u8dyt0G9XmF62vDCYcUP3tXhxcMW66ZsljpN6rUxrtnd5dkDKWOFES7b1mGh2eSFQyMUrBLX7TTs2BCA7LDvtGBqLGZ+MeaJfTZBrJASUm3YtDrinpsi2h3FmlHNNdshiorUmkVqTZdGx6bVVTQ7klYHWt2Udiel7ad0Ak3Hh2YAc23Jcjfmyi11fv6TDS7bWOL0xXHOz5c4M2Nz+HTEifmQH3nfEmVV4fnDNp6j6fgWt954U1wu2f+fO+583wnXLX7DtqV+s7H1puvgxsyj07kfvnjutX9/+uyBsVPnllk37jBW1hSLmlYSs3YkYqQsmRxNWD1hEyc2ECOB46fH+YU/ULz7hmU+escCOzaUmKtVaLZdWgWHYsGiXbAoFyRl36ZasugGWdRaFWr80NAOXGqLHhfOG6JEc3EuwXUNIHCUwZKCrq8Q2CRdi6s2CbauMWxY2yVM23znRcWRE6O8/VqXa3bX+ex3DI4osmltl9eeVawdUUxUuniqQBTbLLSh5FmsWyV49UjENTsKvPXqJX7/mz6OXeZtNxpst8sjL0R8+/kSh04X2LKmyKbVKZOjEZsnYi7flKKUxlIGMBRdl8kRlyi2aXcdDhy36QQWXT/bzTo+dAJDp5t99k6gafuajm9oBrDclcw1DIVym7/xniXefX3KzrVVTl0Y5eJikYsLNrNLKUuNlOWuYL6pWbWmyXJrFaWig6c0M+eesrU9/e9Dsbq2e8/Vf//o2frv79w4+r8uwM/N+pyfEz92+uSDvxwsfnvMUw1GS0WmxiMmywU2rK1xdK7DXVf7rB4fp90JmRqzCCKLJDGkaYxBcPL0KL98zOPE3ALvv7nNrbu7jFcqLLeKNNoena5N27fo5DfbDyy6oUUQZpwzig1xbEjS7BklDkaDVALbEniOYKQsGC3D9IRm3aouE6NNHngZnnzFRuoqb7/W5qpdbZ4+FBMFFW65StD0fRaWS9y8QzMx0qVguQSJYrEVo7Tgqh0WxXLI3qMet19T5aYr2+w9qsBUuXaPw994d43vvhrx8IslDp/z2DCpmB4rMFouUi1DwQXbMigJ2sDh04I0FcSJIEogjMk+Y5gShBo/1HQDTTfUdAJoB7DUlSx0IExD7riyxrtvbvGxOwVdf5Rzc1XmlgvM12zma5rFekS9Y5itCZ58JUWaDs8fn2DLpMPkaJtyQXBs5iyPv/RnYz/9qda/uefud1jGdH5biNL/egA/ea6GNunfOPDq07/8zQefnpqrxwSxZNuaJsfmUnZsaXPoYsxrRx2ENly3rcXqyUIWlQIPP7QIY02qU6QwzDY9vvLYWh59pc1bLqvzg3fXuWJzm8mRIsuNIm3fpRvYdAOLIFIEoSKIBGEsiRNBkmRbvTHZ+1PSYFngOVAsaMbKMWunuiR0OH4x5otPeJw6X2LELXD9Houbr2jxwrEmDz1X4cbtHhtWd/ncowIlXCrlmEYnRBtQAiYrXVptB50UeM9bFvjCt4tsnfd4141doniZJ/aPE6ceN+yZ4l3Xt9i+vskje7u8dr7IvtMO68YkYxVB0RU4drYIpQAhDNqA1oY4yRdrbAhjQxhpggi6EbRDQSMQLLdB2AFX7mjwg3c3uW1PylipyFKjwmK9xHLDY7lps9yEWjNhsa453xBIq8s917a4fHvM84cWOT9X5JYrGzjK5n23G1rNlJmTT029VCn88vU33GiMWfgdIab+1wD4f/ndz/I3f6RNe/aLn3xhv/2rDzx2YmL9RIMoKHOm7rD/WEwzEDx7QFNrS+aWFa+cShD2PD/93mXWTSmabZt6O4vIcWzQJkWJFK8jWWiO8OXHSzx/oM2tVzb4wbc1uHprk/GkQJK6dAOPjm/jhxZRrIgTSZJKUi3QRiAwSGFwHU3RS3CdCMcOubgc8s2XJCcuOJy+MIrSLltXO+zerLh2VwvlLrL/ZJm1I0Uu2wLTk3VqrQqXr5Uk2vDAiy5hVzJSSnjHDQHfeCLm3FyZndtsZhsBB0/ZrF81ypWbF3n6tTbPHhSEkcOuzWPsWu+ya12bk7M1TlyEF48UOX6qRNESuJak5Bo8G6TMkipjssWapBAlEKWCTihoBYJWDLFOSE3Addtb/NDbWrzlipTpUZeuX2WpXqTe9mi0Hepti1ZX0u4k1Jsp52oQ6Db/xwcX+fjdFkla5h99DGrtGNeq0vEd0sRh1rfZe6RFar4z9crhmV89ueAkn/pnX/jsp94a8LZ3fuqvL8D/j1/6LD98fZ1f/8zYD7Trp399qnBixEayZtpn98ZxDpwscn7eZbmRUO8YLNcwMgWtwOFrT6zh+UMdfuSdAetGfKSs4jqKUkGjMShpcCxN2RW0Qot6e5SvPFnhkX0Bq0a7fOSOJrvWBwR+h8s2G9ZPK8LYJk0VqZaYHrilxrZSzs4bTs8JGr7ma08Xubg0iolsRj3FmnGLjdMWW9bCZVtbaLnEZ75RolarcuMui8u2Nnlkn0AkNlOjklIxoRs7SCPBSJTl0AwE8zXBHlPkjmvbPLO3wJoJhxsvG+NH373E7327zYtHS3QCm+VGmc1rCuxc3eWGHW0+cHubmVqNrz3tstx1OTtrc/Gig60EUkoEAm0yTTvWhjTRjI7HXLGnSxjG7Fof8qG3hkxWFWMVlzguMLvo0e46tH2Hjm/RypP0IAStYblruHpPk0+9s87a8SJzi0VaXZc4UYSBYq5ls9iQnJ83HDgTUa12OTsbcnzm2Ym337z+17//+tXxT/zT1Z+vnfsPjG34e3+9AB5qgy1QAj31y//ps2997ejZ37KTi8V4lceRM4aLzYR/+OF5Cu40Y5UCs0sO9XZKu5vS9TP5qh0oWq0K9z9W5M4rJGEIlhJ4rsIASmpsS+PahrKXMuIJOpGkHRU5c6HEv/78GOgEkSRce0WXzdMRSQLaaIzJijhSCKQSWLbD0XMOh094lDyLsiOZKAomxyVTYxZrJhUbV6fs3NggFcv8x/srnD03wo07bHZtSvGTNs/tdxkp2IxXDSPliGIho0JaS5qBotYxLDdTmp0Ct13W4KXDXY6cU4xUPG7YM8KPv2eZ/+ersPdEiY5vaLQt5msVpieKTI0GbBwP+Icf7lIpNnntNBw9L7Ftg1IGITRgsv8ZSBLYNJ1yy+UJaWwTJy7GFAkim/klh25g44c2fqjwQ0U3UHR9gR8KkhRcR7Fni82d17qU7dVcnHdo+zZdX9EOJK2OoN7UzNcSTs4mnG/6/J9v85ksVfEDRWv50Ehh6/Jvfe7f+cnYhr/7pd/87Snzkz/2g399AD47W8N1C2tqyxf3jthzlcbCWTcVMVduLrBm1OGlkxZfejLgY3fMYVuTFAslFusWzbZFx8+SozDSpNqgpM3sokWpALYlwQOlBJaV4tiCgmMIY03ZgzDWRIkgTAxBLAlTlzj1OHKixL4jkBpDTrlRAmwJjso8H2UXLlsNlQJUS5LRsmJ8xGJqDDZMh6yebBCbGv/x/ionT1W5ZotiyzrJ1nV1HjuYML9c5drNktGKxnN8XOlilCBJJcIYkjSi3vGYX7a5ZleBq3a0eXqvx6pRQdErc80Ozc/ct8yvf1Vz8GKZRkfTaCsW6xYTIyVGKwVGK1UqxZjJUszGayJcO8G2EpTK8hIAQ7ao4lixsGgRJ4o4UUSxIoyz1yCUhLEijAR+JAkjQRAKwhjixCAErBlzmF8cY7lmSHT2824I3a6h2ckqxucWDDOdkA/f1eTyDWX2Hhmh6wesXx1x9Nh8cSkY/ez9f/pb+trdm+5//OHPpXfc8z8f5P/TAT5/4j8xVfqc2n9E3Pbtp9qVlw+ddO+53uXYWY/TFwWjFcnGMYs/fWSSVC/wsbcuI4XAczzqhWyb9CNFFGW8UgqBbYOlwAC2LXHsLNmKHEMUa+IkV0aS/JlCkhrSNCvlp1qgNWRxG4QAJcGSYNvgWgLPFRRdSamoqBYlo1XB1FjCxuku5VKD+5+JeGL/GI2lCldsUGxcbbN9fUAqGjzwYpGSbTE5qigXA/afJOu4X2/ohoort8dcsdUwN5uyWHfwgyLvvL7NU6/5HL+oKBUkrlPh8i2af/HJZR4/6PONxydYbhk2TqXUmxYjFUW1ZFMu2pQKBs/VuI7GtVIsZZAyyyUQWRTXWqC1INGSJFda4kQSJ5IoFvkTwvw1u37Z9RJAmgo6vkBKgdZ50hqmdIKUZlszWzcsBgkfu2eZD95W4NjZEWpNxebVkjMXpjlyDq7cdtRr1PjDP3xQfWq+U/nyz/3bP0z/1T/8xF9tgD9zYJ3EBB9r1I785oWLF9wdax0mxnyu2uJw8FSZbijYvCYrrX/x4XFuu/wiV6xXCFml4Lq0uxbdUBLFkjQVmcohQJBF31QLkkTkkYkc1FnZOUl60p8mTTN1ITW5UpKHbiEEUoKSAssSOJbAdSSeKykVBJWiYaSsWTUWMjnaJjENvvSU5Pe+Pc6U53HFBsGG1Tab1mg2rq5z/3OGWs1j17RitALlYsz8GclC3cXZnAFosioZGYHjpw31lmZuyWP7Jo+7rm3zzSc9xsvgOg5KjnD5VsFPvGsBWy7w9adHOXTRY1UrZmokoVpSlAuKYkFScC1cB1wbLMtkIBcg81KeMaDJFnaaQpIK0hTiVGTXLc0qokmSBYg4GQSE7FoZhBD9BDazCGQ6eq0DJ5cku7e1+PidcOLsOCcv2NRbKbMLFvvPGqamYipzI5Trxz2rxG/dunWT5Tn2H5PFmb+aAH/wwT8j1fqTz+09+e/atVrlzJzNlnUh9XaX7eua3HFtyOxSiQsLDratmA00oyMBkxMpfiRx7JRSwcEPrFzOG5TOe1Ep1dnNStJM6stumCJJIU0zJSHVJovY2mB6OiBZ5BZCZBRHCWwrA4jnQtHTlAsJI+WEyRGfidEGzxyJ+MOHChw9PcKmqs3WaVg37bBuFezc0KKbtHjhcIWCspkcVYyUYaQcMlpNcBwLIbLF5YcOtVZMo2todhIW6g4bpsvctGuBh17scvRihaIbYysHIapsXav4xNuWuG7nAn/4UJkXDoyw3LGYqiSMFBOKnqTgKVxb4NoS2xZYSqIUuXyYodwAxmTXItVZ8pgtfjMUEHS/HpCmWaJqtEFDLkHSlx/9SGRaeqBYbiZ0mj61lmLfccHx8zEXFzUz9RS7GLBzJKFUUmxb7XD09PmKWRX8R2fkZudb3/nG733fve/5qwfwMGwhpfqxx7/7J7/crJ0cv/kyQckd4dlDisf2Cr77qs/brm3w1strbN9Q4IbLYMvmGjOLMRvGIzasFizWEtpdFz90CCOVAzeL5KnOn6kg0SKPSKIP9uz75JFb5osiB3e+C2SRO6M7tmVwbIPnaApeQtlLGK2ErJ5oMd/s8htfs3ngpTFq9RLbJgUbpgRrpxzWTQk2rwmwnAZfeMLi1PkSO1ZJRsuSailFypCLiwbXkkgBxgii2GLjVIsXSWl1FfWWYb5WYMc6jw/c0eTLjzicmXexrRghbLQpESeSazfX2fjxFg/s7fK5B8Z4+UyJtaOCiVJKyUvxHIFrCxxbYlsCS5ElzlL0PRmGbJFpQ6a0pKYP2jQ1JDozl6V5YMie9J+JziJ+mAhaoWQ5ECy3UtaO1dk43eEz3y7y/GsR3QAqlZBbr+twzzURG6dcFmtjPPdagQNnWjjezPg07V/94Pvep5Zrzd8eH6v+1QF4o1knSuSPXjj52C+/tPfQVL3lEiQNrt1VwA9dDp+RnD7r8ptnIp480GXjqggpUs7Oubx2uMzmjV0+flfA26+PqJYKtLsFuqFDFCuSRJGkKgeyJM017KT/KvLvDbi20YI+KzFZ5JYClMpUB1tpHFvjOikFN6FcCJkY6eDHPo/sN3zxsSovHBhh1LG5fK1h9Zhk1bjDmknJulURW9bWee2Mz9eemqSqLCargkpJUCnGNLsp337Oo+xkyZo24IcW77kl5FvPZ56YZkezULdYN1Xm/bd2eOFIm8PHHUpugpIiA7kuEkQZ1//EXU12rF7gC4+3ePbQCOfqBaYrgqpnKDoaz9I4dqYyKZkt5CySQ89+pHOq1tvZBiDu7Xr0r2GSZs7FJIUwFQSpoBUJmoHGcTt89K4lPn53g20bU148BFvXziCQbFpluGarIo7GODNb5dApi73HIoojKeWCx+LMwamHHp345fvefbvutOu/WyqP/uUGeLPR4vDZJo2O/OHnX3jm3zZmvjEeRj6BkbxwPOYH3tpix0YXgUOlGHFh0eXoMYeXD2g6CXTyDP7IYsSLh7rcdlmDD97R5R03dqiWXYLIIYps4sQiTi2SRJLq4agu86jeozI5ndEDT5kQJk8qMx+HZWkcO8V1YgpuRLngk+Lz3b2Szz86woHTVUTssmnUsHrEMDGimBxzmJ6QrJmM2TDd4vxim//yjRJJWGDdOsFI2aJSgkoxRtgRLb/ESHnAYeNEMuYqEp3Qjh3a3ZR6S3FxscCeLWX+5vc3+NU/djm7WMJScb4wLJLEI4gk0+Mu125rccWWDgfPXuSLjxV46OURZpoFSq6i7EDJNjiWwVZgyaycL8RKd50hB3ge0Xu7YjIcrXVWKMqADX5iSKKEEdfnA7fX+MidLW7doyk6Noku845rVKZYhQ7doMDCUpFz8wXOzQlOnI+Yb8V8+OYayq0wNxMzX/v21JXb0n+78/JbE2NO/UGnPUm5UvnLCfAg8Nm9cfS9r+57+v+pXby/EocxC7UKi0uaQ+cNP3R3g/WrKnSDAggH144ZbaQ0upJOKPAjCFJBO/Johi7ffrnMk4fb3PBok5+5r8WudV0mRyyUtIgSmzi2SNJM+srAnQE9oyQSYzJKYPoJJUihUcpgKY1lJbhOgq0iWn7MYivmP9zvcXphlL2HRzDaYbwgmJowTFQF4xXF+IjNqnHJ9HjC2sku4yN1HnhF8/KhEa5YJxgtS8pFSaWoKRUihB3iuhaWyv6+MZCmEj+08IOYRAvavqbdMdRaNnPLFW7e2eGmPQ2+8LBHoaawZAzkIE8dojjr8ZwY8bhua4frtnV48a0znF2U/OFDIyw0ilxYdnGUpGQLnB4Nk1ni2Q/kPapC9prkOU2sITGCMIFQg041JDFSRUyM+ly2ocPP3Nfi2h2ZySsICyzWPPzQJoptgsii49s02jaLdZv5muDiQsTFxZSImNv2KOqNAp0xl32nAn7zjx4c/9j7vf/nistuqvtB92t/kZj8CwO4CZ8HZ0o98tAfbjt48FTlqVdTRkZSLtvYYtfGAvUgYO1kA0dWaHUstHaQwsG1E8qdhHag8QODH0M3EoxFglboUI/GeeTVKs8c8SnZHT71zibrxmM2ro645bIUqRSVsoVA5dREYkzmlTZmKHJjENKghCaMNYYEZMLB05KXjlh884UyB8+ViZIiZUsxWTCMlQyjRZPp4BWLsarF+IhgeixhzaTP6sk6TxwI+cw3p1g9YjFZgUpJUSkJysWEghvyzDFFEFnYJXLJThAlEs9SXL3D5/n9I3R8aPkpjZbNUsNlfmmUv/mueS4sLfP8q5PYEhAxGkgSiyi2CSNJx7cYLXuMVErctKPLW6/o8vE7FzlyXvOtFzxeOFLg2KkSibAIQ4UfK6SQCCFWJJ49Pq6NITUarTW20FTtiJKJueHqLpunA9aNJ/zgO0Jcy8ZzCnQDj8Vll27o4AdOtmhDi26gaHUtGm3JctOwWIuZX46ZaQrmOjFfe6pAo2ljVJdr9iSUZMJjjz1VOXJ8Ztsnf+gH1UPPHEjffuvlf3kA/uwrr/KNveucPROP/Yhjtf6doy5y22UuT77m8s2LASkdyiWfu67TrBltMznqEicSYywslZ1j4/kJHSfFDw1eZCiEhqJtKEeCVqxoxxWW/RL//k/GSOOYqYkuuzcGTFRiPnSXz4apiDjOEsoM2IPITc4/pdQIJfjKYwVeO1lCWBZnZ4pcnC/iFRRVVzBSMlQ8TcWDckFQLSoqZcVo2WJ8BCZGElaNB6ydapGaBl95qoLfKbF9naFSVJSLknJBU/YSbDvigec9wq7EngIJfYpSKijeeYPPk69oOqGk46c5KCzmlovs3lzmQ29psfdgkbO1MkpqIM75sk2cKsJYEkSSTmDR7DiUC0VKhZDd6wJu3BlwfqHJmdkGlp2y75TFlx8rIpTKwH3p/EFjgKyqm0QpG1clfOQun/GKZucGw6oxSRw5+OEIYeyw2HUIAgc/tOmGdubQDLIqaNuXtLuSRltTb8UsNxIWW7DQNWyc9rnp8jpFxydOK3RaJR5/xSJKL+KNrvl3jz3zZPeeW6d+b27muWh6zc1/OQB+/MQ5hFrY8fTps79x/uTL8vwirJ0MeNetJU6fL/HcYY+XDpf4x7/j8e9+os7qCY8wski1QEqFZal+scYLNG6o8WyDF2YmolJs6MYCPxF0XRc/dan5JZ7Yl6JFyp+9kCBFijEpGE0P2YZcIhMCIRRCSKRSJLGF1Ba2JSm7sHnSULI1RVdTdKHoCkoFSbmgqBQtqmXJaAXGqwmToyFrJtuk1PkPf+rx9P4pto7DaDGP3kVJuZBQLESUij6FQhFXSZTMOTgZ741jm8AX+GFKO1R9f3azraiXHC7MV7ltT8jPfHief/9li3MNFyE0xsTo1BAnNlEsCUKbjq8o+xYlz6FY8Ci6RTw3plyIuHZ7hGPHXL894Yfu7mKpBCl1ttjzQtAA5NkOk6YKIRSubWOMwg8tFpZt4tgmyneQIMxsy1nE7oFb0vEFbR/a3ayLqt5OWG5pztcVE2NNfulH22ydnuLImVFePOBxciZk/XSd6XHJkUMvyO0b+I2LZ5pPtdrhgb8IbP4PA/xX/tMfsljXhcWFw/fp7hGxfbVhZr7MN5+JeOctLa7ZEzJWrVB8FZ47WeFPn27zk+9uM1Z1SdKMJ0upsi53S+DYGttKsK3MW+LY4EYGNzaUEkHY8zq7grBoEWuLJHWzxAher3OTleEtIbJKpQKvYPAsg6dSXBtcCzzHUHAFBUdSLEiKnpUBvCQYKWvGKgnjIyFTYx3WTC3zmW9qPvfQKtaPKCbKmkpJUS4qSkUoFrI5hbPLmpOzLp6T2W+h5/QTBJHF5mnN9ERAK3DwA5NHcUmjbVEueJSLI/zQ3Qucmp3jt762FktaGDKLcKINcWIRRlml1w8lXU9SDCwKrk3BzQDmOgmOnWJbKbadYsmsUULKrJwv8mdmXRF5zpIl7I10kMQn/RJ/5sIMoox69doDu4GkEwg6fvY52t2EZiel0dYsdyTNKOUHbq+zfU2Blw5N