Newform data - 16.28.a.b

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• 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': 12544, 'analytic_conductor': 73.89689197408813, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1]], 'atkin_lehner_string': '-', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [16, 1, [15, 5], [1, 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': [[3, [-1016388, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503600097132560, '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_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '16.28.a.b', 'level': 16, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'minimal_twist': '2.28.a.b', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+1016388q^{3}-3341197410q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '27.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '16.28.a', 'trace_display': [0, 1016388, -3341197410, 51021361384], 'trace_hash': 1072736868902973363, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.966', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.009', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.780', 'prec': 17}], 'trace_zratio': 0, 'traces': [1, 0, 1016388, 0, -3341197410, 0, 51021361384, 0, -6592552918443, 0, 177413845094508, 0, -264386643393418, 0, -3395952953155080, 0, 76811888571465906, 0, 147764402234885140, 0, 51857499454360992, 0, -3583628816727527112, 0, 3713019535666879975, 0, -14451157452241410840, 0, -75208679254256666970, 0, 131071363974700812448, 0, 180321303187916797104, 0, -170472440510894815440, 0, -662288183049353372674, 0, -268719411705349334184, 0, 638680458671096629242, 0, -6917115499338769700852, 0, 22027020736389692832630, 0, 30908908867583003138544, 0, -63109183046057553744087, 0, 78070681801375089267528, 0, -72917877175183391659218, 0, -592774679727911334824280, 0, 150185965258710437674320, 0, 428694162599071555282140, 0, -308035309306328670786298, 0, -336361024895024181605112, 0, 883367968144681832647380, 0, 2019363317538472735190404, 0, -3642357325776057826311456, 0, 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• mf_hecke_nf •

  Column	Type
  an	jsonb
  ap	jsonb
  char_orbit_index	smallint
  field_poly	numeric[]
  hecke_orbit_code	bigint
  hecke_ring_character_values	jsonb
  hecke_ring_cyclotomic_generator	integer
  hecke_ring_denominators	numeric[]
  hecke_ring_inverse_denominators	numeric[]
  hecke_ring_inverse_numerators	numeric[]
  hecke_ring_numerators	numeric[]
  hecke_ring_power_basis	boolean
  hecke_ring_rank	integer
  label	text
  level	integer
  maxp	integer
  weight	smallint

  
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[-65759439664746943110611288689446560962129236234], [102068886780837569811875538675901720859287435668], [35872699440837238728423584208306804911921312970], [57966282426019577900959080033170747630004846268], [-160228777898485433175168335279300343909518787240]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 4503600097132560, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '16.28.a.b', 'level': 16, 'maxp': 2999, 'weight': 28}
• 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

  
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97365543455962253283796117622126777329500, 0, 46325455413639199910149042377603247830624, 0, -93788670233476470846873977353062951565048, 0, 20821654073647424209600292954206670894154, 0, 81731267066071246364437294210457644028952, 0, -126360728728845593873795869590281188153610, 0, -91105355802912302820589229167569728476968, 0, -67677580068528480308345537103762608544972, 0, 15697026383471000760467036168293813083648, 0, 77179310539889152061891961780387535490080, 0, -86917087345591096408910063832325644032800, 0, 60308625588086601641001541709482737684208, 0, 30697716860181561678549871128566052957296, 0, 1077255316624240384510798880456453138086, 0, -83497017972363576653478043569920695332624, 0], 'weight': 28, 'weight_parity': 1}
• mf_twists_nf •

  Column	Type
  conductor	integer
  degree	integer
  multiplicity	smallint
  order	integer
  parity	smallint
  self_twist_disc	integer
  source_char_orbit	smallint
  source_dim	integer
  source_hecke_orbit	integer
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_char_orbit	smallint
  target_dim	integer
  target_hecke_orbit	integer
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_char_orbit	smallint
  weight	smallint

  
  
  • id: 12220
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '16.28.a.b', 'source_level': 16, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '2.28.a.b', 'target_level': 2, 'twist_class_label': '2.28.a.b', 'twist_class_level': 2, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 28}
  • id: 12221
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '16.28.a.b', 'source_level': 16, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '16.28.a.b', 'target_level': 16, 'twist_class_label': '2.28.a.b', 'twist_class_level': 2, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 28}
  • id: 12222
    {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '16.28.a.b', 'source_level': 16, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '18.28.a.c', 'target_level': 18, 'twist_class_label': '2.28.a.b', 'twist_class_level': 2, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 28}
  • id: 12223
    {'conductor': 20, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '16.28.a.b', 'source_level': 16, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '50.28.a.a', 'target_level': 50, 'twist_class_label': '2.28.a.b', 'twist_class_level': 2, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 28}
  • id: 12224
    {'conductor': 20, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '16.28.a.b', 'source_level': 16, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '50.28.b.b', 'target_level': 50, 'twist_class_label': '2.28.a.b', 'twist_class_level': 2, 'twisting_char_label': '20.e', 'twisting_char_orbit': 5, 'weight': 28}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 66900
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503600097132560, 'p': 2}
  • id: 66901
    {'charpoly_factorization': [[[-1016388, 1], 1]], 'hecke_orbit_code': 4503600097132560, 'p': 3}
  • id: 66902
    {'charpoly_factorization': [[[3341197410, 1], 1]], 'hecke_orbit_code': 4503600097132560, 'p': 5}
  • id: 66903