8vhei9PzLS7bHvJ9N0r2Hq5Qa8YcPPCKWDNau2/PzvUnzx/9tL9+5998cwF+2eYpp9Zo/qMTteV/FIaR3LVBceMeg+eUOHhcceZii7VTAUI5JInFoy+5/Ni9bUYrPlGsMGT+ElspLCWxrKzwoqwUS6XYSmMrcCyIkqwJOMkrcYmGNAdML1ka5t1ZJc+geqqJBEtlyoKtBLZlMt3YEniuxHMkBVdR8FTWAVQ0VEspI+WEsUrIxGiXDauWeeFYyBceX8Oo57KqrKkURQbugqTkaUpeQrkY8sJR2HekyLZJk/PeQYHKDxXX7zRs3+Dz4oERuqHBD9LcySdptG2KXoGCN8JHb6+x79gCzx+eBqPQOs3kvMSQxCbzlURZ4loMDAVP4Tka17FxnRTX0lhWim1pLKVRSmdHsMghgGMQOa3L/Cv508gc4NlrFKts54gUQZQBuxuIPHJrun5Kx09odbPJBI2uYKEjUU7AO67vYFvjaB0zNtLiyl0RJafC068WeO2kARljiY68cGHpnzfaaxxprfklIHrTAL5U86Xv+7/w+S/+wd/XQc1pNF2ePdTh6u113naTxcxcmecOjfH4qwmHz2kaYUK1FFJwQ7TtUy1bWcFFGCxlY+UgV1KhpMiBSdaaZYETM+QrMTm4s6id3Rj6RZwBwAcFHSXziqUC2xL5jpFV/1xH4bmKgisoFgTlgqFSTKmWEkbKIeNVnzWTdZ4/6vMLv7+KcxdG2DKhGSlCpaAoFRQlD0peSsGLceyAZmBQUmErg5SDhdfT7ePEoVKI6Saabpidz9MNUtpdSbOgKLZdPLfMpumYf/EjTX7+s5LnDq/CoNBGk6aaJE2IEt2Pqr4rKYQKz5G4jsmm3Voa2870fkuZDOBDfhWRN0v0HsaIXGERfdm1V2OIY0mYSMJIEoSvj9odP6Xtm4xu+YK6L6hHYGRCp5tSLbW4/eqUidEyR06P8cBexYXlLpvW+Fy1TTBWLrH/cNvZsOnMj3uu/W/eNIBfmGvhh9EvPff8g39P6Fe873+L5PCpEV45XuXrTwZs39BherzBDZc7XLYt5dHXWjz1Gtz3tibjUxGduk+1pJBCY0kPxzZYloVSFkJmfBmsPEEUKGmIVc9bInJfSUa59coCJdArw2fAliIDt1KZXGblrWi2JXEdiWMrPDcbyVBwDSVPUy6mVIox1XLEWMVnzWSD5490+fnfm+DouTE2jmUKS7kgKRVlFr0LhqKXUvRi4jTijx4uI5XCltku0o/gJgN4ktp84u11Hnw5oh25dHOAd3xFu6Nouhae4+LaFXauT/iXf2OZf/Z7gmcPrEIbSao1SZp7R/KundDLupVcV+DZAtfJKpuOZfoVW0tpZK6NS2kQMleZBuXOvKyf1xI0/SpxnAiiWBLGmaOwE2TjOXqUpO1rWr6hHQjqgWQpEHTiBN1K+OqjFtfuaPDkIXjkpTG6fsTUpM8VO2H7WpflepEXDkgOnQvY1Twxcdet192fpsvPSyl/TojR/3cBPj93GqPNTUeP7C8cOWVx8nzM229YZNv6Ci8cKnF+wePk2YR33Nzi+27pct+dS3z35YSTsxaHT8DWtS0mnATHLmWD4l0Px3azJloj0KkiSQRaZ8O3ssJMfqG1yQs49CP3sNbdcwiKfBeQQ9Hbsnq+E4lty8y/4Qg8N5t5UnRTSoUM3JVSxEjFZ3KkyQtHuvzC745x8OwE60YF46UhauJZlLzMv1LwEgpuNjL54vIothIoqXNZbpBkpjmvXT1qSJKYVuzhhybrnQxS2oGk0FV4jo1je9hWlV3rEv7ljy7yc78Dzx+aItUyA3hqiJM0j+Sa0NV4kSRwVJ+C2TbYVkbRMp/KAOC9nU4I05PHc5yLIScifUtEnLsOg5C8zzOllfPtehfqvqQeCOohBH6ELdrs2N5k3eqEf/zpMg89P4lWHu+6MeH2y0ss1h1ePSx56WiKtlt8/+0Btiq458/M3XP82EnxP3LixH8XwP/Jf/gzvvZ8vXjh0BPOeHmOt1xh88QrRb78aIvbrlzi5itG2NUssdx0mR4VGBOxagwEkv/798f40kOau2/yuWVPxK1X1hitdqkUC5QLRVy7hNaCIBL4YW6wMtmFVyrzSejcMGSG1JLeIwN33qMoQUrRB7eSGccf0BPwbHAdTcEzFNyMPxcLMZVixEjJZ2K0ycvHA/7Zb4+y/+wka0YUkyVNtSAoe5KipygWBAUvWxxZqT/i+cOCTuDgqXwXkRkH7zUhpFoQJxYlT3HzZW1eOFihG2c0xQ/TrJnAVbiOwrGdnD+PsHu95ld+fIGf/TQ8e3iKWEtirfNm6aEeTEfiOjqL3rk3xc4Xd/YkpymsBPglg0T6kbxXuk+zYlAUZzlRnGiCSNPoGGYbgrk21MJszuJEscOtNzW47bIub7spZOPamJ/612Ms1m2mJgT1BZuHn5Mst2CpG7J5bYPbLrcwyRiPvaLZtvE8pw591bn3vuuKpvnZrqh+8n8+wPceOs3OretH/u2n/+S/FJ327UEbSpuavP3GCR57eZTf/6bNR+6p8eE7GjQ7BWwrIk6bfOs5ya/dP0FbVTm0oDj+Z5rPPRSxdjrg1j0+H7i9gzIxayYCxqqCmSUnV1jAUllxQqcGrbKCRI9vD0ndfb07A7jogzsDeNYYYVtZJHNscGyN5+QGKzelkNOLciGkWvYZLbd49UTIP/vtUfadmWJ6xGKyqKkWoOQJSgVFsaAo9qN3iucmlIsBT+xzaDQ9RkcHZfIeYHRuEotTxdS44u6rOjzxksaPBEGkh0Au8WyJZ1vYloNlFZBSs3u94Zd/fIGf/bTh2aNTxNoiTnUGuNT0I7kby7670LEklpWbsKRAWb1rwxDIxeAaDgG8d517bsI096Vok/0bASx3NY00YsvGLttFwIff2uKW3TFrV0GlKNBpARU7/Mz7A2rtRV49I3n1nMuRi4a6b/jA3TV+8A7Fa0fHeOxVQ0wHV7nMLbZvP39s/nfW7/jk3wraNza88p7/uQBvLM/ySnPpZyvm/MeOLzcouEX2ndR86t4FKsUpxg8qDp6NODbbYv2k4tmDFn/2lMdDL04SiRKlkpXdcCDRJU5e1Jyc0Xz+kYSiFfN9twRsn8rUgX6Hu8rAatQgobz0IcTgKaXo824pe7x74BrsOQddJ5sU6zkpBS+h6MWUvJByMWCs2mTvsZB/9OkJXj21iqkRm6liSrVocnDn0duTFNws+ntuQtGNSHRIO3IRSmKrQR4gRI/XktGLRBLHNiUnyOwCkcdoD+RBStdR+ZEoEtuysK3eAbSGyzcZfvVvzfN//abm2SOriLVFmAqiVOdRXODFWQufYwscS+e7l8x2MyVQSvaT7+Hr1ruOKyK5Gbz27MogsG3J9ITNxGTIlnXLfP+tHWwlAQ8oEkWKpTBbBEqm7FgX8Qf/uMUDLwXc/9QIe/d77N7Y5crNXR59aT3PvAaHZmI+ca+i5EKrWeO7Ty5+7E6172Qcxz/3PzWCHzxynvGJdRsf/vanr2guX2SkKNi8OuUdN9WwnQ7bNkUUyin/5ksWn/zX65geM8wuu7TbHsWCZMIGV2msYSM+YJCAi5Qu+w6WWRyDLWtSKqXM12ytmIE7bJwaRG5JD9yDpxLkiWXWAGBbBjs3IfXcg56d5rw5puCFjFa6VEttnj+c8I8/M8Erp1YxWbWYLKRUPUM5B3fBy+TEHrgLbornJFRKEYfPGB7fW8KRElvprNt9CDE6V3/iVJFoizuujdm2pcPJcwUmixBEJnuGKd0gj8KWwrJslDR50chw2Ub4lZ9Y4uc+rXnq4CRBXCBMJVFiKOaSqmuTgbzHw5XOKYpEqTQDes9SmwN8OJKvvOLkzSbZd4QExxKMlBVb17msmZxgbnE0LyJlq8Eg+iqNFFlDt+uUePvVATfuaDO73GJ6LOLQWckfP9ThwqIm0il/9IjHe66x2LAKGjOLPPP8a1d8/OM/tjHsXDzrltb+xQPc6FMgvE0njj3xa/Xm8nvbQYsNaxSVaszzx+GRvSMopai1LY6eKZNGNouLMGIbVk+aXM/O1IQeP+4ngyLvibSg4AqqRYnM84peBH6jf7Pi654FVpqBLKgyMNjKZF0uVtZ579ga19a4ToLnJHhuRNELGat2qbe7PHkAfuXz07x2YoKJHNwjBUO5ICh5oq+VZ8qLzqK3kwG84IZEaUrge3gqa4OTuQbe3/aNyGmKJEmsjMtbIWFk8GMxBHCN46Q4toVtSyylUNLuAxwBV24W/MrfqvNv/zjh2SPjzDQrBCXJSGooJwbPNrj50457Emm24C2Z7Y69nU5K0c8V+u85v8j9aw35QhAoBKiMrswtOwSRpOCmOLZGicz7M7hPJlduMi1+qVHBs1NWVbORHzvWRvzt9/nUOj62nfLwS0UWO2X0gmSs3KDZWnzvQ088n05vvOL/eOHQ7Jkb96z+iwX44UNzFAvNG1/Zd+K+uZkjoG0e2ytpBg5pMsVSzUaKLGPfWNE4Y2kOuEzn7l/AITCKPAqIXpUx16WzQoXKlA4rA7jKQSukGbr4pl/M6UduYfL/r0FZBktmwO5XRvv22AzcrpODe6zDYt3nl/+oyNeem2SpM8pkVTLp5eD2Mt5dzBPLgispuiaP4Bn39twIiHj0VYd67DDusoLj9voje1JhmmbNDxXX4q5rujx/NKIdu1RjTRhlLWFOmC1Ix5J5nSArjAlpIK9A7lov+fd/p8W3nvf5pd9dxYWlUfwRixFHUE40xQTcmGznsrKBRnYv0czzE9nj43kLn+i/0i9S9bqDeqqUMRIpJEEkkF1JmlpZUmyZvs4uervrkObeKzJl98ogVXZ/tq9JcewUJTXbVmnCJKHjOxw+U+DQ0WNUR9feN1qt/lEUds/8hUbwJO6irML2E0ef+ru1hUNUigUwLuvHLPwg63bfPqkzfky+LfW2sd62NhTB3uii9drGHEviOD19Oqtg2gqUlV8MMSRt9S5gH9hmReTu2WJ74Lat7AI6doLnxLhOTLngY1ldntiX8jvfrvDNp6eIdIWpimDCy2hJJgH2dHKVP0UeuYejd4xlhTxzaIRuZLG6mL9neWkE77XbSeJE4dmKm3b7JDoDuB8LguGJVKHOkkNL5FE8/+z0ZD3BxIjgY3d2KLsz/O63fZ48NM5cXKDrSSqJoWQZXCu7nplP3OR5STZ7sbfzyaHEs6dG9aP60AKwlMhbAMncmzprYrZDg23Rvxe9e9zrox3efRHmdQltz94sRVbM80NB4BuiCJ59/hCTU7v+7tvvuumVRjM4PlL1/scBbpIj/PH9jzA+Vllz4tTxt544u8CODbBrc0oQFlhq2LS7Ej/IpKMkNSS9Pr68TaxfYbzkMax4KAkql7GycWQ5uK3BjZBD2q3qRe1+9B4CtTT9wZSWSvvgtu0U145x7BjPiSgWAxyny+cfsvjXfzDFycUxbNdjuiwYc1MqrqHkQinvsC+4WbXTywtCmX8lzXeCjJ4stVI6kYOjFE6vmCLo38VMjcgTzbwrKUpsCnbA9IhPo1vGjwVhnNEUx9bYdprLfCqXO1V/cQ8S18z5+N63dLh+zyK/8ocBn3tgklpSouvalG1J2TIUcqBndoUewHuBYbBT9gNJD9RD9QQpBYk0WJbIC2+ZnBvGItP91UCheaOEtbfI+4t9qE80Tg1xnClJHV+z1DT4ccLqqZB1lVl099W3HtrfXRMFjePP7DvHrVdt+B8DeJJqPv6hqzYdO3b0M489doilpQrHzoZsWOPz7lsabFxdpNYoU2s5dINsu8pGEoh+C1RWKDArCjIDkA8unpVf5F5BYhjcPeBKNYjUvW1u8L0Bx7PycrRt5UYjK8GxM0riOiGu7XNmPuG3vlXiq0+Nc2p+lErRZsyDUTel7Jq89N4Dt8zBLftFIS/n3q6TLZxKKeT+ZyyOny3gKZFXDHt0bIDyfvHEZDw8Tix2bYR3X9/md74zTqdoUYkNQWxwoyxvsJXGsmSufjAEcnsINdmusGFC8o9/sMsVmy/w6W+OcWquynJSoGNblCxByTJ4yuAok1EV2UvE6QeOnrrSA3qfaknTl15VarCUIE5yG0DcU2bECjp6KbANvSbwob7PxBClGTXzA02tA4sdzfhol3ffGrF5qsD8UoX9hw9jSns+M7XmzntN0PyvUpU/F+BxFGPZFq+8+tK62fPHtt6wY57FqQkOn7Y5es7lXx71uXZnnZ94d4dVExXqzWzAZTbHRBCn+WDLvIm1p6PqFY0IGZfuXUAlhwDdSw6HIvNwpO4lLb3vDYxEOi+MpLnJKMGxI7x8zmA7jfiNLzn87remubg8glYFxqqKMcdQdTTFPHIX++V7mftUcmqSa+d9cDtZ9TKMI45fcOlELqNuvmDFYBH3Cj3DxZ4klcSxRaVksXldhHID2lEZ3xEUYkPYA7iV5oUalVOKngX4jZJXxWS1y998b5f77pjjd7/V4jNfGWfZL+FbHm1bUVSCguoBPY/mcjAfphcwemqUHAJ8nwJKkS8MQdRfeHoFrelR1X5Hfz4cVOueaS4zjUVJdlJFJ4TljiCWMT/23gWu2+LSaI5z5IzL0bOaM4s+5fHjWzdMldddd9U1Z+Ikxba+91FTfy7AZ+cXqJRLk4l2vvQHX3vN3r054K1XzLNmssK2dR7ffsHjC4+MYZjnH3xkjvFqiVa3QLvr4AdZ10kUK6JUkiQi95CIzEOSG3pgKFnsXVh1Kd3ofU/3o/QwwHs/s1SaG4k0tkqyaVdWjOdGOHZEM4h45jXJ5x+q8JWnxgnSMo7jMO4IRhxNyTEUXUPRGYDbcyWuK3FzapIVhnJlIge4Y2eVz9OzhidfLhLFNm7JvC7B7D10n4Nn7XVRrLBti7uvb/OF73Y4eqGE7wnCWBDaBicBO9bYkb4kQg7UpoF3JNfYtaToWqwa8fm/PtZl94aQzz1U5qXDVRa7JQLlYjuKghIUFLjS4MhBD6eVU4x+wv46hWpAZ6zcTDacpA63xg0S6wzc2bSDbA5Lb8xzN4JmIKgFBmX5/MMfmOWjt0uefW0V33nW4cx8SCuMuPWqJl7yjF0qXP+lTqd9VRi0F/+7I/iaVWPy4OHjN37rgcerB08aDpyY5JWjbW65vE6ceMy0FEIW+Px3pwn1Avfd2uDqLS0mRz38oECj7WZjjqPeyLBsqlJvkmt/tFSefAy2wwy81huAeAXQ82gtc3BnETzFUtkIM8+NsKyYZifm6QOC3/9OmYf2jlBrlpEFj3JBMWIbKo6maBuKjqHgkEftLHIXXInnKDxH4DnkDj2N66bZq53xb2WFHLsAF5teVljJgXJp4aTX3a8ZgDzRkiiyWFURbF/vs/9cQje2s57IGJwIbGWwe7p1n+eCvMSnoc1gilWaSuI084d/5G6fd9xQ55FX2nz2gQovHa6w3C7SkA4dx8K1BI4UuBKcHOyWHET14cguxdDXQzJuTzETl35mMzxTZTBkKEgEnUhQ7wpakcZ1Aq7a3uC+29p8+A4IwwLTE3OUqxV2lOG2y2K2r/GI44gjBx6vBoG8cXrN9u/w5wwP+nMBfuj4RbfjJ7+Z+udKH7k9OwLj1IzD/Y9qau0YEKyvGjqxy5ceWcd3Xujw/ttq3HlVl01TPpumbcKoSLPtEkR2PvYhiy5ai37G3MuwM63brAD5yqjd8zHr/n9bKs3+Owe2YycUvQglY5baCU+8bPHtp0t87ckqC+0ywvVwyhZlSzBiG4q2pmCT0w4oOCJ/ytxymvNuR+D2orejce0U105wnATPiTAm5tG9LmdnC0yMCeyhrVoKVhZL8k5/3Z/tovBDm42rBHdf0+Wrz0V0Yhs/Fni2wUmyKB7GPatrmnHwXIlCyBU0JXtKdL8RO+P5BTfkI3f63HP9Mn/2VJtvPV3kidfKLDSLJMKl69pYdgZ0R0hsaXBl1qyspMHugX1o1J28JLr3axLDi44c3JosaqeSTgy1riBMUjat6XD9dJs7rury3ls0lUKJxeUS3cim7CV88h2GWrPIxYVxHnjGot5OWTt9sbRrT/ybaXRhN+D/dwH8pX0HaXc6HDy3xHU7NNdudtm5qcCZGZulhkWznZ3x0vY14wVYaJf5wkNFPv9IwK71Lf7+h+vcfpnP9ESRVrdAEDrZ8J5EDaJ4Zh7sc3HBcBQfROhML82B3ft+L1qrNAOaFxGEKUcvwJlZyRcfrvKdlyos1EsI28Mu2xSUpGIbSlYWtT2brD3OAc/OZhJmNlM59BT5z00G8l6hKJcci4WIkzOa/addsG1sORjV0J8sNZRt9ZLtnpKSqSnZOOfLN4fsWdfhyMUivicoJgI3NoSKXNrTQyqFGuK6A67S19nz3SFNVT59wCaMHApeyCffGfCemxs8+HKHP/lukTMzHkdmSkR1h9i16VoWSsmsMSQHu5OD3ZJgibxQJEQf5FIOAtXKXaXXrS8IEmjHkmagsa0291xd56c/3GbnWoWgSKtT4uSFAq2OQ7Nr0+ooGm1YahhOz2raYZftGzpMVGMatSMj49Pv/4FO1/xOqSjeEMPfE+D7D18UYRj83W9/+w8m1ozbnLpgWGp1eNu1TXZuGOXEhQJn5xwWlhNqzYSCq6l4moYvWOpk58r8098u8o7rF/nZjzeZGo1pdLIzapJ8zIPWcoV6KPsA11kHfA5uKYaArjRSZN0+BS9GqYQ0TZmraR5+zObEBY8nXiwwUytwYqYErosq2XiWpKQMZUtTsPIKn5UB3LXJQdx7yvypcoCTc26Td8oMordjxXhexOlFOHymiC1XyoN9isLAD973c/SUFC2zYUaJzZ6NPtunuhw4ldBNbEqxyPTrxBDG5BFc9Hm4kHJFJO/TlP5Qn6GqaapIU5W1uoUOlULIJ94e8pbLW1xsNHn0RZdT510e3FtkplYgCRwSaRG4FlJKpJTYQuaTeDPAW2KIowuDzEvzw4tZmxzcqaCTQNdPmKzU+dmPL/L26wQTlQqNdpl6y6PVsfORExaLDcl8LeX8nObErKZY7fC262LGCi5zyxZ7Xzs+sn1X62csEfwubyhE/zkAP3zgUaIk/dhzB5dLd14VUm+7HDgjUAe73LQrplJxuaoywsGT2TwE20pyu6lhtJgy5Qsu1it89gGXbnSRn/9EnfFyQhC5xImF1iqjKSu8JabvWchKu7ofxXtUxLYSHDcmTjWnLwj2n1Y8/EKBA2dcDp3yaIUuYeSB7aCqFp4SFCQUe8DOdWDX6vk0erbZzBfu5rTEcRSOI/MFYAbc285K