    {'charpoly_factorization': [[[-51021361384, 1], 1]], 'hecke_orbit_code': 4503600097132560, 'p': 7}
  • id: 66904
    {'charpoly_factorization': [[[-177413845094508, 1], 1]], 'hecke_orbit_code': 4503600097132560, 'p': 11}
  • id: 66905
    {'charpoly_factorization': [[[264386643393418, 1], 1]], 'hecke_orbit_code': 4503600097132560, 'p': 13}
  • id: 66906
    {'charpoly_factorization': [[[-76811888571465906, 1], 1]], 'hecke_orbit_code': 4503600097132560, 'p': 17}
  • id: 66907
    {'charpoly_factorization': [[[-147764402234885140, 1], 1]], 'hecke_orbit_code': 4503600097132560, 'p': 19}
  • id: 66908
    {'charpoly_factorization': [[[3583628816727527112, 1], 1]], 'hecke_orbit_code': 4503600097132560, 'p': 23}
  • id: 66909
    {'charpoly_factorization': [[[75208679254256666970, 1], 1]], 'hecke_orbit_code': 4503600097132560, 'p': 29}
  • id: 66910
    {'charpoly_factorization': [[[-131071363974700812448, 1], 1]], 'hecke_orbit_code': 4503600097132560, 'p': 31}
  • id: 66911
    {'charpoly_factorization': [[[662288183049353372674, 1], 1]], 'hecke_orbit_code': 4503600097132560, 'p': 37}
  • id: 66912
    {'charpoly_factorization': [[[-638680458671096629242, 1], 1]], 'hecke_orbit_code': 4503600097132560, 'p': 41}
  • id: 66913
    {'charpoly_factorization': [[[6917115499338769700852, 1], 1]], 'hecke_orbit_code': 4503600097132560, 'p': 43}
  • id: 66914
    {'charpoly_factorization': [[[-30908908867583003138544, 1], 1]], 'hecke_orbit_code': 4503600097132560, 'p': 47}
  • id: 66915
    {'charpoly_factorization': [[[72917877175183391659218, 1], 1]], 'hecke_orbit_code': 4503600097132560, 'p': 53}
  • id: 66916
    {'charpoly_factorization': [[[-428694162599071555282140, 1], 1]], 'hecke_orbit_code': 4503600097132560, 'p': 59}
  • id: 66917
    {'charpoly_factorization': [[[308035309306328670786298, 1], 1]], 'hecke_orbit_code': 4503600097132560, 'p': 61}
  • id: 66918
    {'charpoly_factorization': [[[-2019363317538472735190404, 1], 1]], 'hecke_orbit_code': 4503600097132560, 'p': 67}
  • id: 66919
    {'charpoly_factorization': [[[12815663453552821957376472, 1], 1]], 'hecke_orbit_code': 4503600097132560, 'p': 71}
  • id: 66920
    {'charpoly_factorization': [[[22881210928165048507710118, 1], 1]], 'hecke_orbit_code': 4503600097132560, 'p': 73}
  • id: 66921
    {'charpoly_factorization': [[[53028364881871099261766000, 1], 1]], 'hecke_orbit_code': 4503600097132560, 'p': 79}
  • id: 66922
    {'charpoly_factorization': [[[52517451913599957686712492, 1], 1]], 'hecke_orbit_code': 4503600097132560, 'p': 83}
  • id: 66923
    {'charpoly_factorization': [[[215234163567542209160339190, 1], 1]], 'hecke_orbit_code': 4503600097132560, 'p': 89}
  • id: 66924
    {'charpoly_factorization': [[[356303023225402052577970654, 1], 1]], 'hecke_orbit_code': 4503600097132560, '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': '16.28.a.b', 'level': 16, 'portrait': 'data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAALgAAAC4CAYAAABQMybHAAAABGdBTUEAALGPC/xhBQAAACBjSFJNAAB6JgAAgIQAAPoAAACA6AAAdTAAAOpgAAA6mAAAF3CculE8AAAABmJLR0QA/wD/AP+gvaeTAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAAB3RJTUUH5AsHEiseONtNiAAAABBjYU52AAAA1wAAANcAAAAQAAAADnCbpecAAIAASURBVHja7P13mGXXed0J//Y++dxYuatzzgAaoZEBglEUKQaJkqhkS7bH9mOPLc+Mg2x/tsfjxxppNLblKMtUIm2JCiQlUUwACBI5NoAO6Jwrd8V766aT9/7+OOdWFSjJlm3JkOS55H2qABKo6nPXec9617vetQX/3+sP7fX5Lz2PlGLsrcuTNZ1pvXnIwrYkb9zo8Ojtg+L+w+Xl597M2Dy0MnT3oRl9+vIWXFsyNtSjXMqEkvtWQc8PbX4EYBxoAoEQ4p3+o/2JfZnv9C/wJ+V1Y3IBNLtsMxnTaNVop7zw9Jco2ZPsGF/BNWyuT/9m0tB3/eOg2/gOU+hk5pbN2KAg6YV0VlN7ZmbpF6ZmBCIL/8JUtRvPzS8xPgSTYUy1nFlhevPL//ozF//x+enfFv/y//pf/p/5mRufW5i+8Mbq8mUjynxAy5JjzWu4Ua5teqcvyZ+I1/9XGn6fl04WwXTqs9Nzj968/gYP3rucvHRyz/8eBrwfrWh0FVcunSFNV9i7uUWzYzC14IGKSJOUgYrm0pTNkV0Zc4uSgWpKpeRwbc4kUwnDZcHscsLR3YorU5LBqsK2bVzX5MaipNmFfaMpw/Vhjt9zlCD2kEIRxMbXf/PF1Z9+z1Fp3Xb4Drzy+HNZFjf37R5+py/ZH8vX/wfw4nXhxiLAt7mm2LPaaqrHv/EL6tvuGdt1+ubmv7uyeJV7DoVcvdlieWmFXmQyt2qQZDaerak4moV2ypW5kM2DLjXPwBAJw1WbfdsMeiEIGTGzaBLGMLssMLAJooQ92zRjA10kkpIfs2mkw6WJQVaaHiUvwzUT2j3NUtMkiDLc8hBOeYw7dqXs2raF33pm9Se3j87c+J6P/jk5MDggHS+5BjwhxOZ3+pL+sXj9Tw/w2ZuPYxo8em1SfOD8zc53j1bDA9dnAlqN82wZTPjqywJLdNkyIhiuQ72kmW44WIZGCsV4PWNywaXka964FtGLBK4Ny6uwa9jE9xzGhlMePdrm/I0qb1wUXJhMeeBIxuYhRakk2DbWZKlp4DoQRJqTl4Yoe5LrCzabBkKkANfIuNWQeK6i6mZsGVGUHHjhQomd4zb3HdtDo1Nl/y55abmz6fOzDfmkIXnu+z/2rnf6Er+jr//pAJ7FTaTlDKwsLf3fv/Rrj9snzl/PDm7z7hqtWndbcgpTdzl11aBe8lnpRhzdbXDxpsn28ZBOz+JW0yBKBI6ZcmhrxuhAxEpHcvp6lSQV7NscstAxuG13wJWbFu3QJI7g+KEul6d9Kl7MxRmT+/ZL4iSiHZqcnpAc25HR6ljs2RITJ5K3bgiWOy6b6nBgWwfblMQJ3GpadMOUHSM2524qju6JaTQ8XLfNySsOm0dMDu/ZwuhQ740tg/NvCvduY9Ouj8ZuaejvZ2nU2DpWeac/gv+hrz/VAG92UoSQREFLPPWNL7Ow6hqjA5WfiaJov6VvPDw1M2U02i3iSOBaKaYhmWmYPHy0h6TGkyc027YEjJRcFhop4yNw5ppBokFgsGUg4679HRodQTd0uXDD5MjuNpZt0+lJpBAc2Ko4c1Wx1PboJR3u2B3TDao02oLTVyT7t6coIVjtKTxHc/sOybkbJkGc0Gwb3LVPMzaYYIiUNLM4ed1m64hmcdlgoN5h55jPN14zkGaPB45qphYMUDEDVQstFLEeplLdkr33/m0veG75Mmrlr07MhdnR2z9AliV60/j2d/pj+iN9/alUUebn5zFNU772zS+IOx/56A8nSfJ/ZErFX33hjLhvT3BwoBS7jtnG0DYDnmLT1oyVrsncUplGM+ONq4KPPtji6K5Bnj6dsmdLj7FamYm5lOMHYi5N29RKCSA5N+EzPqBYaZq8dD7jpatw23bNoa2SRkfwwgXJu48k1EoGzU6Z6Vsmq22NYcX82Q82mZyvsNoR3Lk/5LY9S1jUmV8eZnoJDu1QBLHk5rxD3Te5OCPZvxU6Hcn+7cvsHHd5+nWbiZWQjz+cMlDyWLJgruFwfd5k06AmSbpcunHBmJubetf4iLzvQw+0j6vsHiuOg//0qX/7d//Z5MQNx/HKoVKZGt/0p0+Z+VNVwbNUIQ0hVxqt2uTk5P0S9alLN26Ur1y7Wm8vT7EaJBze3qPiw6WpEo4tcYyYMNFkKI7ttbg26fP8Wwm1wS7f+aDk7KUyL5wLOLg7ZcuABzpAmAJLmly7ZTJSyWhFmrIbMbmYcX46o2zUef89XZqrZV67oDmyU7B3W0aWCqaWLLJMsXeL4PCuhNfOCxrdHu+7W+KV5rg8UWbiVh3fEXR6FkPVlOu3bGwzwpAGWplsHWtweLvB86fqvHEj4WOPthgt1XnhlM3VuR537E9QyiKMLRxDYduKi5OKqp9xeKdBLyyxZVO5vW37oZXxLYdN0xR/cefOXa9YdmkVUH+adPc/NRVcJyuobHnH2YvXt6x23M+/9OJz1SyaLs0ut6iXQZqSoTqYUrBprMWNWz6XpmIObbW5eBMuzoYM1Zvcvg+iuMSL5zS//VKPTzzcwnXLnLxqMT7YZbBiM71g0g4yer2A0qhFokwGSgbjdckjRwJOXU0xpcCxUxw/5Y0bBqWyxZahmCiFzYNwbP8SrZ5JlNZJlMnZCcmZK9txDBfHzjBrEUEE1UrATqDdtZlezBis9RiulnnyNZuzUzEff1eXLbUKL51xOHMj5MDuFh99WHP55gjnrmsO7mhzadJlbjXC98osNDKEjLh0M6jcmp+tpCdOc8ehbZ+rlVRrbiX+7mpt58zE9MrEjq2D7/RH+ofy+hN/q2qtAfb/3G88Pf7u253/cPLcub2f+a0Lxt6xgJ2bA1Y6ZYIQlpowXE/ZtUnyzBnJoR0hO0dsPMfizYs2p64mDI82ObYnZv/mOpcnfE5cyvBKLY7sUJTsElenTaQV4tkC11YM+IJbKxYrLQPTzCh7CY5t4NgxU4sGpow4tMPkzcseDxxdpVZr86mv+Az7Dg8egpNXbA7tCpDCYmLRxDEsXFdRdzMsE5ZbFrMrBtVSD88G2zawpcm1WY3vdzi4A8pWldcv2FyaCdi/q8Gx3TBSHeLUJYc3ryT4rmLn5jb7t5k8e8pl++aU8VrGQkPQiwxWOgk7R+HQTkFb3JttGj989fih5l+ujH5oDrj8J72a/4mt4EG3CcLam3Vev33qVvg3WssTj3728xcIequkmYnnQZIIKl7ClqGI7SMuZ665lPcsc8fOKlPLGR96YBlD1whCC7A4fa3Opy