0Y6T4lhZwcjoiPmaJDQuliUz/tqLaG9gXuqBPDViBY2IEhuBxeRYhFQBndimbAm8xODEw6YxPeQEzOoIA6E9H1OHwORUsNeVk+QGL8fOInqU2HQCl+nRiPXTEdduifAjn0+danHgrMXDLxTZf8rj1HmPOLFJXYtYWZA3b2dKjkDloLfyAPVGAI9yjTuNI9aO1vlnn1jig7fbtDpjnL5YptlxBs3LvqTZlcwsphw6GyBsn5GJhJsva7B9jc2B4zZLbcHW9Wd47MkHQHxvIvKGP5k59Q2isKlmzh8S21ZJnnm1wHxL0/ILnLhY4IFnUtZPRFy9NcaWhmLBwlKCgpfZNINIU/UNBVtzbNHlTx+e4PbL2nzi3g5SxiSpjTYqH6nWq3iavLKVRW7HyqI1MvudfpAijeHEjOSPH/boxpJXD7mcPO+x2HEIUwcsBywLVVG4SlKUJpPCLIOrclBbJq/mkbWr9V574LZ7lVSRRW6HXDXReUO0xrGTvCIaU/AiFuopDz9bptl2Ga0KrFy67NkHvlehwwxHWC0JQ8XEuOIdNwc8+JLPuWYJ35YZTbHATgx23LMu5Bq7TDO5kOFZJ1kkz7qdrMEuoSWpJUl0Nv4ucyhaJImN5bu4TkzRjrnt8oSb9sS8/601jp2X7Dtk48eKz323xOk5B4SiGzgkkQVSEcs8lEsx0PuHKZkxGJ2CjlFxwL3X1/jI3SlLy1OcnR1lqeHS9vM55VE2lzyIsnt00+UpV+3ssGYcMNlhVhOVmPlakWNnbF575qy4/qrL1G99/qHkx3/g7f9tAE9SgbSqv9FpJ1fetFszVSkyu6xpd7Pqmh9qjC5wYVayZjIrYxc9qz/NNUk0UaIZr2pqQUR9OeY/f7nAu9/SoVpNsFMFKwbzmEFJXxmaXXjuNYtaS+B5hhcPO3z9aY8wUQSxxeycgxY2sbHQImtVkZ7ClgJXCVxp8KTONF4LnFzrdXJwZ1VSMQB5PrAyA7fKezRFP3pnEbtn0MrL/VaC48QoFfHYK4qvPldGORauNHlSxgoF5Y0ieE8LT9Oe4qEIApv33OLztWdafO7RKp3Eo5TzcLvHw2NWJOGZ7aG3knrKs+wn8Vnbmc7ynlSQaEVqSWIrzacZWFgqJUrsTI2SmcQ64sbctCPlpu0pyIgP3uETxNkot2887fLSYQfPkyy1FPsOurS6CiHlYDcRPSk4143SlJHRkL/9oRa2a1FvKY6eLdJsS6I4i/C9fluAgitZO1FCRy7nZ7IGGD+EdhfmluD4hRjL6145MVb+DSF4w/b71wG82w0oFNzKQw/ev3Nmqa42rWqxYbrMYr2Qn5Br0e4KoiRrfSq62fnpSg6SJ2MEiExau/maNpYzy0I94R//RpU4zSO2uWQvy1e9VIJ6R/HSfpdWy0IqSaglobEwQoHI9mkhFEJJHCmwpcDLM35HZq7F7LQG03fP9YoZdh/YPXOX7M8EHwa3a2efK3Me9iJ4OvRMcK0YYyIuLjlEoYdblTi5nUCJQYl7ENV4Xb/jAOTZiIYothktK9ZPRDgiwE9c/ERQsLJxGT0PyUAuHfh6hJD9v9W/F3mDcn9kciqykcm2wE7zBDTJCmJWYuVqVIpKUlTkDNUXUtaM98ZNpOz6aEhsAqRlaLYEL+63aHZEdoRK77NeKh0JiFLD5x8oMrtcwugCnk5w7MH/p9eCqAQEoSQIFWeUTZJkjcyNjqbe0Sw0NVpGXDMt1JqR9s57731/5UPNdqtSLf/5AF9YXEQI+1erzoE7f++lBkEouO3KBjppc9UWyZZ1ReqtIu2ulR8pkhdhei1PuT7qWJpqOWTTmi6liZB/+p9c/vgboyQy29YG29jwa7b6jZAYS2Ds/IYpiZASK7+RlhBYItNr7RzUVp7hZw0G2fct1dOPs6ht9zt68pa13L2YtXWpLIo7vQUwsJk6tum7EJ28MmrbMa4bc35J84cPlsBysKUYJJhDhqXX+TGG+kjTfDRDmqsdaZqB/Ife4fNnT/gcmi/TSW2KiRiU1pXpF1pEfiZP/2/1ImdvBIQZjI/ud8nrwUTeJMksAFaictm1J7nqIRUr7ataUugVg4N0ohlxNffepPsGMERON3tf9+in1KQq5TNfUvzWn4ygKgV2TSWMFLMA1KNzPU+6kilSJmgDbd+w1NW4hZArtoWsTQx3XdWm2YHvPHnszuuvnfnVOE7+9n81gj//zLcRQjjnz9WQ0TgLCw6/9zWD1iG7Ngd8360tbtoR0uoUieKM68nc6yv7BRpNyYsZrXYpeg2+/ojF158ZIfJKGMsBqRDIPOIMmgF6432lyOWn3u8WveE9vVfdj5JWnsFbObB7xYme39mywJKDVjW711FvCxyVt3P1wJ0nnI4zaGlznAzY9tDwHMfO1BMpI87OCRZbHsKyhjTjlQpKf8dmUOjpUYeBs3CgdESJzXglZOO0z5G5ED+1CFJwU4GdGuxkYCHO/Di6X9EUIg8epk/8+o4/M3QQQNprfLY0VtpbND0fj3qdTCv7AF8pBIih2SpyKI/qOwfJgC2FQansun3/rRFPHajxZ096HJ0rMF4ylN1BcFI9pygg0ESpoOYbrtnT5T03R1yxURAnHo12lXbLMOIu89AjDztav15IeR3ARXISISBJUravLbJjnaAbQMd3WGxVOH2hy8276mxcXSdOJP0q5JD/w7ETmp2EuUbEiy/AL/7uKi7UqijXRSmFlbsHLWFQ5GCA/kUSPY83g2aI4e/1y/o98F/qoVA9kIsh5WEQvXutW07+tG2J42TgziZd9ShJ3v1j6T5FyaZuZfw7IeZbzxSYXyxgVxVO37exsujxRrv1sC9cX1L0CcJsgu27bu3wzGsBrcSja1kUEk2kegWXgb2h54kXaAadQ71DM8VKD7oR+dEkglTl4LZygOcjpQdWiNznI/TAz33JLJUVYH6jr/sL0KBkSmQlrB4L+JWfaFCwDS8eGmW2VeRszcn7RSWONbjnkBn3quWUbVMuOqjy3RccOj50A4ExCUaGvLDvjX1XKwC+b+/jFAvF2x589MHrS4U51q3K5vdVvOyCCWB63Ge01MUIH8dJ8851QzcQPPCcTasLBc9w8KzipcNjHJ0p0exmvZieAleBk0ccNQTiQcfIsGdYrPxZv8GhF9lXut16xYZhI38P3L2REbaVWTotq9dtPgC3Y5O1tA097VwWtK2MnjhWgmPHOHbEXFOz90QBLAcrpye9HeVS/XsY4dk4hoG7smdA642ATlJFHNtcsy1kfMSnWS/STRRFBU4qsFOwUoNKDSoZArgAhB76U8MjpEXflqqtbFJBqgS2lYE9kZlpKlEGKeUQJRlybQ5F65X3qicS9GRCk7cRDhZEbwewVEoUOYwUQv7Fj/icmuvywmGXQ2ccHE/S9BXffcmjG2S0FCERlqTWdfjy4x5rRgSICIGmVEwRSjA1qrluD9fv2P2229721oef/v7vu+eNAV5vhHR9/X1zi+LqmdmUrpF0ugH33OAzNiLR2tBejHj5WcG+41UsJfqDefxI8vQBh06gsJQi0QqR2hRcyWQJCtbA39CPPpeAt6+k9F9Xfq8HGDkc0eWQD2KFQWjQSd8H+VDTbdYtlIPbIpcLTT+xdCyNY2Vjz3rUJHsmWFaMIOabT7k8c6CMdK082R2YkaR8faFnGOUrBuuYgfEq1YpUK/zA5ubLfN79lja/9c0yUerSSSVekucXQx4R2aMMUiKEvmRByaGueLHCF5Ja2d+1cu98kmZJohRkVePczDWgJRmIe6e39cE8dG8YBvuKoDSgPLbl0A09il7EVVtiLt8Yo00X2zZ0Anj2Zhs/Evm/FUhl2HvcYe/RMgVXkaaC1WMR91yXUmuXaLUlE1V5tSWC75N28vQbRvALF2cpFMrvePH5h39wxF0iHRnh1KxiaSniyw97BPnJWtrAUis7w1KsyJwykBRLWYJg5SpGLwFUyvSrXiva1oYSsP5vG/JuXArw/sUc6ggaAHwY5G8AcDUYnZAN/hlSVIboSBa5dfa0soaDfnJpJdhWTETMnzxaITUuql+9HDpJoZ9cDrThFRw8P424z8VTie4dv5Iq0tRCYPORu7r80bdCGjrGTz38VOCkYKXkEby3k5k88ctBvuLOyIEXP59xoi2R+bAVpEqSKDL9vtdUkog+uGUuHnxPMA/dm+x2mUEXV2+X7reoDQxz7a6XH0SgsaRGyKyX85bd2YLqTSoTwnDVZsN7b47RRhOGFklSwJIO3bbL+brgpVqduycaP3j3XW97fHHh4oOTU2tXArzWjPCjcNvcUm1rnFzAKRS5+QqXXY0CJy84LDdTumRtVOUqiBGTD00fHiMwAGVvyxyeDyjFcFQTKwB7KcBXxrshYA9/3c+6xdDf6fmSc6CroWE3edRe0TVkD/TxYc7tWANw21aKlYPbsmJcO2LvCcnxGQ+jbJSU/YUsV9CoAQG/VEXpPXtTo3R/TJroKypxYrN1TcyeLR2eO1YgVg5+KvBSg5WClYjcsZjZVWVicnDL3gytoXawgbkt7dOV3kAfgaUNqVTIdGVroMhfe8AVQ5Hndfen/8XQzjtEZXoLZdCRdQnt6f2SFfp99h57wTSMs8H/i3WLUxeh0WlTqYYstgSWbG51VbQtteMHXxfBTVJDxwGelVJrjHJ+SbF1jWHjNHiOTa2laHdT/FDnh63SP6ovzbe8fgEj/7hv2Pk+/MHzT/S6Qt8b+WaGRrOtAHxvwQzNQunRlV4EzyZaDVMThp4GO1dM7Lw52eqPbl7JvW0rwbESDDFffrTI8nIB4VqZCSn3Ylx66NMKtrBCBx++ZgMfd69sn+hsVPHEmODDd7fZe6JCmHp0U5dCKjIlRQ5x8GRlM7YQOo8APSep7CsrK/6mASvXyIfpnZS937MS2MOf5Q3n01waoMTKiN6L5sO0NPvdvfHSQ/MQewOSEkGcCsJI0A0E7a6h3kqpNRM2rlVsWety9IxgbiHmzIVlgiDov58+wH/h17+KEJJ2t8a917e48wabru8wUuowMeKyWM/OXGn72XixMNLEce9MRX3JSLXBcXVi6IoMzzF5Iwx/D0yvmGA1fCGHF85wg2wvcmcDN+UQPRF5R/mg37PfhJuDuxfBbUtjq170zp8qpuCGHDoLX3qoTCgdlFRZ9VIxVOC5pIL5Bp+3P//PvEH01qpPU0htPvz2gN//TpfXThWIlY2fSFypsVKTK1IrpwoMmg16FELni0quALfWYGmBlgalB/nLYIGKHOQrg9Dwe19xn/6cOPX6/GoAfjO08PpzEPMR2XEqskFGUTYHseOntDoJSw1NKzAsdw1PHhDs3NBk/eiz1M4dI9XpSoB3m7MUKtPF//yZ/7j5xX0LHDpe4OUj0PS7/OT7OmxZ51EtjbDUcGm0LTp+Nos6iPJ53cnwwaEm90AMNxubId/3fwXMQ/8x6OG8ZDzy0FXr6ei9rm+VV0OlzEeUqayPMVNOetOtstOAs4GUvcidj5awBx34fe27T08SlB1x/KJFO3JAWTk9MZnkeSm4YcWi7n88wwp1w+TOwnRYLtQ9959FyRbsXBvw2vGIVLv42sFLBXYiiKVBJWKgdOSgzCKmHtho+20WKw/n0iarE2gNWhlSKV6/A4nXA3r4cC9zSQD6XpPHvtcNH7gfBycxx6khSSCKU8I4myzQDTTNjmapDXPtlOnJLj/87g711ghBUOTMjEMlWL/5gx/+meLJ0/+gu3XzmgzgF2dmcWvNt+/avOpnF+YOMFaxWFqyeeZggV/7is3d1yzzsTtCSoUxlhoera5N189OFQjibJxuRllM/wBR3QN5jlJjvvdKX3FRhqJ/r4+vd/S2GerSH94dVtKUoZmEaugUY0U/elt9T8ol4B6an9IDea+nMzuRLaLW1vynPy2z7HsI1+57pIerl8NDc8R/5TPrYXD3OafMj0LMrK2VosVPfaDNI3vLLIcuobToyqwxwUpyvrxCLhSD7Z+cqvTap3rgHvKqGAlaZTtJL1/q05OhVqSBFWNloWqQwA5hd+hmX3rf+/MOh/I33Ws+zv0ocWqII00Yp5n/Kcgi9mJLcqGZ8uF7FrnnCokjV7HvgsNcPaRajrnpxumfPXT46NO+7/9ZP4KfO/MqpaLD/sNnePAFuHZ3zBWbDG9zPb7xbJnf+TZct+M8V2zUuM4IjZZH27fp+hZ+lB2EFMUiB3mv93K4yXgAzmG68UYUpA/m/om8Jh+T3BuZnB0rPXwOTw9QPXDLPIpbeSNsr6KZVTLzwTevA3evUNU7DaF3wkSSv8Y4TsQXH3U4eLIA0kZKiZtbY3t+6OHEuj8V6g1Q3gcGw9eHvk++5/5L0sztd/nWLu99S5vf/04RbTkE0iaQAlvK3JMiBlXAFRTJ5Dy81xChc7ehHujjMufjPYqiV4oAg6hNfx77yvs6nH+ZFZ/x0q8H4B40IJt81nsf3IkmziflBpGmG2bzxpe6igsNzZXblvmxd4bUauv4+lMey60Ol22L2b0upNY+xXOv2KBD+gBfvyahWJBs2xhx55UxlZJHO4xIsRkvCw7MFvjnv13hF3+kzs17Iha8KrVWkbbbOzouO/ErjiVRcukx2mJIaRlU1S5dySsu4iVbaK+03OvGHo7k/WO58xvSawTo9SxmiebwKIqcnuRgt/MhOPaKAUE5yHscXGWNy7Wm5uuPV1hqeuDZA3rSOy3hDRyEA8nwErQw+Jy6z4l7yWbuHxlqUBitKL7/zi5fe9Znue0QKYtumpm7rFT0u9z75+70v84pC0Mgz6O56SWeKnsfUvUmxg4N6xlOig3olFxUGJT99dBuuyJfGhqU2v95f0HnwO6Njkizr+PEDMAdG/wQWqFkri2YaaW85cpF/tWPLjBVHePEGRslIwrFhJnFEgvLgvKkpDyWHSkJYMXtg1ilsU0nDj73M2fP1ki1QxQn1NuCIFTcfYPP0eWQF4+M8Q8/bfHRu5t86C011q2KWKyX6PguXmgTRgOQx6kgSQbnyfdmYOghgF86uL4P9uEbf8lM6uzVrDi2pPcQYjBbTw0VQaycmvTO5smO7h4M4+zrsFY+26NHS1QmDVoqkwYdO+LMGcGxsx4aByFz70n/DKA3kkHFGyaXw58bM/x5hyhK/tRaZY3DxmLXxoitqwKW6wV06hBIhyDNag4qXVlAy0r3mWwzUOCHOXkOdDPQyKXpXcPBcFTBMEceUNBevpUBfCjoDC3ewevg+z1w93aAAS0hj97Z3PEwPy+1GUpmWzBWbfP33rHED9zd5srN8NqpkAf3aratkpRSBz/SFJRDp7nMpi3ez1xz1VtfvfnFk2esg2fAKyTTpy6Yd3S7c6ydHKfZdpgeNWxdF2LUMkYUKZUKnJnz+DdfqDK3PMc/+EidqbEs2rl20m8qjuKsez7Ox0RkstfgoCije0UOMVjtbxjBTe6bIB85QZ8CiXSwRfZughgaWdCP3HIAbqtPTXpf68HE2UujthpSTqwY20pQKuFbz5U4vuiBk0Vvt1+ZHagnb6igfA8ivoKDmmEOvrLNzE4VUWizZSLiXbd0efFwCXREnFr4UuYypUGJ/ESLvMIr0uz9JENKiMgjuRBAAlg6VzAkKtM0ssU29L6zyG0GB1+luXqW6H6w0XpllO6NV4YB8Pu/O4/6ab5gEj0M7uwkvSASNGPBQgcqXpO/8/55fuBtYMwoyw2AgJPzbc7NVNm62qFShJkmhPEM751uv2PnmsZ0q9w9Y9l5Y6mlLIqOYteWGvWuQkjNd19JefFYBRl5XL4681nUOh5/8tAaRgrn+DsfbDI+omnbLl7kEEY2YWxlAI8VcT4PJYtGg+6VldFbcCkH70W01PSALYjioY6V/N+JoXNL+hVNtTJ698/lWQH0QRS31GASlt2L5n3unT0LhYjnjir+7LESfuBC0brEe2KGkrMh/Z8/RzXqJ2lmSJu+1NIq+7JhnFhUyxbvvyPgO892eOGoiykl+NrGTcGWAqUNKu0t9J7xSQxx8exaiTSreAKQ9rTinMIYAdKs4OC9U5CT1BDHKWE84Mk9QeFSDj68I0MvsOWBa2iqVRa5IUoH4O4mglYkaITgyTY/+b45PnqnzcX5KRptF6U01ZLPz36szUvH2jz08iiWENS7LpvHXdLEIo4FcSywCnZIybWxRMr5RZsjFw0vHpMEsYsrBCVHsn69pFTIjEpRLDg0G7J6KqZS6SC0xrY8gtDFD12iyO6fpRileQd9OkxXhqSxSzjp4MtBI0CSZiqNL2Wujw77q8WAnuTgXjGYpjfERn2PpzWgJyupSdo3/jt2QhSlPPBsgUPnimBnh2Q5PTfkCvWEN+Dhg/fYJyyXJF89mVAPeVN6VEX3GpLzws/uDQnvvKXDvtNFwtghlRZdLbPyvRhyM+bRW6aGZLhq3BuNOlxmZ/Cz3jcEPXvdkGqiM3UjiDRhlA3aT/RQwep7LOQe7E2flgyeSSqIUgiT7KDfTgKtSBDGCToKEbSZWTAcP1/i6OkxwlhiW4ZKschYtcItO0PesiciTCP2HktYXJIEoWGhpvF9jXXx5FfxHEV9wceYMiZVXLkhY2qOnc/l8wQFD4quoVpK+PF1TUZHfZ7db+EHKZVil8u3BhQ9Fz/08AM3j+QWcZwdJNqr0PUSKox43QXpV7wYRPEkFYSxQkmLKLbwwwEnpH+zBsDqjxnL+bb1hkDPQd2P3mk+GF73gW31yvJOxMGzggeeKdL1XSg7KClw+2MT6NOCS5PLPn26hKMYhh2FYkhRoD8vZZim9BLOMLKpVGLeeUvI154I2Hfaw1gWoXDwBZmNVud8vOdPESC0QejcvJT2XhlE9KGSOgKEzqieyXm8FGByipMkhm6gaQdZIpj2qKLp38Shkvvr6ZjOA1c2aDNrfwsSQScRtCIIkpiK8Llye4vRkk8Yah7cW+K5w6PsnEypFNJsIJOnKLoFCl4Bz8mbPhKNoxK+/tArxA8eR4gU67vPtlFS0Apixic6fN9OTatbphtkc+9sK+kPiy96MZ7bpRU0+f/+wThffbxKkkomx0N+4K4GH7rLZ8e6kLFqgbbvEcU2sW2RJAOQrxj400uC+nr2kBVzKMKAYKnhsdgo4UfZRTZmcNBUP0KKoQg+NErZ6nnErQFFUX06Yvogt9RAHrRyc35qYr75TIEnDxTBs0Ao3Nw5ODz75FL+/UbNDn3JZ2j7fn3JfqiqOWyh1QpLWwSBze2Xd3nXbR0OniuQpBZaKgJt4aRDC05mYF7hCepd43wXJM2BISRp773rjKX03mePdmXHzkjavmC+YVhqDz6c4JIFzuD1jQGejZGIUkE3HyXRCVKqdpfLN9f56F0tPnJXxNRYRmH+9ImUX/tKib1noWQrSo7Ay/tpbSujrp3A0ApjrtsZsGVNDW0CQGONlOPsiBBhqDcVftpg3ZoGHd8FyN1fCScuGM6dkCy24JvPjXN2roxTtHEl1H34j386wleebvDj71rmJz/QZKwa0e4WiGKHOLFIUpVvucPNxiuBLYfM8ZZKce0syat3NM8dGeXIWQdh8hG9luyPLehdUHkJXVg5J3zl1/bQeOXhSG4NqSeOE/HqacmXHi0DNsi8cikGjcX9Mc7DY4b7PFy8IQ/vB7y+5t/rz+wpTlkbm9bD06lU3j9pYbTiI3f5PPxsl5dO2RhlE2pFkOZ5QT+Kg9QCoQ0yzXm1zq+3zt6nTiHNwanz996jFTKP3r0cpmoJpsYMgehw7BVFve1iKZUBrUfZhna0YSWmp/drk0nIoc7A7SeaKIgYc5r81H1L/PC9IesnbNr+KAtLNlLAvddH7NqwxDef67DQcrgwZ3HqvN2f04gxtELD9LhgtOzQCl2C1M7OYC0VMsBEccLxi4rPfHMEy44yIOqeMcbh+DnFqQsuBdem5Ei2jRssqUk0+LGk7nlcWLT5tT9xMHKWn/pAh5Gypu2nWLHdB7gxsj9dtueX6Fk9s66glJIXY1kRS82UJw5YfP2ZKs/sLzBdiNkwJakUFS4gbJln7Su5uOwP8BxE88HE2qGxbzLtJ5VqBfdOsO2EOE14/MUC+08Usj42aWML0Z970qdDPSoghyLYcOPtpbX6XgS/pDrYdxUO5Su9EctaDWy0UeRw2Vaft97Y5eC5An7ioIWFLyycVLwOZFJAKkBqg9QZ/dQy/57IJTshMJKh65n9QyWzGoLnGqolzcbpmLtuaHLz5T7ffM7luUNlFupFpLSxvdzQJkRmPOvtZPlH1gZik523GWqI0wQdhoxZTX7q/cv8nQ/FuKrC7GKZjp/R3CTNmi9KbsKn7gkpFQOOXwg5ci4biChETvG0wJYWnbbHmYWUbpzPrPzWiwWUFLQ7Ic1Gim1VCCOIEt3nVlIJyi7csj1rWlAqW/HGZNJdN9SUu2ArxUxzhF//ogEzy9/+QIdyURMETraVaoXODT89o00P3JZK8dyYVCecntUcu6j44iMVnjw4xnKtyoZRgV1OieJsQHqvHc0M9S/3rJ0rpqL2J9OaIR6uh6TCQfWyR00sleneJ2YFn/1OmTB2oGQjhiU5OWwrHVpcw0AXl+L7EnoynGTmucnAJspQYp5VNa28GSKKLUqu4off6fPNJ32OztigLGKt8LXA1mDp3EDVA7U2fdlQkiWfGfAFUoOWph9he7KeYNAhldmJNUkqcFSFj96RcM+1LZ471ORLjxY4fqHIqZkSndRBOAqpFFLIFbUAA6TGoI3G6ATCgHG3w099cImf/mCMLarMLlVptIo0Oi5d3yJKMnGhtyPblqbopexZ12t8Jj+3UxFGCjnms3NjG21CwGD97E9+dNXR40f/yUt7n2JkByghabQFfpD94l6VcLD950lHrmOGkaHVTbLWJ6PxE8lCs8KvfT7Clgl/6wMBnqdJYotUq371LJOwsglRtp2gdcprJyVfftzj0RdLzDRKnF6sUnQdVo8YRotZozEwVBk1fQCt8J3LS7h4b8zC0DntlkrzEnfaB3cveltWTGQS7n+0yKsnCtlpscLK+gX7I4YHfPfS5o1h/VvkKB9OvC41Jg0kNtHfObPhmTprgFB5VVOlfS4eBg7XbOvygbs6/Pofe/ipjZEWobYJ0sxApbRBaZDpoBCVpnmDhM5L8rIX2TNqZKTBGLkia+w3FwOJljQ6LkJWGa8qPvjWDrdc1max1eSRlxy+9FiZfSdKpKlDaltZ5oscfHh65dCYiuXz4/ct8/c+3sWTFRZqRVqdAov1Igt1h0ZbEkYZgE2PMvUn2WbVWkH2cz8wNDsJStmMVzVXXX3rP1m/8bKfsPYePjOysLh8b8mbZXw05fFXxrh80whrp7IP2YtIwwZ4kct4SZpNIKo1FUJENLsprgTLVSw1Pf7oOxXuviHkhh0BEgttVAZukQ/SdFNOX5BcXJTc/0SJh14sceJ8mU5SxHJcxiqCcccw4mkKtsG2LjkWowcesTKC9ofky0HkHpz80BtgOZAJ+8qJSlAqxrZijs8IvvBICWRGTYRU+dyVHtfstaeZNy7yDJGSN9LCV1gS6BnTBMN+6BVqSq6N61SRKIVKLYy2+OjdPl99PODwBRtURgV9IXF0XsLPaYjqqSe5qtKL6jKnJ4Oyu1jxXvqpQr6jxHHmJLVUlqMFkWKiGrB+lc8VmyPec+siD77Y5KtPFLmw4HDqvItwFKbfRZxzsTRh19YOn7i3w2hZsVzL33toMV+zOTMrqDUTwlCT6MGOIoYC7kCrF4yUE67ZtchT+0GT4llz98ZdOWKtHQmxY8Nr5yY41VFsW63YNJ0yPRHiOmluIBqWwAbnmac606jbXUXLh/bpjGNpY8AVHDzh8OAzHpdva1FwIrTIK5OR4NkDFg++WOKp/R6nzhSY73gEuoCwXAplRcWCqpPP7nayOYK2GnhNBqAekgmHmo/7Z/n06En/VALd5+H9pHIoettWgpYJ33i6xOETBbBtkDZWXrm0hylQj45IVnQX9Zul36BU/zqgM0RR9IAmpCv6NXtSoSSVOReXmWy4e2vAe27rcvILHlEaYYRFpLMSvi3yhDN/ylSQigzUaR7Blc5NVsaQ5pTG9P0+w0NCyZsPJGGksJSNlKZvEPMDi6IXsHNdxNY1ER9++zInz0ieOeDwwIsFnj/ikoaSNM2qpEUr4Z23dtm9NSHq2Bldldm4kVor5MXDkrZv8mLSYD+51MarJLiWYPU4FL1xNkwKgiDh5HmHStNgNbsxlZLP993aAFmk4CYUvS4HTmua3QwYvX217zPuZXR5iddIwZlWmQvNCr4BnaagE1IMv/HVIt9/Z8D6dQkvvOpw6LTFZ79TYm7JoVZ3iISDli5YLpZjUbQEVSs7Faxo62xut01+kKnoVyp7lth+k+8KkJsViaVSea/h0BEnPYoyDG6Vc+/Ts5L/fH+FQNr96G0LcETm+7bE4G8OR+9LCzw9WjKsg7+ee7+BBVVnzyy51CsieF9RURZxauOlMT/5/jZ/+niRk7M2yDhrWtYKe0hNsaQhzfmq0gOqkuRFocwHPrA594xtWvd8QOTNBzI/RFYhhd233/YUnzC28WybVaWI1VfG3HqVz4++p8vssuSz3yly6LTNi6/arF+X8Lfv62JhMPlcd8+JmBo3TK9qUZosUOoVRPpDhIYCR247tSV0O5K9pzwOXnTwHEEcxXxqvWbjKFgbpzUijakt1Xl8f8pczaOgLJ581WK+rkgZ6LQZrnPXnui1h+VH2ykLKQ1hEGPHHcoFn/HpCCU1v/jbZZQUfOdZjyhURMLGSDsblqlchLJxpKRiGYqWpmRnAzML9gDcjt3zcg/On+8bg/pKSQ5ylevAapim6L6KYg2V5AfgzqJ3O9L81tfLXFz0QGX0RAnZ79rpDX3v8cDhc95fV+gZKvi8UUvM64/HHir6rGhjM0MGLEWqNUma0ZQkcVg76fPj723xK591aCYWSIs4lQRCZItSM6AoPWoi8gieZvKgTrNEM1tIZuiZATzRkCQQK0GUSFSk+jJgz8uSLQbVN4jZVoRtxUxWYqZHY37lpxtEkeA7z7pIKWj7khPnYLyaUHS6pKmi0Xa4dpvNjbsCbBXnASnNVbbBNe1ROGMk8zWLx/YlIBXzjZTHXpJcXFIUSg7W6vEu9XrMS4dGeWnfZHaUhYJdq2HrpMaPNGGcWSRhaLq/yqdEqQyABphph4xNLLJ+rMm1O0K+79YQacHP/ecKX/hakdC2QFkgXVAuSAelsgORytZgEqxn916z8cauMxi31mse7p/0NeQcVJdG76EDq/oSYa6YKJmDW/Z83zGOF/L5bzl85svVbFqtY/fL8u7w0Peh1q6VCaZ4XbI5XPS4tPDRr2YOy4RDvDsDTS+KDqrBqRq0tSXKwrMt/uaHuhw75/K738gUFS2sTBvXIqcpmU8lFRkl6cmG2ZB8k9MVMWSDzYcDpdk4iSQRJCpTzVScSXcrHMD99z+k3Q+NwcgOsY0o2zHvuyfgc18v8rafGkdZgu+7JeLa7QmToynjJZfF2jjGiKyl0B7kTr0DxzLlRBBGCj9QRIlg/UimsOyejvEb/7/2/jvesvOu7sffT9n1tNvv9D4jjbpsS7JkybLcu8EYAw4hgQCmhNC+IZBGIJgAIZQADtjGheKCm+QmFwmrWdXqmpE0vd+pt5+2y/P8/nj23ufckRw6NuS3X6/jOzMayXPvrPs561PWWl26meHYvEGfmg05fbZGHNT44Tfk9FOFxZJkgrPzkmOnJN2eKe6EByoZv3CJCjxJGAjiyDA11uaay5bZur4Hee7eVqKcd7y6yy231egb5Zo25QCulaKmoK7skHe38wMMdekyVTrBDkx7lBpk2FeAK+9QirV8ucFccVAlTVHJh6IGi0tB30uZm4dPfzVmPvEr7l1W79LTZUWkXjULH1gsCCEHfi8VlXse4v08zeawjURJS9QK1yuJka7RNNKQSzcXT1OPRpDzbTctc8vXYmaXHVVJjaBnJJ5xTaYSDujlhnOYi5c0RMrSH8X9XnfxN7jmHA7AKkgqoIrPpWiShxZXw7I8cHuVbifnw1+KOHkqwAYe7/3sCBifDWstL7kgYKouCENJFJTekVSKLK2oRtTtLhw9bTi34ETw4DzPx5qWC7co6k2Jnjnnc2pWspTNMzoO3b7vQCAMo42AXn+y+oR16c5aOK+GnqUeGZr1lPFWn8mxPoHX4MxZH99LCLweoeqSpWU3pguA+3hKUVeWmsZV7iJxoTKmL1axvjcEbl2q4wsBcXUpOHRncl5KW8m7HZhL7l0udtzG0pMpfpzwhbsCHtoVO0tm6SGkHlTv8lXSsxUbzPNpiqimPN+oyax4OANqMthkDm5TyutCZWQh/HAzcWkkMleoXJFJjZdrrr4o4fVXtfmzLwTg9bFC0c+ly9sRBm0gLZvLouHMpaMteZF+VlKYLC+NegqenpWUsBjPSTk4RSiajeGpS7WlHVrqCWlReQ7C4HkUPtYRQoV4nsd8V3LHE5bVrYzJJjQjiCNXRN1aXq4ockkO+062aff6VSR8L81Zu6bD+vGEeiNH12Mgz9m7H/7Hh2uMxIrYszRCw2TLIwoEkzVnbh8WJvBRmDNSz2jVegjRB9XnyYOGZ44rbrhEY6wmCt11sW/S4gRDVABXUhEpqGlLpBlU7uG4aU9UXt6lWWblTKVLS4iVB1XqfLAPV2o1iBmsJifSATzwE/YfE/zJrXVOLQfOLEV6qMKWeXB3MpigDIP6G6p4GPzlrxAdn1+9Oe+jXUlVTOkhLgWZEchcuuotHReX0uXvTMYZ3/e6Nvc+GXLgrAKRkAtVVHHhzIKKb05VcHB3dWjdwkdY8nJeLt2Ps8pUVTjdpxw2XJKDm5PhkeLQGTTF5E1Ki8xy8lI8KiQID1RI6PuM+u4b+9rLF8jSlN37IyBAW0kztozWXLyj83OHMFDUY8XlWwOmxiy1yFnsjTb6PPiM5PS8QCiLPnRGsjgfMD8/xlQUUw+dIXwcCuoRrJnMmWilNGoJtShhpN7H2j67DhtmlgxPHdQ8vi9ids5j/bjPVEMxPdZDCIunUzCqeJeWIDVCuliRmrKE6huAe8ic3i/NMtXAtGdgg3zenXdJQ9R5L/mNNpaOmiQm4z2faHDPo7Wi8fWruXcgByGpZRLzc4Be8vHzTmWlHObgK2v5QOEiBgZKxq3Qy8mFsg7YUsqKL6tcOvCVI0OpHdCznFT6XH9Fjx/+zkV+8T2+o5tC0899PCGcd0s1NrTVsmf4lecOzHluySTuNqiiYQXIh7+pKZZCQlI5Xw131dXJgEWKHM8q945lLEiNVpqWB1NRzkRL8cYXeqyb7HN6cZ7H9sOuQy6948kDIdZ4jMTQCi3NMGOsmbPGapZVDZO4sALSOmNhl41TOZMTffSJMz0i2eZVL1pgouX4lBBuLVuLMupRj27ax/P67D2e88XPByRG8djeGr2ejxIaH82aEclkw+PUOUEtMsRhH2NcTMlyT2CEBuGhlCAqokUC7eKkg+HkBW/A7z1VusCKIWoiKy5Wxk8Pfjx0WDX8Y+06cSXLY6oBPQmChNse1dxyt7uvJnLV25Puz+lJ6+bJQ8dV5xvkDA6tRNFoDhYQK2fhzwPy81b1uSmmNMVixW0d3SsvwC1zSy7dhaHKDZksq3hOLVC85foet32tw20Pe6ATjFR0jS5W+BSiiKKnEm58mJU+gBJEbqt/nlXVt7SFO/+gzDonLWEqLj6Io1GD6i0NOtdkmUZoRT1yI2clBZF29smrR+Ds2RHGazV2rG5z4doO8qYenXSZR/dJUgNfejBm79GY2dRj/1lJ47glDgW+lkgsRghqUc5FF3dZP91GB1qggXa/z8K5WTLjFVujzJmgq5RP3BEyc26UNPdYXPZo+IJIS8YCGK3BWFMy3tKsnlD4fla93Uph6fQt7/lMjeXcRwQeoRTE2riKXYDbKyp34A0qt6MlsngNzDK90vqhTGwYvi2pTmFtpZAfbiiHj6m0dNeCCx3DF+6tsedU5Lpa6SOlJDyveg9Pa4ar9gq6smKyIlaMCCv3pmFdKuUipazcxcjOiOLn7i/M5AIjZcGTJbJY4UspHbiNcc2mNPT7Odumu7zuujYPPhOymLqxYSYk3VwWDlzDVXyw0cyK6j1Ini7uV6SpOG6ZWDH41MofSVx7qarP2717DXsS5ujco+YrfvDNXT77kMt3Lxdj/dQwc9ZiCTi36DHeqjHS6FOPEm66pE8U9rnxoi45i5w4Z/nEHTFIH6EkoLDGIkxOt6dJco9+ptGjdUWvrXlib8TuY3Xmlz0y44KkclOIeIUgVNDyYcN0EZYaQBxKapGiEStaDcl4y9KIXPKvVi4RbW7JcPysj5U+npIVNfGVLRylKPJzRBUx4unnNpeeN2S55hXaSm0HguFSnVNIzwar+aGqLYuZt8zxvARI+dNbI957SxMrvGLurYvEX1e1y81lmQ25onpXwBYMn8s+h48/T6u5gm8PL3mGBb6F8KCs4NJIVFG9c2ORuSq4siETBqVcOoRSGT/8lg4HTvq85xaPNNOOqgjpxoY5K679hpdVWT48+iyrdnEYR/Fzyka6kBEWjraisIor5XCucqui4dfu6641xnisGesz0exzasHQzzW91N10zy4mIDx6iWZhOaAWedRCQxzlxEFGFGSEQcamiZSf+84MpZxGtJc4Wd9iW/PoXrC5Yn5Ro1eNWs7kGskIL7vE3d+emrWcmjX0kiK2Wbt1qF90s2UKmYu6dly9UTOM1FOa9bQQRvTxwx7v+3jI0ZM1hAqKOL+ycpd8myEjzGFgl6B2tGTQcBZ2DwXIvWGVfPljnVci4uF1vJOkFUqdIOHgKfjM3THtdgA1v2iAZZH3M7Ap1s/HuQUrxoUDcIuht++VoofzET5Y9Lj5c3mTbc6/D5GOiys54OQldcjzoopL497+hSFJPGr1jDff0OGLX4vZf8p14EZIurlykyBTHlwNjQ3LhrCgJqJoPAXlCNQUn4ustorn1/GB0I2ColBRFKfK8uinPhtXJfzIG+b5pQ82WUo1y4kg7LgLwTxP6fYMC8uqwJgm9DWB77s4x9K7XbvlT68vmTkrOD3nvoaNKGG57XPijI++cJOlEcHJU4Zmo0egDDkBTooqCk+RsqrKwo3VnUcHniX0c+IwJ45yGlFKo9ajFvUYa3bYdyTnyw82aJuYIFDUNQRF5fZVSU3OoyV6mI7IAQdXK80yK0+TopIPm/aUm8phG4iyqVQqx9MpaZZz20MRX328BqEPYtBYhgU1qVJ9hxRCpbn+YNkzfGk53GwOOPkw0M9f0zvn1MKPxDrnV1nch8hiBl1OZZweVRa0wZLnhkxKRK5Q0pBJg8w1mfTod3Nedmmfl1/d5tgXNf3MhXglQtDN5dC4s2gC8/Jq0HHw0k9l8I5UXjuZoXengZzq/AkSQg6aS6mKd1SNTg1J4hN4Pq+6qsfHvrrI7iMBs1qjBBjrzF07PUMYZC4czJNVWJjvOerqiqAz7bcIzi70ObPUw1OWTi8hnFXUsgi988r6wtk7F7/00D7/zSZzX9SppmTtpKYRyyqMyW2V8sJHuzCIL91XvZzAz4iClDjsM9ps0046fPj2gGePNpFeSE276l1OTYanJStpiRxwby2fY3PsnedKNQD3MMiHD6nMkMbSVW8v7HPXI5pf/9AIuQ2qlXzZWPpypVl/RUuGFPsrBM7V2YBYSVOGpirDLWZ5j2JcL4YsxoKlsiYXFLfbopKRyWI8KIsxXy4luZCVJ2EmJVIqMmGqsWGocn7++5bYc8zj7oc9jFRYoegJiTYCVZ7OlpW7BDnlUZ2odJoUFnBi5WdQVeyVNMxRFSlkYZdcWlmUt/8+nheyfV3KylHaWwAAZ29JREFU975ylv/5kYBzSy1yq+jngnbicOJ7Fl/lhSnqEI0dKoa+p6jHkk2r4KqdkBsXBLAo1ZeW7diC/pV3PXg6N/JdL79EvXm83mZhOcaiadYN9SglDFyFbtUyAs8pXXydVTPl8gucG4slpx736CRdfv+THu+7ZZylvEEjcncmkTZDc24qcPvVq8jL+Ubg9iicX8+zXFMD27UBF89R540EtUrxVMLxc/DezzY4fDKEuJh5K0kkXcRKNRZcEdk3uIdXVYM5APZK+lJePA69nmeCMrBrG+ghjXAiBFHMqYVw4oS88Dwpt5qyyKF3Ew/n7Z2VfxdFNe8nho2rOrzzTcscPOxzZEGBVOQFVfGEQOd2iFq5pnL4zKCcY7tCXRoHlb7j5d348MGNoDQYGpy3FlU8cTRFKx/ZM7TqGT/45g6JOcXvfVxwdqlON9LoZQkGVBl1U/xdBAr8YovequXUAoi8jHokmV2QWGLOtg071mtWjx94V5buP63HmwlCSLI0p90TbFmXMN5qE4UJcZgQhz2Wuxn37VbI8p5DlzcBpVGd5dItCRdsSjm7aPj9T4S8+5PjzOVNwsij6eEOqMpYbG84gHUQ5fd/rdwluL2yOR328B7yExyyfnDWa0XlVk7fSZjyJx+tcfOddWzkgwwQyjWWoSqoU6n+Kfi3HjISGlTylS5ag