91+cS729x/MGGoVuKNi3W+/lrIpqGQA9sFI1WT63MWvTCh24NWV2Cams1DGRgSKWOCnuRW0wXlMVKN2bO5x0tvOUSkfOdDCVnsc21GMlw32TwoUCplqWnSDiOCxKbTtdk6FDFYCTEMiWkKksTk+gwM13vcd1vKeN3kymSVFy/BXKPD3bd1+L53ZUzPjXHyksPFiZSrswppdrnvqOLsNYcgDhgu+bx5RRKnCWVX49qCOFUo1eXs+RPGzOT5A3a275kuLz3XS8r/qtFonwmj9Or4poF3+iP/b3oZ7/Qv8N/yWpifwXHsHaffuvwvrlw5+3+eevOZHc3lCc7fVAzUIIoMPCfCsRw6gUUSSTaPdtkybHPqksNCS3Nl0mWyEbNtrMVYXeC7Lq5lYmBy+rrB/GpIpRJzeKdi/xaHTtdlZklgmwmJNphrWswtKdqxwDRNRmspC03FxC2belkiMBkZSGh0NEd3hEjpc2vFZ99mhyuTDtPLmkM7IhYakiS1CGKD/VsThNB0epLRWsrwQMTIQIwlodUzcBzYt0XQbJb55pseV+dCBgZaPHZXwH37Ha5PjXD6ss35Gwk3lhPKtRbf956AQ9sqpFoxWHE5cUHQCmO2DruUXI1WgmopwZA+Kz2DTfWIp16a4/L1mzsqvv5kzVfbS9WRV/76X/9rq//yp//FO/3R/1e//kQ9f1rLN6lU3eE3zs78jZ/7rZNHB4zWx5duncdzJMePhEzM1ljqRty7T3HioslCO2J8SHNwS5nTVzMeOdZlYXmQ1y5Imu2E6RWN4XX5xMNdPnzcZmp+kIs3Ha7NKC5OJWQyZOtIzANHFdtHJFPzJaYXJI22IkwVUkK9DMPVlEbbpN01qFdiTGFSr2S4TsJrFx12jSmG6ym3lj0sQzG7ohipa3Ztinn1ooNtGwyWwTAShkrQ7ApWuoKRimKgkiAlRLFBo20yuWAytZSyfSzk/qMpW4ZNyHwu3fS5PqO5MJkxuRLxbQ82+a6HIzxjgJnFCsurktcvaG51erzrqMHJKzYHdi+zZUCx2Khw4qLBXQdSGqseE4sBd+7VGCLh8P59HNxj/nZiv/tsIvb9K6k7S0cObX2nofAHfv2JAfjJE5+lXLIqk7PdTz3+3Mz3XppoSJsO9+xXOLbJrZWEPVsFE7M2fqnHcKXEE68K2nGHjzykEWmVsaEWnl3iypTP1HzG7GLKpVmF6QZ82/1t3ndM4ZlVZhbLTMxZXJ+BmZUMywyoljMW2wa9XkqWpggEjuuxdcRi76aYWjXh1oqg1TXZM56AhljB5IJLJ9BUPIFvCyQpjpNR8TPaPZvJRYiUjdKaA+MxnV7G3LJJvWyxazxl22iXkh8hpCaOBa2ex1LLpu4LLGkxt2hzbVYwMZ8ytZLieD3ec3eXDx0HR9a4PFlhesFgaj7j+myI42WM1lyU0eZjD4d0OxW++qrD4ECPmuNy7ZZi31bFrWUT1065Y3ePobqFW96mmune3+iltb9kirj9g5/4rncaEn+g1x9rgGvdZGnBxfPTn5icvP7As89+WV6cXn3g1tySOT5sMVyBMBHs355yc9bn/EzG/i2C89dh82iX23eUePaUyVyrw/e9N+DuvZJ2z2d+2WduyWR+RTO/nDKzlLHYSakNhDx4tMu9B8CWHo7hsNBwubVsMt8Q9CJIU4VrK0puRr2aooDJ+ZR2F7aPWpS8CK0FCJtuoNg2FrGyaoLOqchqF6IUNJpGK2bziEUnMBCGRqiIimuxbVPIak8wOWeSKZPBiqTsChwL0lTQiyTzDcmtFc1CM8VxQrBS7jvU5YHDguGKx0qzwvSCw9wyLCynzDdS5puaZqC540DAD7w3ZWFhgOdOw9F9y4wPVDh3U7Bna8KliRLX5lMObdOkiWagEjFYTTCdwXSpMfzyBz/4MbVjx86Xq57+e5PLkh3j5XcaKr/v648tB//GU7/J7j138hM/8aM//tQzT/4fp998fE/UW9xR9SJZckyuzabcdzQkDH1OXtXcczDENVxmlmx8w+CNywmW3eXBIxbTt1xeuJBxaM8KB7YG+C5YpsS2DGzbpORJfEvS61pcnnD5xkmbycWIdppweTpidLDBhx9scnRPh7sOtJhYTlnuCXwn5MacptUucWSXZDXMuDhhUPZNzk/C3nFNGGeEmY1pJtTLcGnawTAzLJliWhBEknsO9Ah6kqN7MtpBxuRcmZ1jBiU/ZjXSjNR6NLttfuMZOH0z462bIdvHV7htf5v6QMwH7+vwXY9odo+VyZIaN2erXJ+xmJ5XzCwmzCxm3FiE6XbG/p0N/tePxjQaQzzxuuDOg7e4/7DJjekanqO4Om1zdT7hPXdlLC47TCz1eOBIxJXpOlcnM9nuhTuuT17aKcXqcWXv9vZsq33zd37n8/zqr/7GOw2Z3/P1x7KCP/7471Ad2GMszZ/6Rzqe/f9dvzlhXJlOKHuSpZZi37jNuRuCiDbvudPm0o0S3aTNPQdCyk6VxYbHm5cyJpYCbt8X0ll1ePWSjXBDjh9s8D2PxOwcKbHarbDY8Fhq2Cy3BI2WYqWlaHYU7UDRjjS9MGWwkrBtVAECx9LMLFoI6bB9xGDnuGZ8pMdCM+LM1TJ37tX4XpNz1wYol2Li2GKwrghCOLgt5LPP1Ni/NSWKNENVSZIFlF2H8xMhnlXijn0pb92IWVix2TzosHMTbBuLMYyEmWWwLY0Qmu2jKfWypBM4dHsW7Z5Fo23QWIWVlqLRylhuZcy3YCXM2La5y/c+uszxfTaOMcBrF10a3TbHdhtMztV546JkqRVRqnS5c59J2CtxcSrgPce7JGGN8zc1e7d2WWh4uG7MwkqJoZE92f5dQz++b8e2fzJ9ayH70Hd87zsNnd/1+mMF8LfOXaVS9r1XT9/c1l45/z1xd/qfzs7Osm1M041MXjhvMlCOqJQS7t5V5gvPCmy3xfvu8jh7zeXFc10euyfgQ/fZXJ+qceaKYGYxJk40caJZ6kjmOhotunz8oRYfvEexa5NLHPs0Wy6rXZtWx6DZFXR6gjDSxKkmy8CQGscCz9HUKpqRgQTTCrl+K+bsNQeVlvjA8RjTWuXNi1V2bILHT6Q8dMRhsRXgmgZpljBQhzSxMK2UlRWfB4+1efyVMjs3wRtXIyx83n+PIhUBZ69n3JxxMaXNaN2kXhJ4jsC2BYaAVEGcaMIYOj3NalfR6SlWe4qVribIMrZv6fHBe1t8/IEYVJnlZpWVVZcokUQJTC9YnLmScWU+4kMPrfLeYwYvnBzm/ETA++5tYokBPvesy7GDC9Q9m5qveeFsmW4Em+qakZFR9u0Y+gcPHj/0udTYN6WyXrBtx4F3Gkprrz82AH/htSvUasP27NzVH7l05dLP3Lz2utg71pOpEswsmQzWEpLE4fKkYHY14qMPxVTsEq+cT7nzYI+KXeelMxanJyLee2+T998J16ZHuTppsNLK6PQy2j3Falez0BHcainqtR7vvavDfQdSto8aVDyLdsfFsSRgEKcSpQRKQy8EhKJeDrk6q1E65qk3SkQ9jz2bbe4/2iNRqzx/ssYdey2uzndpNSvce7THN990GB3QXJzU/K8fa3NxwmF0QPKNkwb3HzRo9NrcmB7gjn0xz58NSCOf+w7Z7N4aEqRdvv6mAZng+oxJxTcxBfQCidKCTGmSFJAK01a0uppSOWHrpogHDvZ4750pgyWXhUaVlVWPZtui1TVpdSUrLc21mZhr8z3efU/I++60OXulxkvnUkqVNnfvtXn5LRen3OHjD6YsLlW4OAmxzhiqSKaXJGkiuetApu4+dkxv2374r27ddfDTUXs+dqsH32lIAX9MAK6zRMZR78NfefwrexYa4U+tLDxtDZUM0sxnatFgvgmLDc0jxzpsGSjz9RMOzbDLB+4NOHvTxXZafM/DJtNzw7x23uD6rYhvf6DBkZ0+52/UWWoKWl1Nu5vS6WV0A0Wrp1nqCpa6kGQRt+0NGBvI6PY033ZvxI4xRZpJTKmJE3jujMvUosumesq56y4onwNbDI7tVzhujzev9lhaLnF4R4lKrckrb1ncvddlpbdKs1lhbExz4qLBDzzW5fWLJltGLJa7LZqNAY4d7PHKuYwBr8bhPV0WWy1OXKjhmSXu2q/Zty0E2eXMTcHIQMLCUsLzZyzCxEBKyJRmx6aY994b0+kajNcVx/ZCHPs0Wj6NlsNq16LdM2h3Ja0utLoZK6sJ56cyDu8N+fZ7HG7MeJy4oLi50uUTj63gSZczEw4fuAc67QpPva7ZMtbg4dtsFlYE8w2b6SWTOAkp+THf9cGHk27g/52H3/Ud13zP/4rnSvVOY+sdn2QmUUgYRX/m9ZNv/vTKwoWBmZll7tyvWWxqrs3HjNQNtPLotuH8Dbhr/xLf/Z5BnjtZ4uuvmEwsJQwO5NTlvXcs8MFqnYsTLiodJMkSRuoxtmlR9iTtkkW3Z9ILM7pBxmikCCJNJ3RoLLnMTGviVDE7n+I4GhDYhsaUgl5gILBIeya37xDsHtds29wjyjo88brBpWt13nenw7GDTf7jExpb+OzY3OOtVww21wyGKj1cwyNOLBY7UHJNtowKTl+KObbP45E7lvnMVwNsq8x7jmssp8fTJ2Ief63EhZseu8Z9dmzKGK7H7BxKOLIjwzAUpqEBje84DNcc4sSi07M5d9WiG5r0AoNuKOkG0A013V7+Z28XTzTH0FjK55k3TM5PpvTSHu++p8Udu1OGKimbh8tcnfR57nRKpFu8/35BEJZYbKY0uhE7Nve4Mu1wfb7Esy++aQl77KeHRl5tHDly7//eavc+U634//MCXKtVIP4LvcZTP/HNZ18eWG2sACWuzlTIEsErZ1O2bw745Ls0W4YqvHJ+gM89vcKd+xvcc0gzUi8xeNNmYsHl80/FLK+ucu/BRd51l02mXNJMYEqN72ZUfJNO8WEHoUkvMgkjTRgr4kSTJJo0y99xaqMVSENgmQLXFtTKgnoZxoYUW0Z7DNVbPPkmvHDKQqoq77vT4vYDHV66kBCHFe6/XdAKAhZXSty3TzFU6+GZDmFqsNROMJTg9n0mfjni5GWXh49Vufe2DicvG6Cr3HnI5s9/qME3T8d84/USF6dctg0bjA141Ms+1TJ4DlimxpCgNFy8KcgyQZIK4hSihPzPGGUEkSKMFL1Q0YsU3UDTjQRBYvDSBUgJOLKnw4cOJrzvTov55RFOXbK5eFMwsRiydXODO/damNR5/rTJjaWE73tfk52jNsvNKjU/w7czwuQaL77YGDh9Nfx/f+A7HzVXVtu/MFh755Ys3jGALyyustww//zU9Rd/4urF50dU1EEJzYGtIddnLQ7v6PHwEZ8Xzxl880yPj96f4NgDvHBmkF9+os3dh9p89IGYzcM1rkzZXJ+VnLlgcOJCyL4dHb77kXlu3wW24bLS9ugGDr3AKoBt5O9YECWSJBWkaf6oz71beVNpmuDa4HuKgXLC5pEeKV2uzib8xvMuN6ZL1ByPuw+Z3He0zYkrLZ56tcLxvS7bNvX47DMCQzhUygmr3QilwRAwXOnR7tio1OPDDy3y64/77F5w+eDxHnGywvNnB0kyl3sOjfDBu9vs3dri6ZM93pr2OXPTZsuAZKAi8B2BbeU3oRQghEZpUEqTpMXNmmiiJL+RwxiCGDqhYDWSNLpg2hG37e7wXY/0OLTVJo0HOHmxxPUZwbWZjOlmzEcfXebe/RbXp+o8e1Jydb7Ltz/cZsdIhRdPl1hoRBzaLrk8Kzi0A5ZWAq5NPTuyc8z5iW9/34M6ClZ/0fFq/3MA/JVn/xOfed7nU7/x5J/dOxr8VHP+7ND5G012jnlcnnKp+D1u3wNZ6nBwh8lq2+LURUnZW+XD984jjRHS1ys8f8rA81p8/IGQkYE6owMeAxMGZ29Knnnd4bULHvcfafKD71nljt2rZJlHmjr0QpduYBFEJnFikKSSNJNkSqC0QKCRQuPYCt9NcewY24qYXYn46huSazM2N2fqGMph9yabgzsN7jzQxnCWOHu9zOaaz+FdMDbcpNGucGSzJFWaJ193iHqSWinl/feEfOX5hKn5Mvv3WNxaDTl/w2LraJ3bdi7x0lsdXjkviGKbAzsHOLDV4cCWDtdvNbg2C69f8rl6o4RvChxTUnI0rgVS5k2V1vnNmmYQpxBngm4kaIeCdgKJSsl0xN1723z/ezrcd1BQdircmBnmrasulyYUV+cSmmHIRx5p8ehRiys3h3j2lODidItveyDinj0+565UuXAjRQvFyeuSvdsiRuseE7dMdo4v8MLLz45kyfRP3X80SXX07//jv/nFGj/6V37gfyje/oc2mVfPfJp/+Z8UP/Qd9vdfuTH57984O11LFGglOLi9R9lzeeWcxbZNTW7bo6m6PjfnSpy7LpmYj8hklwePGIS9Gm9cTJhoJAwPdnnvnRH3HrBZbZX58vMG5yY1c6uC1URRq4SM1nt8z6MtDmxNCQOTwzs1o3WDKLHIMoNMSXQf3FJhmRmTC5qb84LVQPGll3xml310bFF3DcYHTbaPmezaDId3d1BymV/4ms/KYo3jBxzee2+L5863eebVAd51u8fhfS0+/WSKjGv82Q+mJHKFX/5aldu2l3nX3S2ePNXh5ZNDvO9Om+OHI261lvn04w4yLXFou8XOcYud4xnjwz2qlQ5xFjDXSPjSSw4rPYfJWxaz8zaWIZBSIhAorckUJEqTpYr6YMLRnT2iKOHA1ohPPBIxXDWpl2yCqMzCSpmz131+50XFahBw9+EW77kzYqxaYXphkBPnDLpZm0duD8jSGhOzDudvZEwsxJTLIbft1WwbLPHKefDLKYe3QJplaASZ2L5aqu36Kwcq1371xNJB/sHf+J4/fQD/3Oc/y394/D7xkz/y9Hefubz06edev+VvHkhphSl37gu5Olli53gLz67w9RM2S90u9xzq8OjtJklY48JNl2szijSD8SGLZjtldilhekWx2E44si+iXraYm7FJYogSQScWtCPoJoKMFFSKSFPuPNpj51hMmoLSoqAlAikE0hCYluTylM3Fay4l16RsS4Z8wXBVMjJgMj5ssH1Txv7tq2RihX/z2xUmp2oc32dx7xHN0NA8//Y3bWxV4z13GxzYs8zPfU2StOt8//syGnGDz3zV5+gWn/feq5DWLf7Nb5YZK1W497DJPYc6XJ9f4d990UckJfZvNtk6ajI+LBkbyhiph9QrIZ7bo+L3eOsmXJ6WWJbGMDRCKEDn/9WQprBjLOP+IylZYpGkDlrbhLFNL7TpBRZRbBKlGdfmuwxWI+7cLVhq1phZKDG9aNFoabaMxKSZ5Nq04MJkQqhCHrmzw737LVYadZ48ofFKIbtGHK7MBBzbK+l0TQarMaHY05Pejh/5m3/loc9/9YnX9Yc/+Ik/PQCfv/avGd2N8eLT8uMXr67+8qUb026iDYbLgpOXYzIj5dGjNo2G5N4jPW4tDfDiGTg/HXP3kSaPHYsZLpeIIp+Vlk0Y5XLXcguWminLqxlL7XwoU3E0tpk3XUmqiYqGK0wgygRJJggTTZRCpjWquAiGAEuCbeSej7IDVRcqHlRLknrZYLBmMjIA28YiNg2vkugG/+a3q1y/UefYLpMje0zuO9Lk2fMtfvObg9y50+ORY5odW2f51Jccws4I3/moopMu8fNfttg5VOWROyyOHVji158PeOnkMA8csDm82+DYvhaXZlf411/00XGZLTWDrSMGw3WToZqgXlHUKxkVP6HiJ/hejGOlWGaKYWRIkTcTGoFSkiQxiBKTJDVIUoM4MYiS/GucSJQC21KUvYQ4MVhatVlqGiw2YKWVKy5hAo22opfF1OsB7zmWcHx/iYs3qrx4WjPdSnjgoGBlNebhYy0EDm9eLDFQDQhCycDIwVB4Iz/06s3Sb+8cCLKf/Fs/9EeOvT9yDn7p5GfpBBVj6Y3ZT6TRtc8Qz7t7NlmcuQlTocF77pK8es7nmdMhHzieMDzQo162SNIqVd/h/NUhzlwJOLCzy7ff2+HALhOVunR7HvMNj/kVk5VVk9VORhgr0kyjVP5OU0gyTZJBmmmyTJEpcr6tWAO3EGBIMCVYFjimwHUEviMp+QZVX1KvCkYGUraP9SiXVvntl2OePzvA6nKFo9sMtm+y2Ls1JBOrPPm6T8kyGa4blP2Qs9fJN+63anqRwW17E47u1szfylhq2gShzwfu7vDiWwFXZw1KnsSxKxzZpfgnf3aF584HfOW5IVbamu0jGc2WSa1iUC1ZlH2LkqdxHYVjKxwzwzRyqiVl/hloTT6wUoJUSdJMkKaCJM0b7CSTZBkoBWnmEoSC1W4+7l9oZMyvKjpRRkrKtk0R33dfyKGtDkk8yGtveVycyLg4nRCQMLWi+NDxHq3OAK+cN7ltd4BSBldnbC5NX3eHxqNfPjqy9YeHKkNf+Oc/87nsb/7VP1q68kcO8J97wpS+3f7koZHmz7Yat1xpuMwsa7aNhNiGT7MDe7eYvH7J5zOPB7x1I+Sho02OH0kYqA4wULW5Oi25eMXh9OWIh+9oMVjrcnx/h0O7bHZsKjM5X2KhYdHq5ME5capJ077sp8gyXXyAmkwXSkmhlgghkBIMKTBNgW0KHFviOpKSJ6j4mlpZMToQMVzvkOpVPv+i5NOPDzLiuhzdJti2yWLHuGL7pia//aqm0XA5MGZQr0DZT1iYkCw2HeydOXUarkpqNbh6U9NsK+aXXfbucHnszg5ffcFlsAyObWPIGkd2C/7iBxex5CJffqnOhVmX0XbCSC2lWjIoewa+J/EcE8cGxwLT1DnIBUixAeTkN3amIMsEaZa7E5MspzFxqglCRbuXsNRUTC0r2nHC2HDIu+8MGa0qHj5qkcYD3JgtcXVScHEq5cpcxL5dHR4+GnD3Pof5xUGuTNrUyjFXp10sJ2B8JGbylkNzcdrdUjF+/t2PheZATf7a38zrzJ9MgH/uN79Alqk/++yJyX++NHmrsm3EpxdJwlgjZUZ5oEut4hGFBnfsNilNS0685XJxosN3PNjhtp0p9x2tUSt7jNQl0wsGL73p0ggSXjgTcN/hHo/dscSebQG+W2ep6dDuScJIkqR51U6VXqtOSun+DmcB7hzghiEwDYFl5gBxHfBdRdlLqZVThmsBQ/VVXr4U88tPeVy+WWNH1WL3GGwZs9kyCvu3temlbU5crOAZFsN1g1oZauWIejXFtk2EyG+uILJptBNWe5pWN2WxabNtrMy9BxZ56vUel2cr+E6CZdgIUWX3ZoMfes8yd+1f5JefKnPiXI2VrslIJaXmp/iuxHMNHEvgWBLLEpiGxDAo5MMc5Zp8hzW/FpBmkCmVF4NUESaKbk+x1MqYbioqlR4feyDg/oOKfZstmu06k7M+k7cMpm4pLk7HpLLHI3f1+MgDipo7wOXJClenBCurijDLsL2IIdvEsSQ7xjJ6ocTW1yszM5v/zWp4h/3qy1/69H0PfORPHsAXl9tIYfyFF5/79Z8guDm4fRyuzVisdELu3m/RaFV44nLKe+5u8tixNtO3hqhVbMYGJddnq/zakw5v7WvzFz+8wL1HBqiUqgxUDMaHUhabkrmGxeMv+Lx2LuCjD3W4a4+JQGCZFlEiCvkPVCbIdF651sCdDymLyg2mkQ9MbEvj2grPTSm7KfVKxKahNgutHj/zJYsn3xig0SyxZ1iwbUSwecRmy4hg53iIaa/y68+b3JgusW9UUi9LqqUMKSNmlzSOKZECtBbEicn2kTavk9HuGTTbmoWGx74tLt/5aIsvPG0zseBgmQlCWChdIkkld+5ssv372jx5ssdnnxzgzYkSm+uCoVJGyc1wbYFjCWxLYpkC0yBvnKVYa7Y0+U2mCilRFQUgyRRxrGn1NIsdzV1Hu3zXAwkj1RLdwOeNCy6LDclSUzG7lHBxKkOZXf78h3vcsdNldrHGmYs2U/OKazMJk8shj94V8e5jFpdu2DTbEccPdVluVjg/bWBdXhzctD38qU9+/KNGGnd+wbT/aDzlfyQAb7ZWMQ3jz10899xPtJZPjWwdBYHmrn0hT73hcm2+x/vuCtm7xePlCxWEtcwjR2YZrA1xfaDEcM3ixpzB9WmLzz61wp/9tiUO79KUvTIDVZPhAdgyoljtmiw0HWZuOezfrHHtjHqZHNwqn+rl1Uqwxkp0XrmlAMPIVQfLUNiWwrEzPCel7EUM1boEScDTZzW/8WyVE+dq1G2LI5s1mwYko4M248OSLaMxuzY3eWsi4EsvDlM1TIargkpJUPETWr2Mx191KdsaIXJgBZHJh++P+NpruSem1VUsNk22jJT52ANdTlzqcPGqTclJMaTIQa58wjjn+j/0WIt9mxb59efavHKhxlTTY6wiqLoa31a4psK2wDQEhsxv5LySQ19XUAVVyylLrpmnWe5MLLuwY7BEEtmcumTR7AhaHU2znbC8mjGxpIhFwJ95T8yukQFOX/a5OQuT8wnX5hXtNODRYy2O7arytRc8GkHI++6JUFmZ168YlHzJ1FzG9VtvjQxUh3/ivY89pHrd1i/5peofb4DPLjQZ8GKUNP7M2TPP/7MTrz49mKVt5poeR3YkjA8K3n+PxWsXKvzWcwEPHG2ghcfPfnGYL77Y5hMPL3PHzjbbxmpsH3fZM29zYbrGkyc6/MB7Fyi5+aZ7s23T6kqCyCDLoOyXSZKYkpdgW1ku/SnItETpXGfvv4TQRVOZ+zhMU2FbGY6d4DkxZS8gI+CbJyW/+kyNczeriMRhR12zqaYZqhkMD9iMDUnGhxO2jbWZXurwH75SIo08tmwR1MomlRJU/ARhxbSDErWyRohckkxSyYBjkKqUTmLT6WU02wazSx6HdpX5S9+xyk/9msPkUgnTSIobwyRNXcJYMjbocOeeNkd3dTk/OctvPOvx1Js15loeJcegbEPJ0timxjLAlPk4X4i3y2aaAuCFnNgfdJUswcSkydKiJFNp7tcJFM2u4lZTsJok/OD7m9S9QZ56tcT0YsrUkiIVEbcdbPFdj/YYr7m8djHGLSV85z0m3V6dp14TzDU0m4YTDu/IuDTZ5LkXnh6Rpvhn9919PL10bf4/7d9hIcw/vEyWP1SAtzs9ksz7yKmTr/+7i6efrnj2PHHqIjOLNy9l7NwR8MiRLrXyEOeulTl7yaXTUWwtw/JynX/9+YR9O3p86N4Fbt9lUat4jI5E/MrTgn3buxzZnrBrq0cSe7R7Lr3QQimBITWuk+DYKVIW+i85mPSazt2v3ArD0JiGwjRTHDvFMmLaQcJSO+Ff/bbLzcU6Jy/W0Mpm0BOMDGmGqoLBisFgzWJ0UDI2mLJ5uMdgrcmTpxRvXqhxdIugXpaUfUnFV5S8GGFFOI6JaeQ/X2vIMkkQmQRhQqoEnUDR6WoabYv5lQr37e9y76FVfv0bLl7DwJQJUIA8s4kTSRBZDNVc7trd5a49XV5/ZI7JJckvP1VjcdVnZsXBNiQlS2D3aZjMG8+1Ql5QFU3+FfJmO0g03VBhSEWqoRtDK9D0VIbvhty3r8G77+zwy49XWW50WOxo7ti7ygfvjTm41SQMh1lY8ah7BrfvkFybEJy9mTG10uWh2yJ2j5eIwhKemzCztMJrrzw9uHOMf7f/8B3NNOp96Q8Tk39oAF9dvkR1cNz48X/zmT03b1yulESTNCsRZQkP395jbt7nrYsOr5/v8dDRJe44WOJgWGZqwWZ5VdNo5dx6cdHiU79TJlEJUZSgsGkFFf7Wz2ocK+J739NiuNxm69Aqxw+SZ6DYOYcWQtNvp7SW6A2/n0AjpMYQGVGi0aQgU87flLxxyeSrJ8qcnyoTpz5l02DY0wyUNHVf5zp4xWSgajJYE4wNpIwPB2wabvL8uYif++oIm2omwxWolAwqJUHZT/GciJevGISxiVXKQaW1IE4lrmlwx76A187W6AbQDjJW2xbLqw4Ly3X+0gcXmFle4bXTw1gSEAkKSFOTOLGIYkk3MKmXXWqVEvfu6/HI0R7f964lLk0rvnbC5cQljys3SqTCJIoMeomBISRCiLc1nuh1KUOgMQQ4hsJ3MlKVcdehgPuGIkarMd/7rhjHtHCdEv/whxdAQyfwyFKPKKpxZcJjYcVipQUrq5qphYxQ9di+pcMn3mcQBTXOXTeYXgl49PaAKPZoBwtcufx4RSdX91wr/SXj9VNXsnuO7fvjA/DLly/QDEbshYuv/8iBzfqfL0w3GSgpKr5gseHy9BtdNo+2eP+9ZU5dKvMbT1ncdbjF97+nx5bRCtMLJRYbfaBnrHYyWj2LXpxr2aqqiVNBL7X5tScqtMOMejVi93hAtZTwiXd12DYckySsS4BarAO84J9SKoQU/OZzHm9dLyFMk8k5n9kFH9czqDqCWklTcRUVF8qeoOobVMoG9bLJYA2GaimjgyGbR9pkepXffLFC0C2xd4um4huUfUnZU5TdFMuKefI1l6gnsUZAwhpFKXkGH7gn4IVTim4kCwuryWrHZH7F5+DOMp94qM3J8z6TjTKGVECSN4XKIskMokQSxpJuaNLq2pQ9n5IXcXBLyPH9IdOLLSZurWJaGWdumHzhWR9hGDm4hfyWTzHnKVpDksDWkZRPPBJR9SS7NkkGKxadXoV2z6YZWyTFMkiSSXqhQatr0mhJGi1YWc1YXFVML6ckRHzf+zsc3+vyypkBTl5VHNy1zHt2m8zOV1hoKjxfcPpii05i//MtW9/sHb1916cvX7oY7z/w37808YcC8MnJGUxreV+7OfUzKzMvyZGapNNzWGxpbt+VkCYVXjwT4nlt7jroYEiPly/VWOqs8qF7l7l7f5t2p8z8is9iw6TRMukEmm6giGJFnOq1tbMw1vRig9VeiRsTJVoxPHM6JVEJaZaiVAZa5R8WhUQmBEIYCCGRhkGamEhlYpmSsgM7hzUlS+E7Ct8B3xGUPEnZM6j4JtWypF6BwWrKcD1ifLhDRpN/9VsuL50dYfcg1P2ievuSspfiezElP8DzfBxDYsiCg5Pz3iSxCANBEGV0IoNuqOgEKl+ZK9nMLFR58FDEX/vuBX76CyZTqw5CKLROUJkmSS3iRBJGFt3AoByYlFwb33PxHR/XSSh7MXfujbGthLv3pvzgu3uYRloMgRRC6DWqAnmvkimDOLFJUwetK/RCl0bLY+ZW7sQMIkkUS+JEECUQxX2fuabRTllaVdxqKlpRwh0H23z78Ygdw3VePFXl9PWA8bGQB46YvHauzrVbGbfvyugFkuUGnHvihPzI+72fcc3oxV4vOPeHgc3/boD/Xz/9Gzx3LvWs5NzH68YlUfY0U1cdUhTH94VobXJ0D2RZmVdOG1ypBWwdMthaMzlzYYArkz2+930tHjq8yLZxl60jHs2Oz2Izz9gOQoMgFkSxJooL22fha+4EikZHs9I1aIQWQZpnkaQb5EAh8jG8KUQ+qTTA9TSuqXGNDMcCxwTX1niOwLMlvifxXTMHeElQKysGKimDtYiRgS7jIyv83FcVn31qlK01g6GyolIyKPsGJR98L88pvLWiuH7LwbVz+y30nX6CMDbZOaYYGwpphzZBqIsqLlntmJQ9l7Jf4wffvciNW/P8/Jc2Y0oTjSJTGanSJKlJFBsEsUEQSXquxA9NPMfCczJanbzHsK0My8ywrAxT5osSUubjfCH61yp3U6aZQRRbdAKXZttlpWXT7hp0A0kQCcI4LzJRnBefoPCWL7Y0jZ4iJcF1Qz5wZ8j3vzuj7FQ4e61GnGW8794eA2WXN8+Xeeu6wnUzLk3CHfsyBiqS2YWEEydfFzs2LX78kQc2XV+48elgdNePvLMAv+9A2V5urv7dM5fm/+5iuyuFFNx3KOHmrMP1GcnCasLDd4R84D6PwQslbsw5LDU1gzW4a5dmtuHzn77s8uKZLgPliAcOr3J8/yp7tjosr5Zoth1aPZMwkoSxQRSbhBH0Qk2jrfBWEkyZ4pi57yTJigaTvDhJkTdWplSYEkwjVxYsQ2CZOteNTYHrSFxb4jkGnmtQ9iRlX1MtZdTKKQOViKF6j22jK5y4EvHrz41Tdx1GyzkVK/v5iL3kKkpuStmPOHEZzlzy2TOsC967PjYPIoO792v2bgt4/VyNXqQJwoxuYBYgt/BdD8+t8b0PNzhzZZHXLo6BNlAqy6W9NM8tiRODKM4bVz/UeK6Baysc28KxMxxTYZoZlqkwDYVhKAypkbLft+RXSxUNcJyYrHYcbi073FrOk7yCMLdCRLEq/OWadgDLXcFSRzFQC7n7cJcHDscMlSR7N3ssNSpcuemx2jEYrAriaJBXr0tevxyzaVOPh29PmF8usbDkcnM+4e5DGUo15eS09Y/aT2+ypbHtx4H4HQN4lgSy2w3+8c/8/C//71Vjzh4a0XRDg24YcnB3SLtTptE2eO5UwEceavDgHZrtm0o02ibdADo9k4FqxqbVjNnlKlduKN66GvGNbQH7tobcva/HPfskEodu4NBoOznIE4MkyaeVb1xULDbBs3NZbE0xYV3v7g90DFlMLA2wzHxRwC6mf45t4DoGniPwPUHZ01T8jGoppVaOGKwGjA83ee1ywD/+zChTMzV2DSlqPlQ8g5JnUHKh5GZ4boJthbRCjSGN/DwfuS7QZUqQZpIktal4Cb1U0Ytym0EvzOj0JC3PwO84uE6ZHWMJ/+RHWvyf/1Hy6sVRNAZKK7JMkWYpcaqIE4MwNggciRcZuLbEsXWedmsqLCvX+01D5wA3coDLQjYV5HQlpykCrQVTCxmvX8zIMkWSKqJU0Iuh0YV2CBgJdx/s8B37Qg5sVuzfYlJyyiysVDh7zWGpadBsQ7ubEkSKZkczuRQzNNThsdsN4rDK1WmDTtBjuA7NjsNqKJlZaNiPPTD7dx59z3utViv8B9Wq+988zv9vBviNuRYTi9GPv/Ly838jic+5cWKw3FaMDaUEoccLZzSe3+X+2wQqkzz1esSPfs8040ODLDZKLK+6NDt5UzXcMhgbVKy08oOWrt1weONixhdfivjgvW0Obu9Qtju8964EQxpkmUEQCV67aHFjqUYncinZGmmxVinXhjlrABcYRi6XmcUqmmVKHDsPAHKdPJLBczQlV1H2c6detRwzUAkYH17ltUs9/s9PD3F5aoDtA7nCUvYkJV/m1dvL1+N8NyHJYn7lG2WkYWDJXJlYq+A6B3iaWfzQ+5p8/c2YTuzQKwDeDQw6XYOWY+LaDo5VYf/WlH/651f4h58WvHJuFKVlPmYvwJckBW1w820lxxG4lsCx88mmbeq1ia1pKKShi5t+XX3KK3r+90pewvYtTd68kfHmRY9OZJBpjSVT3nVPj5KdcXBbwgePK0qOR7dbY6FR4tyyw/KqoNnWNNsprU7Galex1IG5Fgirwyc/tMpzZ7agdMTBHRFl22XylkUnDNg8ZNPtmrxx7oI7Nv6N/+3+hx4TWi//PSGG/scCfH7mBkqpe7/x7Oveo0e6LDarRLHP6SuKSiWh4macu2pz8XqGWxVcmBxk4udCdo70+L7H2hza5RBGJRYaHistm0bbYGVVMjKgWFhJWWgK5ldNvvqCxxdVBlbGF14JsaQCDUkquDnnkvQcRssax869JIYUa1VbivVJnmEIzMJQlQNcYlky92/YAtfJM098J6PkFTbUUkytEjBca3HiUo9//EsDnJ8cYktdMFjaQE1ck5Kb+1c8N8VzYiwrYnaljmUIDKkKWW69ycwySZoabKpr0jShnbgEkSaMcjrQCSVez8C1LWzLxTKrHNiS8k//3BJ//xfhtQsjZErmAM80SZoVlVwROQo3loS2sUbBLAssM6douU9FY8oc1LL4agiNYYBt5jTm9t2wZ0vAjVs9kgzQ+T9zbK/CMizStESceNyY9phvOMwv56P8Riuh2VGsdDTzq9BLM0aGA/769zbZPpKxZdDAN5sMlCUGLmeuC3ZsDqj7NtMLNq1uwmRDc3z2dW/yxu57xe9SfP6IAf7kk0/QaAi/lP6qvX9Th4m5OoqQrZsjbt9nMz3vkmWCY7sN5hua5VbGJkdxa8bj7BXNKxd6PHRbhzt2LXN8v2B8xKfb81le9Zhdsil7Np6TUPMzVnuCbmQRJhbXLrvF1E1jGgLX1AxVc8+2YwvswjTVB7eU+eJwn5oYMs/aXqcn4Frg2ArP1XhOzp99L6Hix9RKAUP1Fm9eDfmHv1Dn7OQw4zWD4ZKi6gnKrsR3DXxP4Ln5zZGP+mNeuyjohjauQXGT5U+W/hJCpgRJalJyDe473OHE+Qq9JKcpQZTRCww6joFjG9iWXfDnGge3Kn7yf1nkxz4Fr1wcIVGSRKliWXp9BzOyJY6t8updeFOs4ubO34VVoT/KL6adpqGxzdw3n6kqFd/j8LYEUyo0xZAqMGjGJt3AZLVrsdIymV2E6fmYWysZSx1NM9KYVshdR7sc2x3x8JGM4arHarvEyqpH1TaZXzBZaAjagWKlkfHisqJW6TFSkxywHV442ePzL3zJ/n//zvf4zz3/zd6jj7znjx7gV67NUBvYXHvr9V/7D612/HAUZUw2JAfGfV44panX2ty5v8uAb1J2Ldpdl7klk5kFmF9JabQVy50yT7xY4olXUwbrIXfu6fLt93WJU5edm12EGCRM8jy/sl9svWeFJt7fvpH9RnF98dYswCz778IpmAM8r+KWmVcy28oN/q5dGKycDK+gF2UvoloOqJfbnL4W8Q9/oc6ZiRHGaibDvqLqQckVlDwD3zPw16p3huuklP2Q58/YrLZc6vX1MTn0x+PF9ntmMDJo8O7buzz/hiKIBWGsNoBc4loS1zKxTBvT9JBScXCr5if+l0V+7FOaVy6PkCgzN0ul+XXqV3InkWvuQtuUmGZhwpICwxRrtC2ncfnTzigqvB1qOj2TZcvBNNe95bkLUZIkgigRBJGk1YHJ+ZippR5+NWXAjfmh+zvcvhtGKiZSVFhZ9bhw3WV51WJ+WTC9qLi1ktIKUsqlmEo54+E7Uwa8Em9cdNi7rcvEvIvKsoeffe3yL37vd338L68sTK8Ojv7XRTf/VwO8szpHp73yY7688Mkrsw3GRwTlMgyUTR485HLqygCf+XLK8ECHXVsCjuxssX+HT7VUx3Md6u2UkV7G1kDRCSxWexavnKrw9BsaScSH7g0YrSbYps1A1SoWFfK30jqXuCmaSCnWquM6sNer99oHKPvcm9yfYWosK18sdm2Fa2d4borvJpTciLIfMlBtcfJKxN/91BCnb4wyUrMY8TOqvi7AXVRvV+I5efV3nRTfiUlVRCd2EIbE6lfwNQ5eqBVKkqaSJLEo2WFuF4hd6n2Qhxk92yiORJFYpollOrn6ITRHdmh+6i8v8Ld/VvHKpVESZRJlgjhTRRUXuInCsTS2JbBNVTy9ZF4Iiidafn020Dq54dpJkFKuLzPTf/pAlhV22yz/6+EBydH9ER+8L0BlNkk6RBjZTM5atHsm7Z5BqydptjQTt2JurUZsHutx9x2a/ZszhsselyeHeOUtSasXkSqLVpSRxkt885XLn7z94JnrQZj8/T/SCt5rzeJVxrc/8ZVfOkq0yNZNDqcv28y3EwaqLfbu7DE2VObQnM2NuUGu3FBMTEfs3665Y7dibMik4lv0QrPgmxlhnD9Wk1SjtM/CQgWRGQzXNbYp0aI/t8kjEXTxXiuHgC7K4++pnBSPYdPUWEYObNvUa+5B18oK3pzguRH1So9qqcNrF1P+3s8NcerGKMNVk2Evo+pqygW4PTeXE/vg9pwM106plGIuTmieO1nClhLLyKvfxrNuVAGSJDNIlcmjdybs2dXl+pTHsM+a1hxGuX/asSSWaWCaFobUa43h4e3wk39xmb//KcWL54cJE48ok8Spxk9zyuJY5CA3+08vVQBcYhrZWnHoL37ARlOW2HiZ0cWks+8p75ca0xSMDBiMVkY4dVEX64KSKIYwEgRrClFKEGZEieLRY4ID211saTM5Z/PirGBiIaEddhkZ1GzfBEsNnzcvJ3TDWZ569sTRP/cjf2H75auzk/v3/sGPKf8DA/zMxTkmVso7mhdO/MuFpeZHWisxI4MJpi3YXLd45Wwdaa5yZM8Kj91rcWSlTGPVotn2iDMJWjE+FJNmgijOM0nC2CROIEnzD1yQUwffFXiOwjZ1cdH1WvXoDyRyl2DOZTOVb5BrLdY+ICn0+iNX6hzgpsY2FZalcCyFY6e4dorrxPhuxEC1R7PT44Vz8JO/OsZb14YYKsBd8zRlT1ByxZpWnisvKq/edg5wz4mIs4wwcHGNfA1O9pWdNaCIgqZI0tTMubwZEcWaIBEbAK6w7QzbMrEsiWkYGNJaAzgCbtsp+Mm/3OSf/VrKK5cGmWtVCEuSWqYppxrX0jjF2yoommnqXNkpaJssKMraUFMX+6qq7xlfLyxar38W/WJimYJOz+DWssQ2839PVmSzxEnxRIkVUZrbcj1bMr/gMj0raXY1y+2UhXbM3Yc6vGsXSF3h+pyB0j3KFZMBPySJVj5y89pL2ZGjh/83nU1OCOMPdoDtHxjgV25M47je8fNnL348XDmD7xicvlzi6hyMDCQsdW0mp2pcngq4PB2wfXSZA9sk1ZrJjlFF2VUg8klZp2fR6Vn50muaP6rTLP/4DSOvrrapsEy1/mGuXfyNj3hBlPR1cUGaibUL35e7cr93bou1zPzfm9tjc3A7dgHugS5LzYCf+BWfL706zHK3znBVMuwW4HZz3u0XjaXnSHxHFxU8596uEwMxz5y2aSY2gw5v82Mj1oGidM7D48Sk4pg8dqzHa5djOolDNVFrU1s7UsX1yAFuGhpDWgipQeRWwANbJT/919t87bWAH/+lUWaW6wQ1k5otKKcKPwUnyaOXbSMPNLKMfLK7DvD+zVc8XdJ8MTtOIMmKPdbC56M3VPm8F1K51l7wevoAL3JZwlTQ6gk6Yb5BJEROBbeOZaRKcWh3wHvHNLfvNKmXfK5NR2welYwPKAYqkkZLc3PiIsFq/eNR2/mVMAgm/lAreBj0cFxv73MvvvKjC3PnqXsuV2cE1ZLm2+4xOH3NQyrNwW3QCcu8dsrjDSuiVM5I0oT33xdQLeXxaFppbt+dcvteRS+wSVKLNDOQQq6lM5lSgVAordc8E/1BBAU4lDJQyqLdc2m0XXqBRZzKNfoii0e5WVhjLTPPO7GtDNtKce0Ex04oewGm2eP5Mxm/+HiFr740QqwqjFQEQ25OS3IJsK+TG8VbFJV7Y/VOMM2Ily/U6MUmm3xdTAy/tYIXjaaSJKmBaxncezAgVTnAg6TY/C8qXxjl4MklTqO4afJrkl8SwVBN8Ml3dSk7c/zS4wEvXBhkPvHouZJKqimZOge5WfQhhl5TUsy+wlP8bnGq6UWC5a6gEQqUzoo39P2aue1WIGT+NAKx1mvIorikmSLNMrphxm17Qx7YHaMVxIlgoKT4wHFFFLvUfRNDeMwtl5hbENhmiEhMvvaq5PCOgH1b4dqMx6tvXMKvHfnRw0cfPhX0gque7/33AzzuTXDl4lPUatXxzvL1RxYWm4ghzVBdMFSLqVa7fPxRn263xK2GQ6MlWFk1mW9YzDcyOp2MLz1dIsxyHhamirGRhO1jCXGUkaaKOM34znd1uH13gtJ5M/jmJZMvveiihUAKuYYOIQQqA9/VfPDeDu+6rYsh6yyqcn4SMMV43shvlI3gtqwMx0qwrQTXjvH9ENvu8atPmfw//2mE60sDWI7LWFkw4GRUHE3JgVKxYe85+bTTLQZCuX8lK54EOT1Zbmd0YxvbMLAL6a1fvftPoT7Fyhd/JXFq4VkhY7WA1V6ZIBFr43DbUlhWVsh8RqEUGWtDmfXGNXc+fuShLncfWuInfznks08O00hL9ByLsiUpmxrP1DgmhV2h0MULLbx/A8YpLLShnQU8dk+LD93bxbcVme57yfs/O7/FvvSiyxuXLUwjXzS5bU/Cdz4akSaQpgZhJNk2qtkyLImLLJYkNkHYJIHDpZsW8yuCRiuj0Vbcajp0opDqQMjMiiBOLAbrGSpp8fKJq49cuJGNB0H76pkLU9x+aNt/J8ATxeHbH9xx5fLFn5udOcWHHmgxu1Tn9csGjVaX337e4tiBhGpllfffmYAq02x7zC873Fo2WF7VrLRS2j1FN9IEEYQdh4sNTZjm59WEmebGrbzj18UzsBtKmh0JrE8m+8apfoW4cCPj0vUe337cRAqBaWbIDVU7B3ffaJRimzklcewIxwqYWEj5+a+V+OKLg9xYqFPxLQZcqDsZZUcXo/c+uGUBbrk2FHIL7u3Y+Y1TKUX89ssmVyc9XEPkE0O5Xu3WmrZ+jIPOeXiSmhzYDh+6u8MvPjFI1zepJJow0Thx0TcYCtOUufphsAHk1vqHpfOnwrYhyd/7gR5Hd87wqa8OcGO+ykrq0bVMyqbANzWukdMVu9DETdkf/AAINg0ofviBmA8cN6j65ULqVOv+lQ0j/oPj0AtTcj+LwLEMqn6JNDOIE5M4NokSk4UlkyA0C3uvwVJTsryaMb+SsdBIWe5pMALefVdAvSw4fjDh7FWfqmvyxmWb1xYVu7ec5WN79v3czmP3f1u32/4vUpX/LMB1loA0+dI3T225dPXc7rJe4vpcnThL+Y4HUmYXBjEQTM8qFlsJL5yOqVcjPv5Qm4O7XLaOVpha8Fhs2LS6il6gihBIRZTkvuMkK96pQZrllU1pqPmwtVT8IkJvePT1JT+JZRh0Vj2uTUm2jaV4boJjZViWwjJT7ALYlpkWVTvCtiI6WczPfN7ml742xuxKDWV4DFQNBmxN1Vb4ReX218b3svCpFNSk0M7XwG3n08soibk649CNHepO3mAaRaVb24ns81i9wZOSmFRKJju3xBhOSCcuE9gCL8kdlHb/CVRQFHNN+TB+n+bVYLja4y99pMfHH53nl77W5ud+c5CVoERguriWQclYB7pTDHcsAxxT49maLaMWFXuEG9N5D5DfYOrt/pWiN1qPpsh/fiuTzMznfVWSSuIkt9iGsSCIBN0g30NdbkZML2Wsxgk7tvT4wY/0GCw7WMJnseFz+rzBzTmYbsTs2Rqzf7PJ3NIsRnJi96BjbNm17d6JMFS47u8/6fzPAnx5eYF6tTy8bVh+/lOfPmvV/EFG6ylJknLjFjxy+wq7t3msNHxuzPlM3LKZWvL5t1+I2bOlzXc8sMzebTUqfolm26ATGASRJkogjlWegJpqkkwVenfRtX+rHIjYIP3lXNSxJL5nMFiVOI4CobFMheOkOHaC3a/YVrw2Om9HMS+/JfnVpyr85ouDhFkZ27YZtAU1W1GyNb6j8e11cLuOxHEkTkFN8sFQoUwUALetfPJ585bmhTd94sTCKenf1WD2X2qNg+epU3FiYFkm7767w69/s8vlmRKBmw9SIktjp2AlCitWGIZc1/yFXG8O+RaNXUl8x2S0FvC3P9nj4LaIzz5V5o2LVZZ6JSLToWMZlExByQQvU3iWRgqBR35j3ZgRrLZtfA+cwsxm9PNW5IZ9qbWfKzZkrgiSNFfI4oT1lNsooxdkrHYzbjU1I2NdfuDBDns2OYThKFPzLhOzkpu3MpY6EfVayAfuS+n2LJIo5tAOk5WFs9Zy67HPx7J7exK3l/6bK3itNiCvXb96/M03nqnesTPCtkxMCVq5hLM2v/NcwrbxLge39bj/tjK7NvvMLJjMLVlcnHH44gsN/vp3dtgxDtWSXejfkijJ7+o4Wb8IaZYfxZEVWSa5DLh+EdeGN4WPxLXBd6FWVtTLCSU3wXcTfDfCcWJcK8bzIiwzot1Leem84DNPVHjqZJVmq4zwXMqeQc3SVGyFb2l8W+PZFFU7r9yeI3FtA9cWuDaFQ08V4FY4Vs6/DTPiygzMttx8sFI89uUGerUGRPIVsT7IUyWJY5PRimDv1oCzUym9xCIqMr7tmFzDN7KCovQHNeT9yYZX/+bpy5BJlvvDv/vdAe+/p8nTpzr8xycrvHGxwkq3xIp06DkGJUtS1RqNwpBgdxSCmCAy8FwT186ve39wJtZoVz+yuZ+zsh66lKR6zQiWT1dzkPcizUpbIOyU73yky2hpiFMXyswuCaYXMxZWQ3Zua/PuQ7BjxGVppcL8EqQ6YaWrMeY0zegb1Xvu1se3bd//BP+Z8KD/QgWfd6TUP7u8dKuEsLi1LKmVY0YG4O7DCq1Mzt+s8rNf7vLd717hw8fb7Bgv0+46PNAVuL7FttE2ttlkpG4VYY8mnZ5Z5OJJ4jQf+yapJE7zAUFSTMj6cQ/9x2CuiuRyl2Pn3o+ynxbGqAjfDSn7IdVSiGWGNLoJXz9p8PhLJb70QpXFdgnhujjlnItWLY1vKTyLgnaAZ4viLQvLacG7bYHTr959gJsptp3i2jFaJzxz0mHylsfQgMCSak1fluJtBTynKH0QFpQiiCy2jwrefazHF1+N6SYWQSJwLY2d5lU8SvpW1yzn4IW+jpBvoyn5W6KUJFMyB3pi4rkR3/1oyHvvXuF3XuzwtZdKPP9WhcV2icBwCT2DODPItEJpRZxl9KJ8iOVYfYD36RHrqpbq6975kzhN++CGONMkqSBMoB1ANxb0irdp2XzuqSFKpkc7SGkFGc0g4dsebPLJxxKePbGZJ16RKB3ieRkjA4Kaa7LYlExO3irddpv62VvzsweB4L8J4CsL52m1eywsdvFKAbu3uCwul3julMJzemwZzYixsaTPr39TstjsMFpvcudeGC1JfDdisRUghCLL8qBHxzI4sgeUsohiizixaAcmYWQSRCZhnAM/SSVZkWkCfXqSe5otq5DmnAzfjal4EZVySK3cI8lCrt3KmLgl+Nw3KzzxRpXFpo+wHayKhWdKKqaiZOZV27XAtXJwu1aeSZjbTOWGtyj+d12AXK2B3Lby9bTrc4qzNx2wLCy5HtWwliy1YZLZH5T0lZT8kZ7HOR/ZGXFoS5dLsz6BK/BTgZNoIoNC2lNrIMsbzb4Euc5V1nT24umQZQZpapJkeZHx3Yg/84GQD923ylNvdPmNp30mb5W4eKvMbNenXTJox5KBWFEOFZ6liki4rIhoXufd/alslmniFII494z3EkE7EHnlThWJ1mzblFApJViJpqryJZDZVQPPSXDMlHuPRYzWFe89pojDCoYRsGMLeX9lOlyecLk2m1CvREhtcursNSz7Py8V/r4AX23OiDgOf/TU1355yDR73FqyiGspD9/R4679Jc5cHeD6vKYbaPaOKoLI56U3XWId88ypODfkKxOEX0hjmizRjA2kvPueEFOGxHGMKeG9dyUM1U2yzEEpl0bLJUoM0kwWI+F+UI8qAJ5Lc9VyhO+ECBmy0o756muC63MWz79ZZ7bhcn2uhHBsrLKBa0h8U1MyFJ5ZTPjMHOCORQHi/lsWb6MAOAXnLsBtZThWXr1tM8F1Y24uwcUJH0u+XR5coyis+8H74NZ9JUVJ0swgTS0ObQ/YO9Lj3I2UXmpRTgSRCXaa9y7GBoBLKRBSvq2Sr9EUzVro0TpdMUhTgyQ1sSOHshvzA++NeeBwh1urHZ5+s8nNWY+vn6kxt+qz2LGo2CZ1X+NbfdVFFT+7ALjKjzMME8FiR5CQkamEUinmfQ8FWDIjjnPO/v57IkbrGUki0apQ8YUkUSY6M9k8YJAkVSZmfIJIsHkopR4Ibk5avHVD0Ykj7j+iGKlqFlsx129cGvqh7/++H70xMf1Tu3Zs1f9VAP8X//FlVJZ98vLZ5dL4kGTbuEHZDTg10aNairn9QI/H7rJZ7bgsr5o0O5KFFcX0osHMskM7UMSpIOs3Hzq/y28taC5O5CtXUarQUvP4myGOmXJoe8hH7u+wZ9yh3fNIEhNVTCbN4tHsWCkVP0aLiIlbipcvaJ5+0+HC9ADnb3p0YocodjAsA7+WZ4K4BrhS4Zo5qB0zVwtyn0bfNpv7wp2Clti2gW3L4gbQ69zbyvLJopVhm/nASKuYhYYk0g6mKbGlxiyaYvEtHBzWQZ5Hyq3TiDi1EJgMD8RII6SbWPRMgZNq7GTdMGYWIOsbzaTYKLT3h10CreRaJc8yiV38HCs1iZOMKLJpdzOGqgnjwylHtqWESYsfnOxwcdrkqTfKXJj0mZ7zUcrC9yROEQlnF/1FpiFMoRUq9mxZ5SMPtji0VWEZkjv2KAR5XLMqegGBUZyokVMopSFODNo9hwvXXabmJQsNxWpHs9x2aHRTBmtthoe67C7HLK2U6XVNBusRB7ZOlNz06U/KnvFT/1UV/K2T36TTbRrnL50QxraYiXmfxWbCvi0ZZ25UuDZrsmtTyKbRmHv2r3LPUc1Ss8LUfBnPsaj6Cb0wn4jlccVqLdU0767N/HsFiYLZKZcg0Zy5nPL8qQ4/9v3zfOCeDnFiAxAmml6ksIyE6SX43G+5hJnFmcs+12d9VgKbTFm4Vp7qNOD3F41zz4Ul+4ONwmhl5FXbtgSOWXztg9uS2AUtcWxwbArVpJDLTJUrNFaunnhuzGIz4xuvlGl1HOpVgSnVhkWCt4P7bSDfWGGVJIoMhgYN3n9fyNffCJhqlQgsmdMUE6xUYxVAN4p4ZCmzXC5kY9aJXAvzUdp8289ITQPLzDDNDNOwMIQiCBVC5iqUZWTcuTvh2K6EDx9vce1Wi9OXTaJM8mvPVJhcdJGYhF2TLMlPgk/TlPcfX+bHvq/HpnoJlXmEscXSsrkG5tz/LkhTuTb2Xxt0JYJuKJlfhptzAdeXFCvtkLv2BTx4t2THqGLHqOD6TInzNyS7xgVJYnP2uuTq8k2xZ8ddxhe/9FT6sY+87w8GcKXB92o/s9o0bmv3FAe2RgzXLNq9QW7fLtlWFzQ7HhOTGVPTNl98XtMMJGOVmCPbHIYHbNJ+w7GW152nu65LgOvf539YaAUGF6YEP/5zbaYWVhkfSpFScOKyw1deLhEpmzi1ubXsIqWJLSWuFGyu5JvxplAbtsTzotZfWzOLqZ1tUKTIinxsbRV7mWvgNoodTbFevS2FbfcNWtla9bbtBMOIefaUwRdfLWPYJo4sjEwbLLK/XwXva+E5D88pRBhafPj+gC+93Oazz1Tppi6lgof3b1IzYW1puL8tJET/TuoHbcoNXL8PcLUGKjM1in+2b4EQ61Pg4hgXz0k5MJ5waEsePfHhexskWUqG4qsv59NLKWHLcMoPf6xD3RjnwtVNtLpmIYEWpri+OW4DbcqKz7xvu03SfHr7gfs7DNQT2l0LxyyhtcNS0+L5KcFKG9o9xXO3NCMDinolQUX6trJf+xkBf+kPVMF7vR6e51W+/JWv7H/9ctcYLmtaPXhrKmbLcI/H7tA0Wj5ZZrO4YjO35LDaVQy5mrIvscz8RAStN2RRq43xxeuONdhgbzXAsRQfeaRNMwz4t5+rMTNfwXBtEmGjMbAMA88UbCrnI2fX7Lvk1pcK1vzKG0I3DaE3+MFzR13uyciPxbbNDZW7AHde2TW2rXLVpk9LrHU/i2MmaB0zu2wTRy5OVWL3dx1FIW1unGL2N3pYH6+vg1wWmSQW9bLB1qEYW4QEqUOQCjwzP6lio4dESlX8ufvTXvm2iWlOVwS6MNH3K7mlMlJDYkhVnADR//nrZjVD9p9WWRE9kVJ2UmwrB