+vGwt12mKKcx8OHlzqlasrkrgrmZb6NcOepDiQSkRsyWajjC2CXDWAJoEEeji4mH4ak4/OWl/bYfWiJ3/iATyJd1mgqJG3jvmlEseypUjYrwfewdfLAihk3kBt6PypFDUMVvKz4Q73IyjQ+w3InplU3/Phb2yBm+N0/H+fcuYhNGzMu29KvXAZsMb7UUqC060Ee2BXS6XhEviYOLA0/Y7whWT3p7N9OzRbOuXPLTkbmK8VEs8/du/psWddjrJlw+8MBRmiWegH3PhngSWcSpIq3You71+0lGdvWz3LBujYnZzV3PNxiLm3hxyFND+rauAOqYXCX4PWGmtchcFehUOWM3DMDH+8qQ6es3nlVuUve7Q1Vbk9lxWVbwlcf8fjgF+uD6G/pXKoiZYvczfKG5bnjQV2kR5yfBVSBWw0OwKoqLgcN5/CCx+L4d/nkQytvgavYiCFbDCGKZrDk97KyaMuFLDaOkkyo4vJOI4UhFT6Rl/OvXtvh/icCbn9CuhxSoejnmg6iSq4TwkJenvfaIQCXELfF5bQpVD+lK1bJWgYgL2fj1bZTWKRQFchVkdez1Ilo1g3vfGOHC9f2OTWn2brWsnW1R6dbcxOgosmVBd0UynDfU23aPYEVhtsfDphqWrauVjx9sEnoS0bqgiy36McO5FjrslFaUUygAj51T8yBU9Bb1sRFfuSoJ1xMXjVNcJ90KuBY23DnQwl33S/JpI/xGqgopO4Jmp4TLEQFuIOhfHhfDzUQXklPxBCFef7K7Q/7eBcczdPnRY2o8sdp5S3YTQzvev8oB2cirO+mJlKpaubtV9RkZe5mFYlSprdJqqOzwa+Xv+f5+ThD40JrC/vL4Vvw4QIoRHG+6cAuDM6rJC9BUxw7iQLUxTQky9UQXTFIoV0V7+dsXtXjP/3AIvf/XMBy4qq4QdBFF1V8eCpSgnoA8lJ5RGV6Wtoxy+LHJTOXQ7dksrJvXmEHUlZxUdpWGOqx4a03dshVB5uGHDuxiqXlUbK8VJa58+dyK/3CLTm+nxL6fV52SY8jJ30OnRjh6gsF66Y71GN3PKa3b5omzTVTjXmm6zNoPyF7UnDuTI1tawT1qBzbDfSYopj96iJU9Y3jfS7YtMj9u/v85l/UEF5ArCVNzxB5xjWWJbiLj74n3bhxiJ4EQ5XbgdsOPipTNbhaD4HbG4DbG7I91l7qDOuL6p2ZjHd/usZje2KsHFATT0JUjAV1VcGpqrgaXtOX4B4+1VVlZRdD1EUOJipDiv+Bif9QIMCQAVK2gqWLgfVawYtTKKYTIKRB5K5yi6qi26EKrlZMVbIs58rtCT/21kV+5+OKJHPjnkxIOnkx8cgGSxzxfCCnlNjZoR6iqOJD704r6Eo5G6ccGarqnadKXlMGnbiboN/5aJ2vPjHNRdPjrGqFlUxRqUGPI4TDRKANjThnfKTNoVM97nkqRRjNS14wwcXbYrrdHP1vvufVhGGD40e+zp994mkePzDO6pbPNTsUjdjNu7Vyb7XDbYRUDojN2LBlreGSrYpOYkC4+4KatsTaEhXhqtX5azVHLwGtihcFfRnE+ZX3wG7u7eiH+/W8aCjzFfx7kIJW0JJCXxnEKV/5uscHPtVgsedXFhBKFo1luZIvQO09Z2oyuKZUSqD0oKrrspIrd0owaELPoyblx+JScKDptZUsTKmVFmjOeqKcahRUJYdMiAFNKZrETBRuB8UCSBUeM7kwZNIjzdwo99+8tc0jTwfc9kARqS4kiQhoF3yfzGKH/tR2SGVf2R7b4Tt2J1K21qxwkrVWVAdYVI2pHOBHDqiK1jm+52Gt5JG9Ne58bJT2OtgynVCPXQp1eddTfQtJ0EoR+ppGzWeslfDONy9w3+4Oqze/jq2XXs7S8jL67KKmYRVPHwmZnWvxqisCmnWYHs2Jggyp3CjJGOHskTNRzW4D39CIUyZG2nheQppLUD6RktQ9UyhyiubSF0UFHwK3rwi+Abh9bQbNpDdsUp8PTDKHG8rnTEwcPfH8PnuOwP/5RIP9cyF47piqpCZhqdRZUamHhQ3np7YVFft5wK2GOXjxGp6Y5PnA42/YalgWniTGurjD8wp5UcWH4heLnHkXkV3cv0hJljn9bC5c9RZSOaNNaVDSQyaGTSM9fvQ7ljh8SrPvhMAK1yAmeLQZgBzEeVtWuyLIoDoSw82uByAvb7+H1fTFt+t5TXGpmdVJjuf5pJmPJw1ZZji1qPBkTj3K8bVjDsaUBp2Fkq1gEpFvmRqFVn2UdVOLvGBrxprxnF4tR29eBX4guPrCjGB5gUcPJOw/IHjNNV38WBTWx6C0YPsqgRA+7a5HbiQuk77PaGuJo2f6fOb+UbQX0PCcprKUnIWBIPSFA3YgC5A7R6TAL8FdNqCDCG2XkzM8DsxXjAEdzzbFdrLcUrpZt1YJQZhwdtnwrve3uOXOuuPdQzPvUA6mJt5wY/kcajLEw+UgFuV8cJdeLeWMvJJ0FaNAY8FmDLKM7KA6l6b9pW/hgI4XVIXBMiUrgZ6LYtHjzluzYi6eDQFIFjffmTTINEdJj7e8tM9Sb4Gf+x3N6SUFoZtU9IvlnsH9OV2siS2cfsuBma2cYUvTfqud10kpkl6pM5UMzD0K4Fc0t5QTenjap9sPedOLuzz6zAJH58axVtLsuHfw1AiW+iBkwurJDCEHDrWBl/LCi3qcmvf4zP0erQ0huhmysJShpfRo1OJTz7T9r+w/ufZV7eVlOl3Jb33Kw+QGJSDLDIGX8qqre7z6qiW2rlW0uwECSy3q0e61+cU/rvG5hyZo1RVNvxAL+zhgFyNB92MH7qqiFxvRwC82nCXAvZVZOdUSRw3cqAb3JfmKUaCLG0nJRcrn7w/5y4drjncXUxMpJaGwFTXR1ZTk+au3VqLi2XoFyIsLRyVWCDCGF0Ili00zqiS6NHNVqvKQKv6brvoVxkh2wN0rN9ihjaGjJYNmNssLcK/4KJFFNVdSkQkPkRqUznn5C3u84dpl/vzLiiSjYt19tBNZKEtkRQFy0JYh+ZzFK0MNtKvmXhU+BtaY4huj9AUvKrkt+X1BVaqTB1e0ltoxr78mQepT/MTvaY4ttqiFCoWl3c/YsqbNa6/q8NqrUjzlkWbumzjPLMdPx/jK55VXjzLRVF+xIjwlRRf1G7/5e6y/8NqF2WW90O7Z72l4pxBCcOxkRMuLGA0DYi+g34+4f3eNvTOGS7bMs3G6T+j3qdeX+egdHu/+1Gr8OGYyglbgzh/jQBAFgjgQhIEkCBShr6qKHgXOEizwLaFvCH1L4JvBy8sJvRy/+LHnuUMu3yv4tpetCIpy3DvF8xKsSvjc13z++3tHOXQ6giAAGSKUR6gEsYJQUSwPbHWZOJBGicHHQuysddlYO2B73gDcw9mbVbjsUJOslTPyX+7kLHedx3aWD8J0h4dyJbJXrvmHD7kEwyFR5dt+9fYvKGbiVBOLaoJRZJKMNzJ2bks5dkaw74iuptoISW4lOYKcId9yxJAwevjj0Fyf4UZ6yIMRCjfhoUo+9Lmdf6R2yZYuR2YSvr5L0zaS5cRw4fo5fuG7lnnl5XW6nXHmF0bodhvYvEboC545qjh4QnD1pevZtLbxM8uzex58wQtvdN7ncdjD9wyBTjl4VgMhr3+hZM2k49DdRHLynOTACU3X1Gh35txkIk/5izsUv//JKYhqjAfQ8g1xYIkqEAvCUBH6ktBXjqb47vwjKAHtWYJCLeRy4p06w/OGcnL0YO3uJGemkp7JQjysim1l4KccnhV84JYGew6GUPcKqZyHLtbxQUVNhseCA479fNRkMC1xoFZD4F5xKzOU/1PaNJfJEs8eNcwtlHEqA/G21q5y63L8RikmOJ+alIdRbvmR5eXdtmvEclnKzcqDLKf+ycoFUG7JhaHf97lgU59//ZZlvr7L5/BZCUHJIgyZ1eRSkkhBIAW+sQTFlaWXu5Gqp9zHbDhrx9iVwumhBAhjZVXN7dB0yTWc3gq11U+8dYnF9mk+fs8kaR7SiCR5OsYDu8Y4eEwwM+tMpwIf1k5oxkdy1ox1WewYTs1mpE6k6QD+imu2EQQRe8d7TAZ72bR6ntOLKfft9smMZLKZ87IXWVYdGkeImMnGGGk6x8m5hN/58Bh7T44w1ZSMBDm1wFILIA4gDt3FYRg4cDuQQ+hbV7k9i+8bQr9Y3PgluPOiSpebyJUGPUrmSOEWBbL8eSFo8HTCfNvwvz/c5K7HY4ic0ALpIYQcqHSeQ0nsc7aVAzoymHvrin/LQXUfAvcgGtwU7zyGMMiZHOnhhx0O3x0zezZkqmkIfTcWNbps1MTQQHxguJSJwcGVuzspXGKH5WbFpWEmi3FhUblzI8mycj7uZs6Z1MjckHQML7084SfescivfEAx3ykQYZ2WzVpFajSZFO5+RYIvhNPQGoufQ6bBqwzth4KpqlwmM8TL7RAvH6IqKzi5o6LrJlN+6h1t7numwZGzDU6fHeUvH1QYDE8f73LDZUuMN536//5dPifn6qwfD1i9eSvNicvodrsDgE9PT4G34bYjd3z51x94lv9w5+MSKSIOnfRAKMabKefmUmxuuWyrT7tbI82WePqoz8mFJo1IMxYYGiHUQ3cnHoeCKFREgSIMpAP6CnA7YAcFCNzBlgP0AOCuaSybSC0zpMoLi2X3lyWKj1LkSJWRKMMf3VLnjz/VYNl4DnnSfR5eOTWpZt6cx79LUD93NDgcC66qpvI8cBepyYE3AHYYZNSilIlWm3Y6z2JPcWo5JvBK3xGqeA/3lIuRwY31sCVFNnTl57STohILO71mAfK8bC5lcSskC16ukIWVQ5Zpan7OD721zek5ze/9uaCbW3cEYzNHknEHWplwZ7n9Ym4eKkmoLFHudLVpDkHuPma5HarqVDYUJfAHo8Ui6W14/FwULt/LmKqnXLA+4eQcNANFmkou2WbYsSVj7WjEWEMhZM5IXZLbDr7vYdITv371ld9x21N7Tg4ALvyN/PpvvKsjpDw03hyBept6KLlwvaIWWnp5ym1fV0w33GhICEuWZ/z5bQ3O9SPW1izN0FILnXwoDhy441ARBoooKPh2ybUrgDsqEvg5gefcjXzfHXP5nhvz+Z4Dua9TlEorUJcVrjysFlisZ3h6n89Hb6uxlGonzZfO17vMtPSHFPIDi2XLYO0+mKKsoCZDzaUbEZYi50E8oVdW7uJzCoOcKMyohSlR2MPTCZiUdt+ylJQ+i3aFY1i11i7eyOVQc1n5RBpRUBPI5DCPlUMqeeelokpRhJEFsE3xaxppDGmWUw9zvvsVbb5yv8/je8Fol74m7NDkujqP1OTCY1l5dJQi0IJaLoiVJTYlXXGNqMnPoyyVg+6gkrtmWlYSNyl9lDJ4XsjESMg7XtHlnt0ZxiqEhEasmZrIuP2hgF4vphaC1jmhr5kcrzGiFw69949+ufPDP/KLA4ADvOo1b6IWhXz6K/fy8S/cy1U7cv7lKw0LvYTf+4RH0m2warOiWcuYGu3ylYfhvt0tWp5mNDLUQ0s9EtQjSRwq4shV7yhw8SdRBW4H7LKJDPxB4xj4qQO3nxB4bg1rSUnJeHiv4NycQCgBQjsfa2vZsiHjgo05gWd5Yq/Pj/7aCE/tC7C+W0cjXCqDFoVx5tAhlXq+13kz7wE9kSs+DrSgpYRuMLP3vYJuee4bN/ATfC9FyQxhc7q5pZO6467yCnG4URxea2eFRbAUkkyKYtFTgtv9XMpBLEiWF3SlAHsuSxW+RInCZ9wolMkLkx5Flmgu2Zry7v8wzw//6ghP7fXxfcEFGzO2bEir5DQQCKk4M+exe29ML/fppiF97dH2JHUjqOWuqqdlelrBy7OKxphixGgxVrlX4YyFFYVOM0ArQxzWePFF87z6qgXuf3SKTR3DzDnNlnURr752lt/6hKHTDvjeVy+wc12XYORlbNr2CrK0C5wH8ImxEfwg5sotiuXLYHy0xsmFWf7sdp9ep8EVWz02rLJsWNXm9MIyn7q3xnKvzrq6pRVbGpGgEUlqkSaOlKMpgSAKLFHowB357m078MtXVgDAVerASwj9hCjqg004u5Rzy90ej+1tcNujMSdP+8XbpgWbk5ucS7f2+JevbfPSF/f545tjnnzGJ1eiALc7DxWF7bFf+JpUd95iZfUepipquGqft9iplkKlJlQPxBfDYbK+zvGLJZRSWXF84txSe5kLzfVKo6Lckha+I6U1XFas48twVynL0SAFHSlsHgpvwSzHNZW5A3YlUpZmha+hkqYAeeHXbiQqF1yxM+FHv73D+z8FN7y4z/e9tsMlmzNne22KUZ+0zJyWfPVRj8f2+txyd4OZxZhuEpMEHl1PUs8d0LPckuqCsuRlZKATcZT7FZd0XPw5cH9vbhEU4nuGiZE+337dInuPxBw6XaNVy3g8qnPlBYIfeuM8f/5l2H94giMzGVdcOcoLrx6j3elWhK8C+EJPUFNq/5HZ8IAI4i2ddI6/+GpE1q7x4p2anZstOzfP089m+c1Petz28DjrWpLJhqEVC5o1ST3W1CJFLVLEIcShJQoMUVG1Qz8nCHLComqX4A68hDBIqIU9pO6z76Thnsd8PvaXI3ztqQZpGiACjYhVYd1ssSbD5l0ef1pw+Jjke09L9hzWZLZ4K0VUHFKJ0rBnpbfJyh+fB+zqwEoyOKySQ2ZDw3YVw/GEpnoNq4mkMhXAMYa+USS5wC+qncqGLeHKEZ+oGkZhbFGdh3WTg9DWrBAV5NL5p+Rm8HKmQcbFogynuBUxKVbKIicz54JNGd/35i7f++Y2rZqlvxSSpCF57ubjAstEI+Nfvibje17e5ttu6PDRv4z52qM19s7UWe7H9AKfri8KoBtSM8TN89IOzrhvxPJlNDZ332xYXUxYIpRs8eorZxHiNL/1sSkeOVCjnwp6SczFWzRvf9kSu/bPMTnS4MoL7IFGi/1xmD8X4JduX89Hb771K6Ot0Q8f1hP/+aFdPTZPx2zbKdi6rkuzscj+Ux0+fa/PXY+Psb6lWdU0jNQErZqkXtPUY009ktQiSy00RKElChywwxLYBRVxwE4Jgj6Neg8l+hw+nfPVR30+enuLrz/boN2P0KFHFCmC0vgSd2jXyz3aPUG9lfCO13T5jz+wxFcfCNi9x+dURw84YyHL8iqQDwS3K9Q5avBRViexww1nuegZ2nSuMB8ayt4cEkCXY00hcqrJsDWkVpAYS5oL0txV8Swv4rhLU8/cVNvJ0p8kl7IC9nAcX1nFnQXbgJ6szNw0lRVz2eRVZ1XCcmZJ8b5batzxQID0DP/iVQnSRCx3a6SphzFlXHqO7uT4Xsp1F/d4wfYej+7t8tHb23z10Tr7TzZY7EX04rKiu7uktMjDTHN3Zp3mgjSzQxVekVuFtaqKk6Tg6jdevED/2+a4+Wspz8zEnFoIOHbaZ8f6Ua7YOk/YGMP3Rz6867F7v3LJld/+XIADaOlhiW69Yqt4087V4vJOf5lt67rMzCV84j7NU/tHWV4OuXBS0AgN9chV7mZNU48VjZqkEVmngA4NcTAE7Kpqu2i+wE+pRz3CoMveE4Yv3O/z5QdGuffpJu1+DS/0aLYEkSqs3coo7kJdspRKDvUUb7yhy3/+/mVW1+EN1/V56tvb/K8/8Ul0ZauEgsry+HmrtxBD14KDxrK67y4bSzkA9spYQgovltIezlaKJ6d6MkUjOWiKM+PWz1nBT7PCGzArMudLg0xVaC9L858sL3LoSy5eqvul+/dXArsEt638xY0qrI6HfAMFkCnL+z9d53Nfq7HU0fzK+zWNcIG3XOexsNSg23dWyc5vJneqLp3T6QVEQcKLL+pz5fY+Dz7T44sPLHHrfU2eOd4g9SI6oUdNCwf0zBJl0M8sYWZJPEiynDS1BdjBFFOe0gApyRQLyyGXb+yxebrHE4cW+OqjPk8eC0hyy0N7Yi7cVnv8pS9p3bqw1GUFpod/8rY3v5Lfffd/vlcIHl5eMJe3e8s8dAD2HWzQ60asG/OoT0O3l2KtoBFLmnWPZk3RqEGzZqhHObUoc+AOs6Jqp2464jk6Uo97hEGPQzOGLzzoccudDb6+v8lyL0YHPs2GpFZ4hA80nLZaLmglGM0sa8dz3nYDjEY1lpdzalGP739dhy/fH/PI/hCr3Jp7ULVXphKv8Dp5HimaVudRlKpqP4+50BBVqWJSyhGmHFaku1FgZp1PYFbZFTuwq6GZsmsah5Yh1YlpOfsuQV02l26ConIK1ysHdiMFRjlTfXseuAGksjy+1+P9n6+z1Ashiji5pPjoHTGrRxTCNEhz6aYbylRjXDfK9UhSn17fJw4Tbri0x4su6PPG609z811LfP7+JgdONEm8gE7oEXuCeurulKLi2jRMLf3UkGQlyJ1DgKNRmtwI5hY9Or0atSjnig0ddqzp8OyxOc7NafJcUwvmHv7gxz5/78//3K99Y4ADNOqbQUi06fD1p3ucOldjw0TItgsVW9dlzHV63PZ1aHoezZpmpKEYbUCrntOIc+pxSi1KiYKU0E/w/aKJ1IWVRNBn5kzOx+/0+fTdIzxzuM5Cr470fRoNQV1DrE3lNut7FAAvPOl8QehL4kixfb1izcgEJ8+1icM2CJie6nLFBQmP7KHaAg77flTURKxUxVcgV+UERQz9fMgLcfh2pWwQ5SAWpTTYV0VqXPmxGmkWFMVYQ2YluYWBJ/cQ7cjLFDQK3l00n8Yic+OoSl5U+gLcefnzaqoy9MrdN2wF7jLO0QqEtjz2rMeZ0wEEEdqPGfElp0/5fO4uzda1PvXYFr2UGQwJvBzf0y4N2nOWEJ2+Txz2efGFPS7f1OO7bury6bsX+dgdTY6faZDogCVfEyhJ7Dl/yppnqfmWXmqKmHBLllmMdROwWmioxYvc85RkcTFmy5oG29bXuGLTIscbSzx1sMbO7Vsxxp4P5+cC/M2vuRGlVPLZz59isp5w4ZqQbesNm1YvEkaLfPFhRbs7wpqWptXQjLcsY8288ETp06j1acQ94rBP4CcolbLYzknzlIefknz6Hp/9xyIeeqbJUhajPJ9aXVIrzTi9wjel2AgGWlSHWWHhxVKLFKNNzVjT0O1FLLVNYeaTolSCFsbNxd2EdUBPqspth6r1eXffQ6CuQD48YanoSOlgy+DHQ37k5cLCxTAOeWkXBxvWQmYLimILirLCfH7ItzsvYv9Kx1cjhzwEiwZziINnhV1yrmRlIJTboWjCosGsrhaFJTMCi0Yon5qnmIwMTQ9mFyxRYBlrOvV6HBh3S5RKUt8dzqWZJM0UaabwM2fn3O25in75lj47N3d5zTU9Dhyb5RN3N3j0QExufeYWfRakRmpNw5eMRYaRyEWFu+iSwucklkyNS1rNJe59NufQmZCDM5pt61q06gEb16/h0itfk+R5/lcDvDUyivbHfm7zxm07fXPuxnq0yMxch8cOJXz10Yj2Yo0NY5pV45qpMcvUaMrESJ/RRodGrUPgt9l/ImPPMUEQ5KQ5vPezdWZmFe2ex8JiRK4CrPKp16Sr2KXx/fA2sDICogC3W/nHoXMVbdack2yWy+oLnOdeZTNctOGV/56qtIAD057n6CrVyoayUumc72QrV1KVKj2i9B+XxgkOpEUJU2wlh0W6LjIjK3xQymVIVpjUa1n6olClKzh7NVtw70L2VeTQS+mU+KUjrJukFBVdlRk/pjKmX+HdXerjpazMUQPlFFSla9RyO3d9gXUG/FkOWe42o2me42eSIMsLkGvSNMP3NEnq43sBYdDnmgv6XH9JwhuvO0e3f5bjs5o//myNJFdoX/H0kRoHjtWZ7XmMdWGib0myHGtBKY/Qr3PT5ZYX7Fjktse6dDuau56M2bSqyZtfv+POTRvW/dz8wuJfDXAvGOfee25bkqq1Z7Errv/KI3317OGQLB1hVUuwfY1mzaRm9YRl9XjC6okOrcYi3bTD7Y/nfPb+kMMzo+w/GiOlwgBdY8lxTkcqdIkO8ZBPSgVsNWTCqQeq+8Bz14hh4Laj7sbF3a9IaXiu0Xolghzi3isbzYG9Q2mcP5z5MzT7LumJHFCUinsPVWwtDbK00Shmz1X83jA9gULbZcit0xYYI8isixoxRTUvM+dzWfDywn1KCeEyLfNhb+/y3xFDNEdUfuJuo1g0m1WezuB2e6C8cV+5InrUBbdmlm6S4/UKVVcZL25LY3xBlhmyrCw0ktRzBSfJNH7mqIvv+fheSuxn1MOcyabgd37c6YG17rHnWJsDp85y870N7tvd4sBcyGIP+mnmxoiZR6fXZNVEyPfe2CExXXYdWuTE2WbeqoV77vjqbUs3vfxVfzXAy6//0vLSjy10a1f5tK649gKNEO4ycLwlWD2RsWaiw2hziX6+zK0PGz5zX8RDT48gCBiJBBsn3RloNxUspoJeLtDCgbqs2MHzANsrIlS8wsLNLxVAvnSb0VAQh5bQd+eoWjkQlf4dlYOUEAhkMSEZoiTC8rxz74qunE9ThiYnw+PBip4Y1ArKYga3MgXI5dCfq6ri1pIXVTyzg5uNiqYUXiiyaCJlXix6KttjW/zayvm4Kjm4FGSqbDjFUDUfpLbZYlyIFSvDOykit4txXj+x9HTuZHgF/Eu7ubz45styQZq5FLYkU04YnuaFHNEB3c9SPJUjCl/zXj+gnziz12aYccPOLi+9uM2De5a55b4a9zwxwp7TAbPLhvl2wvySZuasTxT4SNGgUeuzZV34ZK+39GNR1Hg+KD8/wF9ywyvZ9egf5tPjk/ZDp2bZvj5DyYA4zJka7TDaWqaXtblzd84t90Y89HQTXwZsGoWRyBL7rjkEwfFZQ7ak8IWbgkRFA+koSDEZ0VSe36WQubRyKwFe3pFHAdUVotsQFo2cKN76lUVrV4eEGLIoO593r1DDc57tw2BjWf2e8+IIy2lJufqvGstimTSYXZtCPDx88e3+rK5aF4AeoisraYkDmhTlWt5tBIcnKlIMmssyjSMrUxykrYBtyhiU8i6kyNCx1sndyA3Wc9905TtJmgnS1IFcqQLkQg7iSkzpeivwCoB7mSFRFt8ruXlGlimyTOH7DuTGShaWIo6fqYEVBH5OHDrQXraxwwu2LvPgnpPc/LUaT+6v8+wpn9lly+RCRhQIpDJcvj0lZ5195uhi/tPvfOtfH+AAqza9jSRJaY18AE8foVWTbFs/z4FTS3zmNsn+EzFPHaiRpT5bRmG0ZqmHFJtMx5WbNRg9vciRxyTYgFgPLCTC0tnKE9Xozysv90qXq9JWwpeuwfQphBGGYMjVylVRdy++1LacnPdBuQOrKp3hPHpy/gKnVOhUtyblNWHhqlR+VOo8ilJNTsoqXlKVwXjQ8e/nBvNYW2S320FzqFfQi0GGTgX4av5tV1TxcoKSCUdt1FAV12VChBGsDIgq6EqumB4x1OopncSlKafFiDLJLf0MvMygE4qlFTjznzLH0/1eTyu8zKIzJ2f0U4nnGQJPkvk5uXFvYX6UIWSXJw5GHDzi0awJ4sijHlsaUciZuZiRRpPLN7W5aF2XJw/PsndGc/ejNZ46WmPHKkWtIVmzeqR93Utf8jHtRfz0O/mbAdzzR2xq+r8/sXrHb+3bf7x10aYetz7U4f6nYx7fU6cRajaPWOqRU+7UQkUtLhrAWNJqWNZOJrzyxXM8cDji7LmAQLvqHgcQVk6yDG48JMjq5npg4+b0nBAEA2fRUhwxHAfoexlPHxbc/3iI9RRKiMpjsKIVxUmsVANKosuZ9wpRA6xwtFJ2iKrYFYAuqYkD96CaO3APc/DyQ+nrZ8itKppN9yr5d1aFQxXur0XEX3lcleXlfYopaIysqEoFduWqeJa7r6dbixfx4LmsFipJonnx5W02rutz5tmMvu/TzwVJsWlMM0jS8p3JDFnRlcLk4ha9uKdxzbegX1Zx3/1za93fAbHgzEKfP/q8YDrqs2Zc0qw7L8xG7FGPNbOLPqdmI+pRypbJlMs2dtky2eOBZxJmZkbYPC245KLLztF75H+v2fgv7DfC8TcEeLOmefSpAx+5+tKtv/ho9+7W7Y8t8/SBEdaMxbzuBU5BnaQuXtudxkrqsaBVs7TqGeOtPlvWzjHXXQYa1ItZZ70QQrhjf1lFAw57bCtZyMP0sBGQrWRgwZDyx0nVnOAYUu7d5TO7GCJCFyDlVxTifEHx8OpdrKjmw+JhF/k9dHdSNpXVO4cdeDRWNMVU9KEE+ICilBXcHYJnVpFaQWoK4YCAfOjktKIjeZG2IMpcHQr+zeBeRbh3pax8hxri3+4GxPkZ5rmswqzyXJKmHmMNwUsu7vLIntRV7Vy44NfMkmQWLxUMovxElewMTomUK9CF85bTmLqJk+9ZklSQZW56I6WlFnmAopf3eeJYTD/NGG/kNGvKnXvEklqoiUONp33SzGJtk+mxlO+4fp4n9y+yb2aSsHEF9ZEm/7dH/9/+4dZ1a/vHj8//iBes/XjSO1p707WajavcF+DYqZB2RxGGgloI9djSjDOa9YzxVo/10wscn13gF/9shPn5mLV1Z9NcjwW1UBIWjWOZeQkDF9YyrtAr3WeHwO2kbE7OpitBsrOJyGzKJ+9ukCgPpZRb759n5KOHGkp9Pk2RKzeW1Rpe2qGfD6VJDAVdVWAvKErp2CTlMEUZGoYXALfWkhaq9cwUwCwzc4rJiXO2KkE+8PCurg4rz79C/JAXn1deAl2gC8C6iu5GfHmuyHJNbhQi83jrDV3+6DN9eiajm3vF3Yir4okGnRWNdWaKEwFTgdyUW9fqMx1Ybwe+KOxG3GTL8yImWgn/7fvm+O9/KnnyWItN4zDRyGjEprhncjQ3CiTLvZwT5/qkmWTj9Djb1nW59MIN7W7i/Ui9sbH/twb4cueMmZje8tDLX/aqxbHw/9QOnV5i93HDMwcjJhuwebVgtGGpxxmNOKdZT5gc6SDkInc/1eMPbx1l94Ex1jcE43XjjrKK784odPYRnh4cDrk7BFfpyiavjDep7COUrVT2paxNq4wwSHhkn+Lw6dClSUhJKA2eLDPuB6DW6vxZ90Bfef605PyLQaVXprcNx6Scv72sVEeVqKH86x9sNK11NynJcEiUAJVbx7UraVqhySwbT1PGixTus0VlzYWbiTt6MgB4lhcBVpkh14IsV6RZjqcdyNPcY/1UyuXbOtz/TJ2e9ujlgjC3JDn4mSVTgrSaIBlUVlo8O2sJkeMmQ7nBGPdn9rR7t05SRZY7wYPAjW6v2m741X9zlvd9scfDe8Y51/ZY1TS0YkMtEtSjnFZds3mt5QUXdnjqSM7ZOcEXHqzzX3/2FYs7tm58aG7xrPlbA3zV9CqEVGeTdv9tmX/5HV++91FverTOJRucIHmsmVCLcupRQqvepxa3We4t8xdf1bzvC6tRtsbGFkw1LK26pBmr6qQ2ipxhi++5KpRksNwRdBM3sqqawgJYvi4V6oU3YWlqr92Ni7EJH7s94txsjAx8p94p77Urc5/B5ESXdhBqeN49LGQYoiZ6ULm9MhpFlwueQYqbKnqBMpOmAvdKffmAopAX9+GSRIJvqbLlpRjyCOf50heGQC9c8+nke8pdQ+ZDk6LcTVd0Ub3TzE2aqmVNpkhTn4nRHt/9iiUe3tskzQM6mdtZpNo1mzoHlZUOAe6d0WiXaV+asfYTQ6ebkWQGiTOrDwNZRIy4PqGa6BjBxesVv/uj87z31h4fvmOC/XMxox3BWGyphTnzy4bFtmb1xAgbV+dctnGRLLosXeykb/PD5tmWqP3tKYpUmkMHjxLXLji+YYM48JoXH79g9dgpNq5ukxtB6Jd3330QHR7bn/HfPjTK/uOjjNc91jQMo3UYqUvHr2oejVhSjyy1yFALc6IgJwrcDcLje0OSxAENPbgRGebAXmG8WYmTdUo96vPkQfjCPXX6IsBXA7fYYeWNloWCfYVxTxENruWKO+9KpTN06+2so905bOnlUV4MKjl0g6KcCFpI4z6KvLgkrBBeURSsE/f2jcArPMArjl2kETvfkwEdqcTHlRjZVr8/EwaZufl/Jt2duS7Gh2nmms0st2SZJFOqGN9pkkwT5D6vf0mPD93a5pH9MV2t6OWCIHPFIlOuimf5wLyofMeV0lXr3FiOns5IMpyrWSCIA0kcGpLU6SqzTJHlAVkuSVLFxKjHT7x5gddfc4xf/OAID+8d5XTHp+lDFBqi+WUeP2KZHvW4bMsa3v7Wyw9s37Hl+MmZo6xes+FvD3AAIRXLs7cf3rK29UNnLthw1+13nuDkOcWDewXf+fIlXryzz8N7LJ+5P+RLD0+yuNRg4xhM1By4W3VFs6Zp1Nw5bT22NOKcRpw527dWj2Z9iYf3wTNHpmhFHo2axvdUpY+sxASFGZCvhn0IU7SfsOe4ZikJQfvOkk0V1EYNaInWwzrKwrhHy/Mqd5m/aYfUOqYKvBo22lcqL8aUZXpb8VHmBVXJq2tChC0WhmU4j1MlYTOwitxouqLcIrppiRBFnAjlj4djQgaLrWHBg5Slot5xeCVFEcHtaF+aC3QmyLQiyw1prkhz7VbsmU/dS7hgbYdH9vRJcp9uLolylyrsF1Xcy0sJmpOeCVwwWKtm2bg64anjizz5bI3RWDHVsDTCnH7iDI/KdX6SKdJUkKSSfqro9nzWjy3y2z+yyFceXebm+1o89GyTF2/q8o6XJjz6bIuxRo+1mzby1OH+D92/657Db3vNC/4q+P7VAN+4cQ3dbpswjGe2zgd3zxx+9oYkWSDLY5I0556nevy735tgtj3CeKzZPp4zVoNWXTJSVzRqmmZd0oyhUXMXh41aSjPuMznaoZcucu+enD/49Gr8FIJpQxwVRrzFFrIKmCqpiZc7zxSdEoYJZ+dz/vjzLc60I3SkiYssIE+W/15ZwQfVu3KkKoNlh9TxKxQ6uvz/L1Q61cfSIzEb8kUswT2wspDSjQOLcjHkijOo4NgMawWJUXSGXKzIy6ODQZzIN6IqDvBmoA2WqkgmduBOc4HMHBVLlURn1o1iiyOpLNP0E49WzeMH3tjhK492ONuJaOuAOBMEhWDByyyZFlW/VDgnoyVEgWXdZM5PfUeb3/tshycPjLLvTMSaZk4vzemnhl7fJU/0Ek0/lfQSj14B8l7iMTUW8C9fschbrjvNj/1eijYtPDw6HYGvJ7hw2yV333j9tTPdbo84jv5KgKu/8ncA73rXr/L93/ua2Xq9vmRN8vYnnj5OqxawaiznL+6KOTozwnRDsbZlmGjCeFMx1vIYb2nGW7K4OMwYa6aMNhNGG13WTCwx117gt/5C874vTpN1Ila1cB10qIvbE1uIlW0hnChfKWGQEAV96nGHj9+l+ejto7TzJjVf0ipGkqFHkSohKuN9F2ZU+pGrIuSKwofcDrzJq4nNQClfJkr4eqVlsx6a5Cg1+Og2f0Ul9yzHzym+cGfIibPaHcY8J35NYIoFitOal9PmYQu3wb9WZfiUL0qnq+LX5cqUico8f8gctDoKk85CzdM5I42UY2csj+2JsNpHS1G5EazQr5bGR8W2OQ6dS9m6ScurX7TIxjWLfH2vx/HZwG1bCzuJLLOkuSHLKMaXbiZvjCTL3LtJ6Pk0IsnTh+pE2kPInG0XvJAN6zb8f/sOHLpnx7bNfx3o/tUVvHwaI9uJayMPTa9p37xu/blvOzGzh4ef9anrkDXjFt/mjDcEY03FaNMrPsJII6NZy2hECbUopRb1mRhZ5vRCm9/4aMRn75tiNA6ZnjDEgdtg6mJt7z9HyFsc2RfVO476nJnPufWeOqcXa+hYU9MUUSQDSzatB9ZrXjUtGXKlKqjMwJnKPGdiM4hLGbjZet7AaF+rlQCXKkPJDCUcTVmJ5SEjlOrI0FY/7aGKK79y4MYQh3e/7jxEhkzyh8xz3AQHZCYqQKtMkJanwkPvYmmq0MqQaIWXefSSgJFGwutf0uHWB9qcXArparf4CXKLlwtHUaolkHUStBySVNDuas7Ox6yfbvEd154j0Mf5pQ+uYt+5FtMNRatvaQSWei+n2zP0+ook1cU1qF/Nypc7kl474oU7DO12l21bLuCyiy+8+bKd2x5aWFrkr/v8tQE+PjnJrmdPHF674bqfXEqeUgvt1ptqQUKr1iE3Hq26YrShGG95TIwoJkcNEyMJY60+06Nt6nEPrVzSwsxcj//x5w0+e/80rVrIuhFDM3aGQWEgi+i48xc7AzMgr/BNCf0+H/2qx51PNECHxBoiVdguq8HxlqcGL60lnpJorar7l3KRNAD3yqiUgW2zA7Zf+SKWNs3nVW+ZFfQkcxTFoXEw6Lcl/6aIWBuWsxmM9elZB/LSotMOhT+VjrMUwC+9Cstc+IEFRTGvzkQFeGdcZAqKZkm1QmeGNNWkKqefeARpwEsvXeZ11yzxgVvr9HKPbi4IM4GvLKmCRIGXQZq62L9+Yuj0Je2uZGHZx9N1EIY3XDUL+Ql+8U8yjpxtESqFJwXNULCmZZnoZpVPo7UaIT0CzzAx2ma518GmAZvW1Lh4a+2z17/4mp9MuzNHVq9e8/cPcICLL1jD3mfvPPK2N1z21GOPnHzTp798kNzUuWiNk/o7AYRiejxnzUSP1ZNLNGrzfPEhy1xbcMnmDhdt6vHf/2SUm782TSOKWF3PGYlwlhNhOdxnQE1K/5RSJuU7E6A46HP0tOEz9zQ4167h1VRlqOmSkwfV2ysquMvdLECuRREmW87YV8YSrrB/8Ar7By+rJjeukjuD/dLVVqkUr0iVQBq3Mi9D9opVvCqAp4uG01pJnlkQBqtyN9OzBmt9+lY7YULp042s4kKKeIgiWns417JMJy79VNxxlJKCVBRb26xcakl0alFK4WU5Sa7wMk2v5zPW1Lz5+g63P9LmyFxER3tEpc1FqWwq9wV9Q1fnxWmzxPc0ng7Quo4UhjddO4cQM/yX93XZvhEu2gSzSx5ferDFXCdgfWowJkUIgacVUvicXRhjrNEj8tuc66wnHH3RU/fcd/eRG6576d8Esn8zgANs2zEFrPr1vfsPbdm2qf9dq0dmeGB3jV5H0awppsYM66a6bF17jicOd/jAl+rsPlBHS8XWDXO04jk+dd8YoR+yqm4YrVk3XalJarGmVqjy48jFN4dBRhDk+L4DmKcyfD9F64R7n1I8sLsGOiDSgkiZSr85OL0dDpgtE5QHbrCD3zuU/znMtQtw+4XzVhmj6OkUz3OxhFqnKJ2Bl3JqVjBzWrPcl7z7UzGnZ531WpoL1k7m/PT3tVk7aVzTh+XUnPt97b7ixCmPs+d8Mp1hVIZVAYn1nC6xrNlF+BMVJy8j/oa5ugP5cBVPSh4+fA6RShLpms1EKbTWeMpD64x+GvDinW2uu3SJI1+t000VHSnwi/m3Em4d7/6bOUri3hmVKl6emzjJGp7Oed3V58iZI/Zq7FjTQKqU177oFB/4UoNd+0fILUiZEoeCiRHLci/l3l2Sq3euYeeObR8z0eW/nmTH/6Zw/ZsDXIidfPHLX1rYuHbHD3ziS/vX9jvN6zdO99m1XzMxYlk71WXLunPsO7XM73xiktNn6uyYFGxdq3j7Kz3mepYvPqJpKMFInNOIBM1Y0YiLUWJsi3VtTi3MiEKX1RlUwMqIgoS55Ywv3lvj9GyM19LEyvlsVvHgJUUpz25XJCiLQU7nkOm+N3QK4ECeDVXuAtxeiu+5yh36fTydkJLy4F7FnQ/XufvxgEd3BSSZYLkvMcVI0HYtV12csOX7M67amWK7Dpi5gVdf2yXJBI/s8rnriYC7vh7xyJ6IXp5hZUDmByxbrxIJVzF9RSF3fy+2AvzAT9y6LJ+0bDLlkMBaFjN8iU4lnlaObmiNl3m0ez4TYz1ef12HO77e4WQnpKM9wlygsiKRrRAGuveo8pQWlHQg97SHViG1OCXNQz7y5RpzC1N810sjtq7LuGjdEj/z1gV+5cOWPcdHkBJqYc6OjYZDR2DnOsWFm717Wmsu+IFs9s7OK1762n94gAO89tWv4b4Hn+z867e/Kbn3nk/y0O4TbF8H29a12bBqnqePd/ndT07SWWxwxSbBhlUeO9a7O5Snjgd4wmMsMjQjUSyAHLibNUuzYWjVUupxShxmhH5aVdGBkU7KqTk4cCYCLyDUgnhYfa8HgomyautyauINwH1+VEpVub0C3JV6PMPz0sI/McH3+gRBn06a8tQhwafvavDBL9U5e87HoDBlDIkqblBsDrqY+Rkgs5jM2ZUZK4mFIPbgFS/KuelFy5x9S5s/+XLEJ++qc+BwzHw/x/ghbXyXYmYZCncaNJ1lriWUApCikpMPwl4LmwklBSotBdUSXTSbWqtKbpb2fTZP9pke73GyndLLNd3ioMpad9GYlj6EFiBziqCS/iiNpy31KEK3QqbG4chJwWN7cpY7PgvLY2xb7/Fz3znLb316gf0nRpAqY3JMsnPjMmcX17Dz8u9IpBCd9Zv/5uD+WwMc4NKLtmCMeXBh9vJr28sL0da1Sxw/K0is5Q8/12L2dJ3LN0nWr/LYuNpy0eZF+vkiH/7LJp71mKibylOlVVeM1GGkYRhppIzU+4zU+7TqPZTKSatTy4GRzmN7Nfc+VUfXNJEcmpxU6cllVGE5GiwiU1aAe3DAFRSGmcPg9gpwB1XlTgi8PlHc4+iZnD/4eMzn7q+z90g8iG4ureXKWbfJwKYD/mABI8hzTW60G48VRjcicev2iVbGz/2LHm+9sc/n72/zB38xwsHTOSawdAiGHFll0YYONZ0MTVZK0ENhW1EEV62Q5snBllgpPE+TpDm+1ix3Aq69uMtl23s8figlsyGpEfRz6GXSzcUljMVuiePerTLnpSlcyJfWmsAPGG3W+e6b5nh0X5fdR92fv5959JIml2+Hn/72s/z+Z2pMj/jsOpog9ThXX3N1d3Ri24NCyL8JNP9+AF6v1zh2svufLr7sRtvyn/rpu+5bCKWu8dQxy8J8wOWbPbav12xak3HhxkWsnOXdn/M5cqLFpnHDSF24LWfDgXu0YRhrJow2ekyMdgj8JRZ7fVcBgoA0i4q3aEtmDAtdlzHvK1VV78Czg6hwLStwr8jf1GXacpkmUdgd+4PKHQxVbufpkhAUlbtW67BvxvLf39viL25vkekQ6gFCaERxQ+qE86aIL06dJEwW14TWgpHkuUeWe2QlyI0sgpUsfWlQvYxNUwk/8R0dVo3m/PJ7c549ASaydAkZRPWV05VyrDgAOcJWVbz0ZXHz79Idq5xnlyBX6MTgaU3qubz7NPNoRe7ux1iLEu7P2TE5zbiDry1nOhHtRJMZgzUWyN02Vmq0VPja59jpBlumE37w9bP84WckjxyI6PYt/b7G2gY7NuW8/PI+J8/4NMOchWy6d/1LbvidRl3+ZyHqf2uA/7UWPd/o+a3ffJf9Tz+z+e6lXqCeORRcu9ieVbsOhFywOuTqiwSXbO2wftUszxxf4KN3+Xzh3gnWNhSrRwXjLc1Y02OsKRhrGcZbCeOtLqsmlqnHs3ziLviDW0Z4bH/MRCMg8gKEgDhMmV1M+O2PNzhwaoRmpBjxnel+5A8Cr8pzXJcqoYpfc6KJwXTGFv4eAwvnwMuH6Ek6BPA+9XqHA6cN//U9Y3zqjjHSsI4MIjztE2lFpAWhEnhKIoTECFVVW1LD2omEN9zQZfWopN8PSDOXLJakXvFjjyzziuquyHIFRnLJ1oRV432efFZwbk5ilSRHYYSsVvtU66EVuWbDcVaDyBOAKvFseOkzEFWXtnNRkOL5CXc/VmcpqTERQjOw7FiX8aNvXOTtN87heT0e3uvRSXy0dFGwg17AfS3AUZYX7ujTaiwz1zfsOeYxvwTtjkTLkK1rcs61Uy7ZtippjKz+9XsfO/zfr7/qRdlfH5HPff7WFbx8PvrleuKHzV+rtWyyvLz4yxetQ16+PWdsZJGTi20+eo/g7idHyPsx2yYEq0ZgrKUZa3mMNgVjzSFwjy9Sr8/xga/4/J9PrSLvR+QdwZN7NJ5IWD2xhLWCdg8OzAR4UhNpd9RTmQNVanx3jluGzQZFZEq4onIPbJx9L3MUpZhxn09L6vUue2Ysv/SeMW65e5zEj/F8n5qWxMoSKIOWFHYQgn4uWM6hjSYHd0GFE/jmubv7SIoK6QCuMcZ9M0jpkuM8z4E9NG5kB/P88vvg6WNgYugSFmakRcKwHQpoLWiSrRxiTEVp3Am3KJrOoQTncj+QGvxUE2QeWeazZVWPRmDQS1DzDGtH4PINIZsnJ9m+3mfbmgV8cYoPfXmCw/N1R82EQVBQMzQWD2Nj0lTyyssXeMnFS9yzq8Pdj9U5Ph/RezLikqWY8aYwG9Y3f/mKi8LfOnNuOfkPf0d8/p0B/m9/4F/y2Nc/142inTcfPDTyS/ue/RqGLjffE/L4kVGOn1RM1hRrJmGiJWjVNSMNfR64e0yNLdFqzPKB2wJ+/1NrqeGzbYNh/ZSHlppuPyfLiwZLgvI9tJLE2hDo509R9n1ViJapAB4U7kyhZwiCfGjGng1GgdqNIn3tqEkt7rJ/xvBL7xnl03eNkeg6QeDR9KBRiahtYWjvzCW7qUAkTpjbQZOr0Ll6GkVWgjv1SDKPbi+gl3hkWWEWWiQc+FlW+JhIYgFvucGB/L++R7J3RmJiQadoPF1eZUHxV4S12kI1X8rk3DOo3nJoqkIx/TAEniZNNUnm0U80xrl4o5ULMsgyybNHYvqJYvNazY++eRZjzvKhLwuOiRoId4NjScGCsYos8+glzh9n1XjEm65e4LKNfXYdDPjak232ndC8fPv1ts26m+94rNd925te83eF598d4ABTq9aivfV7R0fUjzVqF/+f2+/cJSebHsqkbJ+SbJqS1Atb5UZN0qrBSCNnrJky1uoxOerA/d5bff7g5jXEwmfjuGG8qRhpamqxrdxajcn53NdCjp6MqEeFt4pnq6jCoKAnA4pC8XLm+1FhPVaZ8PtltS5n3GWqhLObi6MuB04Y/st7m9x8z2gF7hHPBW4Nbl4snnLNW5pZ5jrQzZx5qBbQ9n2siknTmG43pJ94TgCcK7o9j/nlkDRzs2vPM4S+JvCzyt4BnMz3LTd0EGqO//Iewd4ZgQmgQ0BuxUDbacrg1gLkQ5XcljP0kq6UQbLFSys3Mux5iqDvsdzx2TCteP1L2vzR53KyXJEZaPdy5hYUceC2luunLf/222fR+jTvv3UVx0XkAG7dEifLDf1E0+5K5pdCTs76bF7jodUcZ89pNk1LVq2/3IxObf6x666+eO+BQ3/zmfc/GMDXrLsSa7+WwE1/fOTI0fjKi0Z/+7YHTrJ1ssmOdZo4dE2U5wnqkaFRy2nVUkYafSZHlxlpzPKhL0t+9xNriVXA2tGc0Yak1XBC1Frk7saDIAORcOhUiMlCmpVCv7B3CwYeKivAHZTJEqayci4N+Ctz0GIU6PKA3Jzb0ylCpnzpoYhP3NXC6BDtezQ0NAtw1wInoo78MgfUTYXNbM7BRddbtnzLuG+ZqDc4e87jdGQQKiP0EwK/z9xyjWOnQkAQ+M5yOg1y8ryU8pX3JTl1mfPWG9rc/dgyez/tQ+ZA3LO+03caQU07z5Uy2Mplyw/u0UW18i8ruaos6sqYRN/T9P2cbt9nQgZsmkrwREInjeklhk7PsNgx1JY0YeDj6RprpnL+3VtnMfYkH/ziak4Q4uwxDFlui39PMbvo9gMHjsXs2ChRepmF9kZW2drPvvGV1/7xp297In/rqy7/ewH436nJHH5+6Zfez0/95Dvt2vWXTM4uRm9M2ieCZr1LrZaybtxVhrGmYXK0z0g9pVV34G7U5vjjWwW//Ym1BDJi7YhhoikZa2rGWprxEcFEy+k8J1qL7Drc45f/fIrQj5iMy+Arp/OMQkkcaMKwMAgKcAb8oTPhj4OcKHQR5WHglkiR78z33XViQhD08b0ErV1S8pPHBP/jg6McO91AhDF1TzHiuRzQeuia23oonJNAXTM+4rN5jeaN189xrrPA/pmYiQjWjhg2Tvo04jpaKwIvp1HrcvdTCe++eQSbeoVlcGGtVrSIAypRipgNUZgzMZLw8OOak7OyuGcxmNySWEFiCyfZ0tDnOSGcK5/yvsWJiQu7u8KIXyvXMO7ctMxdTymOnK3R8CncyESxtXRR4kII4lBww2VtctvmvqdjepmPwh1k9frWuWDlhtnFHO33ODWbIvQqvuvbXrH0shtvfN/8wvwz11y+7e8Lln8/Fbz6j3kRnuh99iXXXv3jY83+7/yv9391bGm+x6VbMrRUjLa6JHnCVE0wOdoh9Of50y9b/vcnVmOJWdUyjMTQjKVb/MSCZpxTj1KacQ/f6/CRr8Z0e3XWtqDmD8Jmq6jCcBB6FQWGuAB3GGSFeigrKndKECSEXkIUulBbSIsrQLfN7GWGO+6v8fi+AHwPJRWRKpQq2p3iRoGgFklnl1H3GG9J1k8lbFuX8z03LnLXo6MESlOP3J+x01csdzStukaQ87E7Ig4cV7R0grGW3HhYq4qNYDHR0Dmep/EyTZZ79Psel27pcOOLuzx7wqebGDzdR0mJsT79NCTVPkkgnbGQNUUMN5SExRX0lXRlUMllwcU1geex3A1ZFUf8i5cv8PP7RpjrhDTDnFonIwolYeDhe27e7es6qyczfvKts+TmBB/44lqOzQesbhoakwmJEWwc8dFexvb1OXE9wh9/+eymLS/6qZlTy5/duC7++4Tk3y/AG41RAA4fX/jTsTU36ZuuF7/eOXP75D2PL/PinYZbH+xibcyPfVuXXrrAn99m+N1PT9LPG2wasYzElmatAHdN0axbmrWs0nve/VTOlx6ZphFqRsLcGQ0Fgih0MYVxqIgDQRxCLTTEgSkq9qBqh35WVGp3T96sdUltl8cOCB7e7dHpe9TrOW+9qUOtbjkzq+h3FdQknhSFMaWbo4eeIPIlcaCoxZpWXTLazBlpJoR+WozKBilsUgiMgSQtfEmK1LHlVLDQtsRh5syHpC42garI3tQkXk7oqcL8UhLVYGI8xyNndCTl227q0qhblnuKh3dH7NrfYGm5Thr5JLbwEiwoi7EWa+xgXm9xyiJAFDNyB3KN1hbfy1kMG7z8ilmuu2yWB59ezUi3sNBr50W/owh8r9gG11k9kfGzb5/H807wsa9OkRHx+utSED0efWaEF25K2HtynHd+73VnNm6/9j9A+qerpv76V4LfFICXz8a1LUzW/sD3fsdN8uZbTv2PF3UemGzWF8iSEV54oeC2R1Lu31XjjkcC2jTZOAajsdtsNgphciOGZpzTrCVMjXZY6Czzyx8aZbldZ9OIoRlZaqEgLlPdQk0cSmoRxKGhFhWUJMiIwlIkMfAtj8IuQdDh6SMZt3wt4pZ7WzxzoE6SKCK/gxIn+KG3trnxqj4fvSPh4GmQkdvclRtT38M1tYEkDtyRWCNy7ziBn2BwU4ryOEkUw4yBb7dCiZxOZlnuQ7tniHv5yj4idV5/WabIjLNM87XlyFHFXQ/GdPo+73jjPP/z33bwtUc/SXnmYI/P39fm0/e02H10hDkTkVnng2IKmzhjLIZyrGgK9pIhpEagkMVURWmLp308L2b1RJ9f/lfzfNe76pxYaFEPMmI/JwokQfEOGmi/6G9qrJnq8x/escCVOyz3PTHC43tHeNGFHvOdPo/uiXnFyy45Uxt79S+cPms+MD05+g8Bxb8/Dn7+80u//Ktsv+j6R3MTnVk3ee6lj+1Oogs3KXYdzdl1IETgkwpDZnymIsFkE8Ya7m1+pKGKEWLK9HgHpeZ5z62Ku5+YZrqumKwbRmKXMFGPS7MYRT2GWuQOtepRThxl1KKMWpgQhwlRmBCFPeKoS622zL27DD/zB2P8xR3TnF0apVaPaNR9psYEb39Zm/XjPhMtw8xZeHB3nTDwafhQDyy1wPFNR080jZpkpG4YaWSMNbuEwRJ/8NmQwzNNpmrQrAkaNeex3ag5q41WvYfnt/nLxxqEUleejp5XHIVVZwWDoNwgSGnWOnz49oA/+8okqagz0pRctS2k222R9CNWT0huvLzPi3Yuc+BozqFjmj6a1BbhXMYNDMvL20oiuuJvUA7y5CmnLZJVYwlKdnhoX4zJPCKvlAQKlHQUR2uIA0ebjp+F2cVRNk/4aC/h68/GbJgUmGD17Euv3Pzv2wtHPrBtx8X/UDD8hwM4wKc+8ef81I+99AntNY42av6rnz44G6RpxPQoXLE95ZpL2hw4JgmVz9pxxWjLo1F4f4+2XPz1pjXz3PVkj9/5xDSRjljbsozWBK16Ue1rzoaiEUM9Ni5lIsqox1mhIEqoRX2isO/AHXSJax3ueQp+4Q/HeXjPJGFcY6ohWVUzrGtZLtmoueHSgDwPGa3ntBp97t8TMb8UMxJC3TcO3KEsLOs0jZqgWXe3NGONLtpb5Fc/0iTPYqZqhmYsKtemRiG8btZ7TI0t8ye3N5G4bx4nrZPFokrge+Vyyr0btWp9Ds4k/ObHmuw9PcHq0QCdx6webaJFVAiIFaDYsjrlkq1t9h/NOXzMpRQnVpEN2U2bQiNaTlkGQgpnlVxG0gpcE+l7gsu3tnn6qOGJfQ1aUekzKZFFWpsUgmYto5O0+cPPNDh6okWea7T0QCXIeNvSpk1rfvzMUvrnb3zdW+3fEl5/recfhKIMPzs3SzM+6X/s8Scns9lF9aEzZw6Gx895NEKP8RGfC9clLC/WWDft06oLOj13m10LcyZHOzx5oMt7vjACtsbaEcNYHUYbqqiGLtWtHkE9zt0ryqoYlTjsV9rN0O/je3101OOexxU/83uTPHVkjKAeMR4JJiMnlp4cEawZDdh/LACWqMcJW1b3uXh9j0PHB3mVpW+hLg673B1MuTRKicKUOFTkfbcGL3WRUNokQ54pOl1Nv5/SA/oZRU6NKSzTBFnmTHucI6yr5s8eU+ybqTMSatY1DFtWKWbOBoSeYWpMYgsHKYvl0k1L/K+fmOdn/rflzkdH6AcRqfbpZB6dTNAs9ZH5gKOXE0VrtUs8M6r4tRAlLWumUt75+iVmzs0zc3KEkdhNRiyWU+dyun3JSMOnnfqcPhMxWlOEfsL+GcH2Ldv7S3b1Dz58uPnJVtg3fytQfSsBfGLTD/PVr3w0Xze9/pMTE35uLX/WjPaGaap58lDEuQXYPOlxybaEE+c6zBxvsmpcUo8T4miJWx7w2H1whM1jMNWE8ZaiVfeox4pa5BqdWmSGrCgS6nGfWtyjHnVp1Lr004SlbkpvyfK+L8R87t4mzxxpocKQhi9o+S6puREJGrEiCJx3SLev6SU+CI2wZWT44H6jTD52aqFSoJwThymfu8/j9JxPS9sVarXSNcIYSZYrpkYFb7pumc/fO0KSQZo5U508M4UxD5ULrEUghAOSlR6RJ4h9N8rr9mChrdxEQ+d4nu+kdDLjwvWG3/nJeb5wX5f3fL5JJ/NZ7kTMLcZ0Qo9urkhzl0DsFkOmTFrB5NaZ2ueS3HggLJ5qceH6hDdeu8BvfazGYk+zygjWTOQ8c6LDUwd9xluazesDLt4oOLMgefyA5MqLt/Rf85q3LY2Nr743Sbr5+lX/MLz7HxXgADe96rt5/598JP+J3/++T932P9/7ffsObvrg6ZMzsZY9JuoNLtkCE2Nnef8XY3ZMu4zNtRNtdh1JufOJCSZizZoRy+SIZnzEY7QhqcWuanraEIc5jTilWUtoNbqM1NvE8TIn5xL+8nHJXY/HfOXrId1UsbCg6eY++CGeVlWSW+i5Q63Ad4IIKBIMMpeY7AxuzOBIaWgxUiYel+GvgZ/yxAGPTsdjYqSs4BW+K2qQGUkjElyxpcctdxqSXLiEsXwoO3JFEgPuQrBI1Cot6bCQZU7A2+1LuokmSt2NS+L5dPoZ29dZ/u139PmeV56hlwlueyjgriciHn22yaHZJu3UZ8qU2udCDWpwWsuepNtXJKnCGB8pLHE0yo2XnONLDyxw5Ng468ZdDMvrrmnzPz+Ssvtgk0a9STfv4nuG9Ru3dDJ/9b++cNuGu0GeSQn+MaD3jwNwgB/4vu/hya8v2KXT6cevumy1vt+a/3PbvedaW1b7bF67yK1fl8QqZO2UZP10h3a6xM33xvTasTNmHFFMjnlMj0mmxjJqYUY3UVgjiAKX7jbS6DLeWmR2eZnPPaR4761T7DnUIMs9UiHIrQWRgcbpFAVoUd5ClzYIsropKdPIkO5Iylk5nBc9OOxfWLhfeTpFFUbkqgivFWIlyE3p1Z0rTJ5hjCHJdZUInBfR12WCQm4Gi5tqbl34pFjc73NGmdK5VmVFLmZhUp+kHgLP2edZyTteYfmum/o8c+QUf3zrIn/5xCjHF1qOQ0tTJWd0E0MvyYmDnF5fY4xGSp/Qr7N2KuEtL+nwns91OHK2xtrTlrXTTV5x1Tx3PRww2fK5dJNlprNqoWvX/ejue098/NfsX/AL7/yefyzY/eMBHODSF/0Izz76R9xyz/qPrB6f8N70yvS3GurJ8Sf2n+CBx0Z4yUU+l2/v4Ufn+P3P+Hzp/jG2jUtWjQomR33WTEg2ru6xbtU8e08Y9p8YZ+OkJvAMjVqfydEF9pxo8/PvHePR/WN4ymekJvCkJckFiyksdwU262FNRq7dpy9ZGUwly5PSouGqDBuGTHYqVUwVczKo4EpnKB04G+EhzxKg4rjWlvF+iizNsXlOmusqxz0zdsDVTVn1B9mWovifikpY9/uNcUkRLqrIeSSGvvNw7PUDljt1un2f3CikMGyaTvj1H+rwxMEZ/v17U549Mo6nJHFgaUrBulU5e2b67D4esLFX+BBKH1+H+F6LN1+TotQcH/w8PHGgxkgj5IYrPGbOznLw7Fauuvqac1dMxT+zdZX+yG8a848K7n90gANccKWz4l9YWPgTqTw9c7j+a5+8uz15wdqcy3eknF2e59ZHFHc9PMqmUcGqURhreUyNStZP99m2/hx7Ty3z57eNM+q72/IwyBlvLrPnRJdfeP8UTx8cZ+MItAJ3aYhw3PZsWyBGe+xcf45j53yePDRBL/edEqW0X2Dg91ea7JSWDIKB3Ov8eMEy0iTwcs4twOFTPl7hzFU2meVjyoOoXGCsYuOqnFarTzcLyIpkB1N4/5WRI7kZZFtWgB52gXPbekxV5ct3kz6P7ss4fk6zY63GEzXmlyI3aRHg65x63GDnuiV+7fsX+I8fEByaGWcsdjcpO9YHvOCiZd73xT7PHm8ipVNKhYFH4EdoNc4rLluk3+/wyDOGx/c1adUavOwFNWzt+jOvfPVLfz5J0j8ZGWn9Y0PtmwPw8mm1WszNL79/at3LxKtvDP7H3Im/nHz2+DEe2B0z1dBcucFijTPtHGkopsYyNqxa4Oljbf7g5jFkUufSnYIwMIw1uzx1uMe7PjrJ3sNj7JiC8ZqlFjlNpgWyDKZH4WXXGL7zxpw9J+b4wd/2OHNugqxW+e6c5/3n/EUsFoakXitFAi4vpjTCj4KMXYcF9z8WOTPNIkPnOVW8CoNS3HBFyo7NfZ7cI4p8zNIEv6jKRYqCe8kqFW0Y7HZojl3mBNXjPidmE/7DH03y9NEW33V9ziuurBd36BKKqUw9zlju+OxYp/nVH1jgVz6iOX1qlLWp4djpgBdPtfjpt57m3Z9d5NDxEepR5tI8IoVWMcfPBkzUEr7rpmXufvwcR85s4LWvvenM1guv+wVrzfvj+JsD7m8qwAFGR+okve4fv/k112TPPGN/+3c/eMfoSy+ZY9VYlxNnQ46dyjFGU49h7WSPQ2eW+c2PtTC9Oi/YJpkclawaa1OvzfPBj8bsOzzKhVO4qt/waNSckscCc4uZiwAPxzhy0mfz9Gm+58ZFfueTTfq5P1hZsxLcosrZKY+QCmPLoorLoQRk5xWSF94kuthgDnn+rKAUBZhziUCCyZ2J/FCUt6viVLSlTEczRlQZP6Ya6VFqjRHSVWYle3zkjhr7T4yzecxjYV5x8ISPpy1zCxYDhL6iWVcsdTRJqtix1vL9r1ngF94TMzPnM9HK2XM05EUXjvL/vf0Uv/ExzfFzDSZHc7CaUwuWI6ckJ85JVo+N8JrrfET9ZXPja67798sd/aFG4x+nmfxGzzcV4AB+GNHp9f909YarZl/ygpNbL93a+Y3PfPHrXjsxLCceEnfuWqst8ad3aubn61y1RbJm0mP9dMpYa4G/uAue3Ndi+4Rg46RkatxRmokRQ6ueIWXG5++z9JY1R0/7xFGNZq3JldtmsaJPL/MxZpDBMODaRVKaMs5zu8rdLP3Li7QIsVLm5fs5Qik0Dvxl1R82l82tKKJE3FImTw3GGGdqWTWYZepx2ZSKQsomsbmtKndFVaByt/K9HCtSHt47Qs3XbBi3rJtUTI5kdNIuj+zTKCFoxYKxlmKpo0jSGCktV2w+y3feNMtfPjDJ8bOCek3ybFznhTt7vOHFS7z3lph+ogn8FGSP0VofLTUja69Po5b8uetectV+qdXnhfjmghu+BQAOEIeB6S898tkf/NfX+yePHulcf5169z0PPC76aS77fcOaiT6fvifjkd1Ndq6RrJ/WrJ82bFu3yEJ/ic/dP0pIwKZpybppn7VTsHVdl8mxBfqJQSs4teSzOB+zZkKzsKxYbAdsnJa84gVtHnqyMdC6DJ2nlpEkS31Y6utBUNZwOnJp0l+Y4EuZcW5ZkeIuD1URLSJE6RM7DFbnla09zWgjI8eQGEVWXv+Z8lWEr+Yu66YWWmphRme5mJFXNKVw5ZWWOEi5/RGPQzMRIyHOwaAh2bBqiXOdOQ7PjaMVpGcsqxuKTT0XwQ01Lt6S8cZrznHfrmX2nGxRj1J3phCPcs2OhHM3zfLwE1OkWU43SfGC2Fy49So7OrXz3wZrt3zwjsdOJ6+46oJvNqyAgTT7m/4EjRdAMpesWj/1p5desu6iHdsv/K/an2R6JMH3l9h/NGJV3WfDtMfmdXDR5kUSM8d7Ph8zd67GttWSdVM+m9bABRvboM7wkTsSPvTFFifPRly+tY0QGUsdW8x1PVo1xfa1GWlenI+uMLAsU8Vy7n7C454nQ2qBrXy2ZTUqHGTUe8qQZDl/9pUaC8uaQA9ygWQ1eizjWtyGMkkVzZrkHa/qIHVOkjsxvimrdz5ILs6NpN3TvOSSnOsv75LalT7dVYI54HmGvcc9lpY1sQ+R7yysLQm7DmSsH5V8/6sM3/XKWfq6y57jGYdnEo6clOw72mCq0eCdb1xCBh12HzUcOpFxaMbj7Nw421eHdPM+x87kXLh1gk2btv/XoLX1IuGv+tOZY2e/ZcAN30IABxDBCxBiZ/euB+f3dP3Vv3bj1Tt/+fprtuS3PzJCzQ8wJKyfhu0b5tDeKZ6d6bLrQJ3phmLDtC7AvczGNad4YG/O5+6eQJuQ0NfccFmfemzoJ25eXIYwmULeVX4xBlYKpjC8z+in0Es9F3koh0EuhmbiRVCqyFjoaoRQhIXDltbOl3sY4M78XZFkCms09RCMzYv77ZKW2GrikudlSoPC15JA5/RL453cVXo7RFWc8T74cuDNGAaw3IN7nvDp9SQ2j3nzi0OuunCBvWcT9hzPOTKTcmhGc2auxSUbNDvWz9EVbfbO9Dl2KgfRZnHR59VXiX6mN541+tJffttbwl/b1Ny35003rO++5aZvHXDDtwhFOf/5F2//bu654zP59S976y/OnDyjvehrP3vn/V8LMpOycc0y+2faPLFvnNWrlplqSaZizabVkp2bF1nsz/LbN2vufmScbZOSqTFnx3v3Ux4Ly4LVrZW3PZUXtxhQD1WFTjmbZu05z5Aq50c+H7jdFMWZciqn7temMBsSeL5ESUmeQz8R9FNBP5UkhbA3TRV5nlfzb1eRB6PCvPDRznJFmurKYzvNlavy5VixTDEu5+VDts157lIYrrs04e6Hc07N+hw60eK7X5owPXqGLz7YYvfRGp4WrBr3GUsbrB1b5trthicOdtl/UnBmLiKs+QSNnXc+/fjJtyR5y3z8lnr+9u98yzcbNs/7fEsCHOD6l72ZU2cWmZrI/9PUy18mg/qaax978Cvy2PyZax96XOjXvdhytuMRCMXGacXOzcssp3P8/s11Dh+r0YosjVjQqAmUynjo2ZBu301VvKIhdClo5TzbFtGFpTuWJfRz2j3D/hMenpQEReJxabPgJimmysfxtOHAScncoucygrQl9CVx5GJctIJOz5AZ501eixT9xIF8vAlbV/eZm6uTWzHEv8tob0FaBEblxmPbmoRGlNJLtQN6ZkizwTeDLYyEMkORyWPpJU6BdOUOw+0PWZbaLuBpfCTmNVdqtq7u8vuftjxztMGq8YBmPSBNMx7Y3eDlL+hzatnP5rsT9333d77CWO/Ch1//Rnqrpka+2VD5vz7fUhTl/Gd6sokQoyh/5Bdu+/rhl50SO9+wYK/5xI1XbzcLfc3tD0WEns+OjQmzvSXe97kGMSP8q1fB666bJzOCOLA0aj0adUU9VMWZqyH0nFtTmW5QiW01hRFQRi1KODln+NJDNTw0oWerfB+XqzmYtiAgCnK+/FDAs0cCJ2nzBVHgznrXTFqmx7ucnu8ycyZlqQ2dnqCXaJJUc+F6y6uv6tJNBqNEW1CVLC8z4wX9RGGMx2uvSlg/1me5B710ENialKkJxmVX9oz7592+odODpXbA7HLAQjen2wctDV98IOPPvjhC1pviB15rqDU7PHM0p9/3uOFSydQU4F1o3vn2Sz7x7/7Nujc09NMvWzU18h+/1cEN38IV/PznV37qOzlz8vBSPY5+4pkDx/Y98Gh4yeuvn/22U8eP0UkzPv/VmPEwZuNGxSVbu5xdbPPU3ila9ZwDMznzCz6jdcVIUzI56u6wPe3OQ5VwCQ+BJ4lCSxTmxIEz2uymGZn1nOeKspUNs1YSWZSHStxLcVglHZ0JNISBywZdO9EjFQucWPSRqWCs6Q6Y+lXqmFPbDEeWuImLrQCeZE7d00t8hFVEQUI3t3QS6PZtkX/j4vqMcZObfg4nFmCiYZhcNMwtBUw2BdvWdZjv1LBYDp/JOHMmQ4qQjavG+I4bF/nLry/x9ad9dlywk5dfG9984Y5rn+rrDb+772R3afv2jd9sOPy1n38yAAeYXLUR4Ky1u//LFZe/buOuXUc5enj/t91272OMBgnr1/SZOQMnZyWfva/GZE2yarzDA/sEs/M+GzZJVo3nTI7N8cxRw6qxOmlqkSLH9zyiUFCPLI04pVHrA33uedzj9OmAqaat+LQ/FGA7vLBxzlSumdSyTPmVxCFOAJD36KYK07F0egMwZsU6Htw7QpnALIUDeJragre72L1212PNpOTay5fZdWyM+a6m1TW0uzndnqafOFsGrTVrWpo14xmn5i0Tc4qzc5rLpnw2rEp45Kmcxbbk22/o89k7DdPjffYey1g97nHNpZq4eTVbtl5wcxps+akT7c7hV18y9c2GwN/4+ScF8PIR4iLOnJk7vHbt1L/PaPzp6xo7frK78OxLv3DX05w+06G7UXByvsGVmywnZns8/Iym7msmWpINq9p89QnDngPjvOG6nDRdxNeWKJQ0aoLxVsKGVYusmpijn/Y5cSYk6XnUJpyxZ+gXGtDIbTZ7CXT7kiSVhfNW6ZE9oD2B7xYvfVtcDWYUogbIiohrW8jCvELvGfoC31NYa+n0cnxP0etJ+omk19fUAsn6iQxhco7Ouv9GFBjGmzmdnksVDrRkx5TkjddZdh9b4rHdHtvnNe1OxIsu6DJzepljp1vs3Ozhe5LRes5Iy8P4l3P9NRfcZUX8u5s3XPRElqWH661/euCGf6IAB5h0ItV91tp9wFOPPt5f/a++c+cfPbVrz7bY3q+2TEnWTffYfTjj2YM1Nk9KxpqWc0td7n4sYP1ogJRdpHIuWI1YMt40rJpY4mu7O4Q65JLNPlZYlHZ0w4mMFY1YsnYiQ8geT+0LkcLdy7gG0N14lNeJ5SGWa2pt4avt3K/yjMG9N85bxFPOJLRR06yeUDx5KEOTopSgUZP0E0U/LaL/rGZqVHH5pi7KT9mzv8V4M2exo+j0fNLcXf+lScBNV8xxdKbD3JLPcsfnko0B+48lHDiSsvdYg9muz9S6S/M1a3fsm13qvvOCnTfMGMseJcXf8W/qm/v8kwV4+RRXenusnd2TZeY1tShYG4eXfaKd3dX01P7ayXM13vKShDOzOXEkOb1kWViKecmFMNbsMVrLGYmdiGLDqh67jnR496dbXLm5QSPqkuXzBL6l5heBVp6gEVvWTrXZf/IsB06sphYFdPsu4NTkhfFllVdZ3q848zSDrTxK8qFbElH4BHrKLWVadcW29SkHz5zlwJEWrZoqQlQlnZ5Ht++jhGXTuOLllza5fOcJ/uDmRY6eGGXNpGVuMWJhOWN2KePoyYCLtkSMNC3LPcuJ2T6P7/cYbwrONCRe7dL2z/+7ly4qkrfVm5uON8fV4eHrx3/Kzz95gJePEGNYmx++5JLxo6fOdC7+tjd3XtzpveC9mzYeye58ZNfYyYPtxmUi55GnMzaMSzatzlnopOw+oFg/oZgeg6mxJZ49lVPzQlaN6iKfUzNV16wadYdXxlh836J0woe+7BNh6fYsSSro9hXXXZrxma/nZEuALTeebtMpigruFjdDQl9h2X9c8bUnA6LAfSPFIYw2U77vtQv8xz9qkqTumyTNDadmfabHGnR6PZLEcPJcwI5Oi9Bf5uRCxulZxfHTAVdsnuWJZxMOnQw4PBPzwgvP8MTTddZOQGN0NWH9hfMveMnq5X6qf/gFl2y7HxktGIv5p161h59v6THh3/QRQiGEMNOTR+Ympqe+FMXNHfLkn21961t+4F1veMV1u5qj04+daa/vXXlhxNTYPAdnNAdPNrhwg2HT2i79rM+t99cYiTXTYxYhe8wvSrau8nnD9T0u2LREu+tWhlrlZEavOFdNM3jBjpS1Exl5XnyBRTE3VwYpXApCagZ3JuBuWU6chUf3aDxlK0mcBKxU9HPH6+tRxrPHl/jMvQkHjjWZqAusSDg9a1lYinjt1Rb8nMOnc54+LFg3rlk3ATNzXQ6firl080RvzerJx6bW3PDom9/8E7te8YrX/uyTTz2waWRs6ksPP3NqTgjxzwrc8M+ogg8/QuwEZ/3ReXrfIbTWv+Fp/RvSv1i94031d68dX95x5Niz10t5Tl24wTAx3uP4mS7nlsCkvvM6jHIeP2B5Ym+DV1wmqNcs8223LLG23F6q4ubb6TIDL2fmnGVuKaVfnLoq5W6uwyAjSFKy1NJL3Nw6NwYlLb5OGW/1WDORkmSDCp/mAptp0kKmFvqWVj1lqSPZcyTipqt8ntjWZ3E2o93VNJox21f38bCcWQo4fKrJ1Hidyy4Zz9ev2XbP2k3xnteNtH8sS7Ncaw+tA/u97/hxmvE/SxgA/0wBPvzs3LYJBlqAbN/h5R+2RKMbtsz86uG9t/hLnbP5bDL5gsjaFz68b4ZtU4sIDMZ63P+U5pINHhMjhscPaHYdkkw3BP0UAi+jHgXUcM5W9Sijk2R8+Ist1o1BK+iSZnV8bZlo9Qn8NueWEqZbXU6caXJmUbI5dQdau49kLPcCfvzNPT7y5YTlXkC3D8tdD21CktSNKNNMcPFGw9x8wrlFy679Ta658AxfvDfjyOkce0byxmsURm4giszDi8v5I2OrN6q3fvsrkzVT4/8R+nPbxD+8kv1b6flnD/Dzn20b6wBzwI8CfPTTd5Hn4qWbV/devWZN+22bV81dcOpsF50/zYUbYkaiPlmaIqxl83RAHOQsdyVPHxbEUjDZVMShoREnHDyl2X1onO99uWH3iYy9+6FZM3SzNn/4eTh+qsV3vLzHCy46xQOPj7HQ8VAq48lDHvuOrOMdr1pk43TG/JxPt284PauZngy4bGObRi3k3GLGfDtmsZuCafP1PZp1q6dI8JhedyE9E3HphdGz7aT5iUu3qi+nmb1rzZaX87M/8s3+qn/znv/nAH7+893f/lKAu86cmbtr+w7ujsP+1nVzc2Zm/35z8QXTm4U3/fNLc8dYOyVZc+osp06fJs1q3POkxpOahJSZOeg9behnPr62nJ2POLPQRymoRQmP7cs4eabJjrUZ+w422LQmpb+jx8zJgDy3TLUMi01NmgouWm/oT3cZradIkdLrKq7cssyJMz1m2ylBOMH0mkmmWwnbt6/m8NH5X5P7zx689prrZWtkVI41/f3Al+L6/1uV+hs9/88DvHyKufqXyp8/8MQRLloTjBw5dvI+pXzWrTPp1m2X/PRyJ31VmgbMLafsfuoJjp6dw1rNzAIocmy+TL+f0k8yJIpOkvLA7oArNxu6XYOwlgNHAi7dmjBzske7K7F5AqREoWHj6gBrFUmqybGcXV7D1de+lk4vIrWGTk9+pddr//bWNX3v2mu284qbVt31A9+XzAvx9+ep/c/p+f8D/Bs811y2AWAe+AxAr30MAc90etl0niuTJAkLZw6w2F0mz31Ubul1ltPX3Hj9f9s83XujN9FLZeaxbVvCixLNRCNnZtbwxmu6zJz1GW1KLl7WrF4nyMwyQXPcW7vR/9zBma/9N0TNM2h3UyKbbN5yJVJ6GKzMcnUK7MHtm9d+s79E/ySef14zoW/y8+XbvwaI6VCeau052bXaaC7alLD7oPPZnpk1vPHFXU6e81DKY/dhwUUbILcdzi2OixdesnrBWntqywUv/mZ/Kv9snv8fo59MQ+hd8J8AAAAldEVYdGRhdGU6Y3JlYXRlADIwMjAtMTEtMDdUMTY6NDQ6MTkrMDA6MDCeCo2HAAAAJXRFWHRkYXRlOm1vZGlmeQAyMDIwLTExLTA3VDE2OjQ0OjE5KzAwOjAw71c1OwAAADl0RVh0U29mdHdhcmUAbWF0cGxvdGxpYiB2ZXJzaW9uIDIuMi41LCBodHRwOi8vbWF0cGxvdGxpYi5vcmcvSM8oowAAAABJRU5ErkJggg==', 'weight': 14}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 76970000
    {'hecke_orbit_code': 4503599862251538, 'n': 1, 'trace_an': 1}
  • id: 76970001
    {'hecke_orbit_code': 4503599862251538, 'n': 2, 'trace_an': -64}
  • id: 76970002
    {'hecke_orbit_code': 4503599862251538, 'n': 3, 'trace_an': 0}
  • id: 76970003
    {'hecke_orbit_code': 4503599862251538, 'n': 4, 'trace_an': 4096}
  • id: 76970004
    {'hecke_orbit_code': 4503599862251538, 'n': 5, 'trace_an': -15936}
  • id: 76970005
    {'hecke_orbit_code': 4503599862251538, 'n': 6, 'trace_an': 0}
  • id: 76970006
    {'hecke_orbit_code': 4503599862251538, 'n': 7, 'trace_an': 98252}
  • id: 76970007
    {'hecke_orbit_code': 4503599862251538, 'n': 8, 'trace_an': -262144}
  • id: 76970008
    {'hecke_orbit_code': 4503599862251538, 'n': 9, 'trace_an': 0}
  • id: 76970009
    {'hecke_orbit_code': 4503599862251538, 'n': 10, 'trace_an': 1019904}
  • id: 76970010
    {'hecke_orbit_code': 4503599862251538, 'n': 11, 'trace_an': 1630464}
  • id: 76970011
    {'hecke_orbit_code': 4503599862251538, 'n': 12, 'trace_an': 0}
  • id: 76970012
    {'hecke_orbit_code': 4503599862251538, 'n': 13, 'trace_an': 22316306}
  • id: 76970013
    {'hecke_orbit_code': 4503599862251538, 'n': 14, 'trace_an': -6288128}
  • id: 76970014
    {'hecke_orbit_code': 4503599862251538, 'n': 15, 'trace_an': 0}
  • id: 76970015
    {'hecke_orbit_code': 4503599862251538, 'n': 16, 'trace_an': 16777216}
  • id: 76970016
    {'hecke_orbit_code': 4503599862251538, 'n': 17, 'trace_an': -122937984}
  • id: 76970017
    {'hecke_orbit_code': 4503599862251538, 'n': 18, 'trace_an': 0}
  • id: 76970018
    {'hecke_orbit_code': 4503599862251538, 'n': 19, 'trace_an': -74272984}
  • id: 76970019
    {'hecke_orbit_code': 4503599862251538, 'n': 20, 'trace_an': -65273856}
  • id: 76970020
    {'hecke_orbit_code': 4503599862251538, 'n': 21, 'trace_an': 0}
  • id: 76970021
    {'hecke_orbit_code': 4503599862251538, 'n': 22, 'trace_an': -104349696}
  • id: 76970022
    {'hecke_orbit_code': 4503599862251538, 'n': 23, 'trace_an': -1069509120}
  • id: 76970023
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