/v/+tEEaXQxvZiZhYyf//IAzZU6NdvAtr5FadlwZ+viFLi+SzErvgdwHcnc0hDdXq68rHZgblmxuJqQ6pTFjuZ9d61ybMBmerGMYaQc2rFiVNxw/2Pv/XCl3eq2K9XSfx7gnfYyYc/8qaWFm+9615EVlloOShmMlgyu3bR582JGoiIeONzkgSMue7aWaHUNskxgmuBYCVLqomJQPJ76F/dtxXVN+rNMje9lDNdDtm1a5cULgo4eILKrVB1B3cqbHNdUa/y5D9Dc/plvqSAEWZYPKYI4327ROv855tom/QaQFzuZ/bUuxzLy1Tezr3frYmFg3eFomxmWmWJZCY6TML2s+OWvl8C0saRYbzDX6In4XRV8HeR9l16fhxuF2mTxg+8P+J3nAy4slOlmFn6aH0prGaJwFBZOxeJMnrWf1a8abEzUleuNbVHRzUwhZV7lkyTPVQnjfJosNnwultnvOzJsO8Mxc8A7hVmtokMs1WNixuK5Mwa7h1JGqvmwzDT7Wn3/5tZvU5BUpteLkc7/f9Pz+UJGqjTtnkKJhPvv6HD/oYwkKdHuDjIxZxIEKd1Q8sXnUh65+/q7du2b/aksy/7Kf7GCn37j60gp7Jm5GRqNCourcMe+gPfeo7k+XWGpYdHs2Kx0PKDJ7m1d4thA9b3Y5NVRSoNuYBEleWOz8bAniqP6rCJNynNipIxpBT2+/FrKT39+E+1Ole11qNgZ3hpVyM/PsUyZr5yZuf/YNAWmmasJaZYfvZFkeSOLAKPIQelTkhzksqAnsngbxV8XUztLF9ZatSE4J8UqqrdtJkgZMzkvWGq7CNPEkbyNnqyN5/tGMdYHPX2grTsLC394ZhCnFoOViO1jAZfmI4LMJMzAyQRWprHSgoenxdKwUGs30BofX7vW/RtKbpgMazDBKOYjaSZodS1WWnkUh1zLTM+dhzk902+jaLlMm9ANHAZrFv/ohzv8iy8s8OblOufnHCwknp0D3TIVxoZrkA+58h4sSgSdCIShsc2M/uRDaYhSwc5NgpJZ49nXXZodzXIz4+qtiAdvVxzbLRnwLZrNWb76xFP2+mrGfwbgSXAew4BOt0OiFLs2p2wbTUmyHlvH21SrPp3QwrYyTl9PefqMQho5D8zD1BVHd8Uc3ZmxaUhQdnNZKr8B+uDOOV4vUkwvQqhSXr1o8PgJj1cujFCyPHYNaiqOwrMphix5B9+nFLbdB2Y/9F1gW/k+4WIjZvatfIfTNsGU/W2W9R1O23w7uPN4hX7zWdCT/vaPqdYoimUW3hY7ISXhay97LCx5WFUDu09N+u68jRLhxouseZsvXH3L0CeM8gTbDz7Q5eW3QtqpS8808VJFbORNsyH1+ppZseAhhGJ9cyjfhqKfsgto3bcM5hmNhpHvpQqRcX1OsrBcKCRmscdpFZTNkthrTzSzmANkuLaF79qEkc1gzeL/+QttXrnU42snfF6/4AMG1xfz4Z5prNO1fgMcZ5qyF7NpMOTwrpgju7K8GGb5BbNMTbNl8vVTFUyzSxxnBEGM6wom521qfkzNl2idcvLCjbWDt35fgF85901sx3vw0rlv3r1jNOCt6zatbsiVKZNXztkEkaIV5EMAIQRTsxXaPRPDyCdpSkGYKL7xZkK1HPLAkRY7xyLSNMmrx4bHtWNrZpdNnj3lEcQm04seaeSwtSoY8hQltxiZ2xuGLn0qYReqh5WfROz24x78lLHBgG68wu+8MYyVGrl/4m0VSWyo3kYO8LeBW3/LOyvUk3XubVsJthUz31KcvOaBaWMW9KQ/nl+r4PC7uGge7bzhca1Y08P7mniSWBzbEzFYC2g1fXqpgW+AleamKCPT+TthzUefX1u11tuAXIuS7r/6vnvT0GCB7ySkdoenz3pE3RLjNY3vSlynOKvI/tb+hOLvG8WytkkvtOiGFrWyxz17uty+I2RqKSBMFM+ddphbMjDtXKbPB0S6ON5Qs2NTwoOHoO651EoOYWyTFTTJMjJWQ8Xtu2NAEsWCoGfTCyVLLZuKnz+Zz910KFe9u9//2KMPvv/Rd7303R9/z+8N8IsTKYYZfvv1KX3HrcWEINFsHpMEseDwDofZRQcDgS3y8yrv2p03PRu3VeIUppccTk/6nLxeRYg88lUKDSKnEflxfRKJBGVgGzDua6qDmpKj8RwKD4hcv8h2DkR3Ddga18nwHIXv5lmAQ7UAaTb5ta9p5luSrb7IV9cK/m33q/fvAe61qm1qnLdRk3VwWwX/Ns0EQcJXX3R4+VwZ6ZjYUuT522sOwvUG+lt3HPt9iF5bv+tX8bzRzJRBEFrcdzjgQw91+Pmvlokzh24mcfoURa67FddoipTQB3hx82hk0d/m/5FCIWX+JFMq/8VGajEferDDp75s0Zp3GCsryq4uXJT54Gutmq99DsUwzJF0g9yv0uo6LDd9KqWY8XqMbcbs25QiRIppZhgyyzMRi2WNfMXQoturce7aEK8t2MSpWDuUV8gcX46VnyPUDQWLTZhe1uwcb3OrYXFwa8RQRbN5i7pj81Dn2+Mkeen3rOBvXZ7C88rvf/mVJ38ANUecWWwdibk5Y7PYSojTiAePtBmtuiyuOrS6BlEs0Kz7IAypqfoZU8sB8z2DbNHGtcy1sbVR2F0tmct1ttGfDFI0dusXznHyyASn7wMpuHG+PdMHdx7zUPISBio9PLfFc+dSfuWJLZQdo8jk2xgvUVAS29jQYFJU735DmVsBbHN9bc7aAO78nRCT8LlnKmTawVibXm5sMPtPK7GmbLyNg/eruOrTFJmfJ5T1m00TgcX3PNbjV74WsaoSgswlygROBnGWV3EpNTIV6xQFiUB9ywGo8ltOlct9JUkmiWIDpRx++AMdXrmwxDOnR2hHNqMlRcXNKaJnq7yi92lLAXi3b2NwzNzL4+TDHLdlr/F1187ty31/fp6LqAodX+NYGdPL8KVXFbcWFFUvV4bWRCedp9iu9mCxpRga7PHA0YTD2zXzKw6TixauI7k6Ocf999z6geP3f9tzaXj966a7++0A31RPcZx4z/bBaPcLFxTzTYuHbss4uitjYcXh5qLiC69GHNvVwxKS+w/liaBxYoIWGIZCqZRT1zXPnHdZXK2wuZJRcVWxOSLWpLqcMqxnmVimKFKm1ocs+WSRwsGn1vwfuQ87xXOKmAcv34RPsg7/96/aPPn6OKZRYshX+UXvD3HWqo9R/Jy+WlI0Ulbe9PapiWWuy2T5YCRdq96OFXPymuTqnIs2LAwpsYtwT0NspCjrBPxbVRTexsHXFyD6A5ksM0hSi93jCYd2dXn1ikdi2PQygZNpzAzMVORpVKIf7qmLCi4B9baGtr/gJooTnQ0pMQ1JYJm0uh6OXeXHf6TFE28G/N+/Msb1lTIDvqTuKko2uR+lsCy4tlrvffqGtLVhWe43Wr+OuoiLy/diTakLy4XGsjJKXsLoQIuH7prji8/5vHLFI1VmsduZLy0P1WKOH47YKhS3705YbQ3yzdd8ZpuaajnmXUdjFi4pzlxk97Zdek+vJ77+uyr44mIb30s4dyNlYknj2Ypz1wyiDOa7ijSxmF2wOXFaY8iYp05luF6+Z4nWSGmSaYubMybtlsPWimSwlD/m7L6UZ6yH85jGuvqx3vgVPLhvbHL6wxWFa+Xmqv7uo+/m+dtlr8tXXtX80hNlXrk4hCM9xis6P5Cp2KPs+0uctZyRQge3WI+RMNVanIRlZmvb9/n3+WAnX6JI0SR84RmflRUP4ZjYEixRgPtbDn2S39pgbgDd+rb6uo+7P7ZPVb4NMzQg+O53dzh5rUKUefQyGy8TBU1ZlwtFH+S5sp03mVoVUQ/FiRe6XxplftpFscRsGg6GrDBcF/zgu1fZt3mazzxZ5UsvDdNwbGqOyNf3bI1rqRzM/UnwmrKyQZXqN6lrKWL9QKFiHmEWvhZLFU2qwfE9bfZu6nF1NsglQ1lQ3kRSceHgdpBYtHslphYjto9ELLcdktSkF+ULL+ODMe1mmzgJfzdF+Zlf/BqZMhmsTLF5KMT3HQZ9h6l5CwNBmmo2lwS9SNENLNpNzcpCfpKwUn2/CAxZgh1boOSJNR69FhlmyrVN7vyv9XrSVFFFHUuvTw2t/jpYiuvkGzueHWNbIVqGzDcTfv4Jl195YoiJpRrDZcmIp6j7moonKLt9T3ce8+DYBq69Tkksk4KO9DNT+pv3xRa+0Y8c7o+2E1wn4uKk4PNPlYmkjSGNfHq5IeDnbbx7gzz2trD5Ptj7VXxj9VbGGk0hs/ju94V85okeb930SAyTIJU4UmFlutju0cUJFv2QfY3WCqXlt0yRNVobBfcVOZ0RZj4gI9fk6xWDBw932LNplb2be3ztpRozKxVWIgfXkFRtKNn51o9rqnU/j5mtqVOWJbAM+bagofzz3pDwawlsU+PaJisti4UVn7KfsHM4wzQyhMhnKUlqEEQml2+aeV58lA+uklSztAqTi4paNcJ1JJevX8TVy8Rp9naAP/fmAo/cOeL/+b/1MztbYY+9YzZfO2Fy9+EWx/ZJKp5Fu+sQJQZBYDC/YtFoa4IoJ/+qOBNbFtSjf1qwvSH4MQc2a3dzvgJVAMvMweUUVdO10iIPJM0XGbwY04hROiZKY54+I/iNp30uzg0zvVDFMaw87dVVVDaE8+QxD33Dfr5L6RaUxOrTEEOvnQzcpyXri8o5uC0zwzJSTCPFtBKuzhp0YhsMC1P2zVX67eD+1jH970lR+t7tjRs+hVy4ZnO1KFkR+zeHvHU1JlMOgbLxlMDOxNtsuRt95xqN0irn9UoVEmTx1FBFNdeyuMnM4nfInx5hbFErOfwfn+jxyccWuTq3zK8+XeHlsxWWQ5f5noUnJSUbyo7GXTOvKZx+0KdRUFNzYxZiP3Bo/QmeY8Uomn4Ly1hPuc0BDr0Qmh3FwkpGL84IE007yKiVIw7tTbhvn8VXXrLZtbnBjl1jO/fc9rd9rX+wJ8T2HOAyu8lrpxfe97H3+j8WLSdcu1kl7im+8M0qZ7e1uHNfj+VexubBhHv2CQaqg6y07LVj/LJiQink230ffeDk7rd+sml/IXg9q6SvUpTc9G0ynGvHLK5mzDUy2qHmyVcdrs1X+eJLddAunm0x4mtqrqJia3w334AvuTKPVPMMfMfAc/MNIM/RuZ5rKqxi/Wo9j0+t/35FYLxhrPNvw0yxnYRGJ+Pf/laNlcBdpycbqEJ/RC/epp78HhRljRvnttm3a+IFTclM0jTf1/yr39nh6ZN5JY0NkyCTOFIUy8J5FZdZTlV0/8juTJPKvBlNU0it4uTn/qhcG8UUVWzILJdEiUkUWZR8l7F6yK6xgPffucpXXmlzfcHk8VdL9HoeSx2bS0s2rpVbKFzDwDE1FTd3bdrGurXAMnhbjF4eqyfWYuTMNY/7eoSF0rmXKYwUja5ipRdzz8GAwUFJqyu4d3/I3nGHxYZH1Tf50gspm3cO/Vht/MxLnW7wO2sVfMA8iSEtzPIkr1yyeO2CZKACezcbxOkIZy4JurFiejpGxRl37E3ZvSUlTdfNNOuBO3pNl5V9Q5DQa4HrRn/b3cgoeTmftqwEKVJW2hmalDM3BZem87ztF97yOHXVI8hsZmc9pGEx4AtKtqZi5UsLnqPxbbHGuf1+rJpr4DsC36XYgO97SorNGJFLUYJ+SNB6t59HTuQgN428gjt2zOeesTl/3QNpIaXEKayxRsHBxYZq2hfBf1834YavG30p61Ql5+JpanFkd8BHHmrzmSc8MsshlJJIgi0FqaExskJJyfLqnan+jaYLLz1YqcIpju3OvSc6f0qsPTFy01OcSOI4Px2uF9i4jofrxHzw3nwF8GP3t0iyJqeumTx3xsH3BZemPC5OeqQY3FqwMMkjLlw7P1jWMvpndvZX+YrMGCHe1rOsOSLXrk9+c7qO5v5DBnfv9/HsnLY0VwZ4aUEyVM948GjC/BJ85ZtzTM2fJQyTdYrS7gzjujZXp7q89NYCQ7WMew7ApuEIU+p8jSzJBxBlH7aOthmodjGNdO34i76um0/OxNr3uTRFob/mnm7LyECknLkumVvJwdeNBF9+oUSYSM5PO1ye8rAdM79QwsAyYPOQxjNy7pdHkuXxx67d59pibfs9T6AS+EUssu/mCoxt5w1krsWydoP2Zc5+YFD+u66D3HUSGq2MLz9XZrntgWNj9emJ1Ov22I3UhN+tf/9eQH/bcoJepyf5V5MkNamXDb7jXT2+9ErIStcjNkxCJXA1WArMvnmp+FEZ645NIfoJVJrYEsSWWHN6ZpnOOX+a55XHqSBOcpDnJ0ZYuffEcmh1fGwrpe7nT9ltwykfvT/BcxKuzPS4PC0JE/jyix69yMSyJTMrNmeuuSht5LxcCswC1Pn1URs4m6KfYZYPwnLVxzAkAyUDIW0mZiSpyq3YYaYxZcaWITh+SPHg0ZTYKDNcHiB1ohzgExPnGRyo73jltdf/2lMnprixDIM1OD2RceVWQqQ0YZxx994uD94WMTkv+Y/fsAhSE9sy1yuVZi39NXeLKZTKisXhQvkVRSKsYaKwOXnJZWrBwbQNhDZYWbHzrW5XsGc4f6zZhsaS2dqJvaaxrmv3GxzXFhsyS/JYtZKr8b3i5DQ3w3dz3dyxcyXEMDRpJolikzg11lfjisyPnL6oooLnLrqJScnlSReFjTDMPG6h+J1+d4Mp2Bi4+bs4OOsKSv/dH9mvb+EY+VQztXC1xYHtEbvHAlYul8iURaxMkrVcRgo7hF4L2Y9TCJLc7GbIYtHDyhvEJBVrqQZ5eq9BkuXaeL+KR7HEiQwc21wbepmGotFSa1Jf3nxn1P2Ux25LMIyEe/ZmQITjpEwvCV6/aKFE3wGZux771yHPlzTyEX3x5+7f9Hmagsa2c8/Ki6cszk2bPHg05rY9km7kkmYGJVszUEmolWIavRts37r3r+078NDpGzcvTZgVP8MQ0di2seT9t21fZOeIT5KmdLo2Qc+mFcBiM2Fm1uDZkynNjmR20SJT+SNo4/BCKYo8Ok2YanppX2Xpk/R8xcoQeVi9LXIXoNDgmrBvTBeOuQ2qhNwInn7oTT86Yt3L7RbLwb4r8ugHL6/aJTfDd1NKXiEtejElN0LIlCi2WGxUCaLcv2wZuqBaxSO0GEqYRoJpJHzt1RJXlz2wcuegu2GaaHxLg9kfVIgNgP8WfL9NMlx/b2wyi1W2zCSKTHYORnzwvh6vXwzRmUNsGCT9o7g3/CxT5hW8lwjm2oogBYRB1RbUXUU5yVWIJIM0U8UiiiZNjUJ/FySJIE5FnjEeqyJVS6895WQhieZFoK865T2VX/RSBim7R1P2bcowjBTDyIoovmytqU2Kg23zt0maGWs0LYdMLkgonXHnTmh2BPWyh8ocFhoWnZ6g19OcXLaJszLzy6t8qJS8f2RTMNbupBNmEEqElDRbJvNLMtdUDcW+nauARSewWFmxmJg1CQKoWjC8Y2N0QL966ILD5VbVXgTdKF9nSrL8g+unvpqSfFzfV1EMXUiJrB0SZWxcbhV9d1zRyPYHRdb6kkIe80BRsXVxlF9KyUspeTFlL6Ra7pGpHqdvKP7DVypkmc1du0xu3+UgpQInxbIUAr12lqRppPh+zKuXJb/zXIkw8hC+hWuIXKpbozS/BzX5vbj3Rg6ueZts2Pdmr23fKIlZVPE4salVYj72aMQTr3Q5ccUnMW0SJQr5rw+GnLJJIXngjja3H2yQ6phPfaXMqes1Vlddhn2DeqooF/EOmVqnK3ncgyxSDgR2LIqN+uI8H7n+C69HVes1RSz/2p8Ab5Bazf70Uq3lKaZprtj0irSrMMrjRNIN1ur+ZTT7apuExRXJxFzEUiumHWq0zNgxbGFbFsaQRbVkYZo5wzC1SsjSBMtMqZU0M8sGvVjy3DlBN5JYpmRLDXZvsii5Yi2NtK+drqU0FTuXcaLpBYrVTn5icS9SpGo9brd/msBaZ20Wmmmhk/a/zwGeP+a17hvk15OU8gFRPm7vZwX6jsZ3c0pS8lLKXkLJj6iWAsp+h4wu/++vl/itZ0aIVIkddc18yWa2bDJUy7AMlfPxokk2ZL6eFscpT7zicmGqBJaDLSXeBu27X737G/S/Sxb8L7w2hvas6+H54V1pEe1myIwwcti/JeUD93c5M1khSl0S0yLTufadAyGPvhioGmwaGGD7oMGm4SYPHmryuWdb/MRnh1no1AgSk+FMFRJiHpTZB3j+1Mgrum3n1dw0i8ks6wsla1tTcl05y+ca/fSDdfn1W6t/DnBBN8wP/l1tC7phjp/8sIN+f6TXPO79Ezt8V7Bnq+bBoRjbyggizc3ZPPtyblnQDjLiJE8aM7/y1d/CtiSzSwGLqzbbxvIjpbeNuPhODsKyrxmoRPhehmmsJ5oqtcEw1JeaUkGrJ7k2baK0xrJYGwTlCw79087Whz/95FSr+N4qwN5vBNNMrAXlqyJuoE9R3GJnMge2ouTllKTsxZT8iHq5S7XS5muvZPzLL45wbmKIum2xe0CxeTD3VARRrh6oNTVIF9Qkw7VjLs8Ivv5qmV7oIcsmvpE3u04/mln2ufvvvX/5e71+1xBoQ7HIZUJNKg1kmkdIJ1IRRim1msUH7o/40gs9zkyWiR3zbQWkb6RyHUkYmUzNV8kyg5FBmx98T4t7Dszx77/Y4YsvbiLOHBLFBumQNcDnvLgAe3FEjBA5sOM4PyIlzYqCIzfYLixR9EjmOtgLudgwikzy4lplShCEkukFzbWZmHav3/T290n7J3oUxiyRL3x4juDajEHZq2NZeWETUrMaarZtilidf5VvPHUBdIp5z/4ZTEOwd5NibjFltSO5vuAwWA148GCAFLmv2DLTNdUkW9tAyTVb8f9n7r/DLEvP8lz8XjnvXLtS5zw5a5JGQhohCQlFRMYYE2yMf9icwzHBsgGDwUQfTLAFyjmhOKMZjUYjTeyeHHs651Ddlat2Wnmt88e31t67RwIMxtf1K11bE6umuvrd33q/932e+8kkpFxCySUsG2JJZbFXIYxVbGOEGhsf9o//QEYOm5EGWzzWxLs+zyUWVlVW1sVoS5bFWr+EYIrwqLQ4uWMcO8KzA+qVAbbd4RtP5fzmRyc5udBgQ1Vm0s1oelCxxaa1jNhmWNyFXkJLyIi553GDRw9UwDKxFBlHzS4t7vH1/CsvkpQIuvw7ivuVRf5KdWGclpvGHFlSURSdfj/l1j0xb761x4FzHlGiE2uyOMXHep48hyCCtZ6Crpkg5aSZzDVbJX7jJzskUcbdT7YJE5uo9Gtml0Lvs6z004qJjiILx9RKJ2F5PSXPM0ZSZGm4oteKp+sw+Gq40aQo9GJUqEhYekaz3uX5MzFLkYKi5uRyacrOyaTyexCyAzmFTiKzFChIIGINr46puDZnTjicnLcJgh5J1kcG1IOnK+QoqHIPTfGJkxpSYnLyjMa5OZOOD348elzEGYTFRTJJUtJEPObEJUe0G6am4akwXQPbFPgFUdByYTErbWN54cwZM/WOQX1cS6zG1/o55xdr+KFVJIaJ4raL8Z84ucVF0rUiPCeg6vbI5R53PyHxOx+d5vRSg401mHAyqnZOpci2FPk3o8enopRioBRTDzlwNudvHnJBtjE0FU/LBbRSpVhkMOT1Uc4wiifBiK94aUDt8F3wikXQaMEh0sxG/2C0ilekDNuIeM9rQr75RI9nzzoEuk6SUcyzc9JckKWCCHoDGUPTRk/eXGKyJvOffqqHrszz9edaLPS9Yu6ejRnDBZ+9NAZJEii6gmWAbiScXglZ72tYmkTFzLFKx49Wuqbk4R/LTNIy4U68IeShJmjPJplrdoeYxgBdjZGKQy0tOS6xShSrxIkycuRnOWGk0B+YqJLDalfHkmWyLGBD26Dm6CRpjrr/lEaWKxiayWQlIE5TJpo+N1+ZsrJqc2ZeYxCUvRnEBbd6EGb4eU6Y5STFuSFLYCjg6dCsytQ9FcdSxqSW+eikLjTXQnuSDkmtjinIRbbp0/FDnjsu8eBzDsuLMa2KRqOqiRGhnovoPjPDtYvitkM826dZ7XNusc///KrBfc9MMLdaZbYCE3ZG1cqp2KOcHfG9jfyHWjGn17WYPI956Bmd/ScrKIaOq4Knit9Ms3j8XhIwRTHPlsfzbKRhcY+f4OMXtPJVBrLmuUSSIbQkwzdLsbSRM/q+xZ7NMa+5sc/B8wF+ohMm0vD3KEkgjlOCUGYQqBiagqaqyJIx1O1vaEr81s/0uP258/z5lyc5fbFOliuFQCsrngYFMlkCVRZSh6oHO7ckbN28xrdfkHnumM2ZVQtXl2nYOa5RFntaSJGloRZfG4rrSpmtTJYpkDu06jpSGpGr6VBoJZASIqK8HyjFJbTY0KYS/QBOz2es9AK2T3dRNYfpWs7OTSm1SkaSZKg37BThOFmak8USxy4kvHBUQSVmx4aUDZMyqiImC0kqMQhkFtdUltZyugORQJAK9D+SLLDGhiYWL7YlxnZig5gO9dbCqV4SogqFoBlTdQMUxef8csyzpyS++KjHi0c9koHFjimQq4WeXC36biPDLS6Tnh3i2j6NWpeLKwN+86MOX9nbxjYdNlShaWV4lhBhifg/tch0p8iTLHTfmvBemkbI+aWUT9xfJ0xtKo5MVROKutIjqimiUMdJUuISlg9Jq+XCYtg9jMlnS6tZGbWiFtteCmVhnIOUUBC+Rl5WWU4xTJOfeIPPPft6HF2wGaQqXiJm31EySocYBHnhW1VHRuiihZmoS/zcW9Zp1+Z47wcyzi41yJGL1Yv4f0nKip/5qIVxdJ03XWdyx5Udnj/R5cuPmZxcsDmz4KJIKnUbPL0o9KGIrrQMpoJiUCg8/UCh78ssrRuYuiGeNMXDK01Fm9Xt5yyvZyyuielckorvS1MyFDVnx6aEa3YlPHkk48KSzsFTOoapkWc5aq/6Q+2TJ4689/lnHmX7lMTuDRq3XKZj6gb16oANk+t882mV80sqaSYz3Uy5ZpfGhcUGF5c0MQLMRo9bWR7lUArtcFqYGsQWUazKkyFX27NDPFsU9sEzKV/Za/LQCzVW+g5raxZTHmyezJmolqRXwee2zQzbSnBscXK79oBmrcv8ap//8EGPu5+YxHVsJh1oWBmVYXHLosCLNb5llNSqdIhkM/QISQ740iMGz5+sYjo6VQ1cXRBobUMYoFXBvSGKRTsQp8X4tHiaaVk+XFyMD7/Lfy4XQVBq+fTQUhSpWECFCmEkfqc1TfBM8rzASCsZ3V7ClZtD3nVHhz//G49+7OFrEnYsIJ0iISJDD1MGqoqiygWwc+ybkcQF/q2vWkeSLvBrf51zfqlBjjLcMsrFplZTM8Ioww8VFlY1JLnGzITGG6/rcNPOAet+l4deXOGLj3kcOFVBl3QcU6Fu5VhaJgRZWiYk0WpeSG3Fz1zXR+bxEalL3AGSNOfCasrF9QHX7eww1RRvtLlFhW88bTPdtJjqmTz+ksn6AG69osOujQnXXHvrezdt2flz6qR+tprVem86ZeXUXJlc7vH0cZ21gc4jhxSqpsvRswrdvriMtWspqysKmyYlplvpsHeVxg8oqRQtFYZdPSli+xIhfdUjAc10fc4uxJw6nfGVx12+9ZzH6YsuWq7RcCR2tzPqLtRcmaqridhsK8exhDDLLdsSx6dZ6TK/1ueX/6rC/c9M4loWEzbUi5PbLYt7GP8nF9a4MgKwjCKJsYyQs4spn3+kgaLaeJokdC9Gjm3mOEOvqMioWV7PWV4VZ56lipQKRc6LS7i4JBXZFZcsf8oMIU0RTzPLiDH0lCxTWO9rLHdEopqh5ySJfEmboikJYWTzA3f4fOXRDscWLXqxip2kmLGIIiwdSapacsVlZFm9dNpTbFHffMM62r++yC//T5hbbiChFBOSrHjCpGOhuzKSpJOkEr2+Rqtms31qwM6ZPt97/TIPvrDOXftsLq46nLzoYFkqtiHhFvgPQx29xKz8UpHVcEmG0NDYpsL3XKvzqstMJmopspTTGeRcuS3FMns0nJien/LAcw5rfYUL8wnp/vRNh8+sVtUXT8Vomc/Nl/XoB1VW1jQ2NRRcVSVJJdIQdk6LRC5VFUsEz4KalzLTCnCsCG1Mvxslgj2XU7I1CkiOHuOYEYockRHywvGcb7+gse9QjVPnPNZDExWVKRsadtlOQMVR8ByViqtScSQ8O8W1U1y77LkDmlVR3L9SFLdl2rRtIZ8dZluWCkNTKAxtEyxTRABauqA4mYa41Bq6zz2PGxw+WcWyVKpaAcfXhajLMSVsS8ExFTxb4eqdfY4sdPjqPhcz0mhJYu6rl1vG/NJJSlncYn6cFYnLCVU3RFZ63PO4zokzFjUXXFvBs3LhNIdhRIuupvQGCbs3B7zlli5/+aUK3cTDjSSs4pQMVPHzH+4VFAlZlpFQx4ppZEl+/bXr/NG/usC/f1/O+eUmEnKh8BPTIlUpvpasAsowD9OPVNZ6BlXXYqbu8xN3Brznjg7H59Z54pDGA887PH3MY803kSSViiGg+6aWDzkyOTlxKuBGacGy0RRwDZhpZPS6Oi8eaRac8hFKOw0zLgwyVrsJE25OFCjsOwTv2hSxcaKP+urLM3odlf0vuew/qeF4Id93Uw9dtuj5akEBLZcrwl3jWiHNWo+j5yOOzQttdUmQumxjykxbJUmU4jcjQZZjkizmyUNw9LzCxx+osbBu0+laKIqGp8nM2MID6BgiSdg1JVxLwXUUPFul4kpU3ZSKm1BxYiqOWOA0qx3m13r88vuqw5O7ZefUS224JYrbGebKl9HbecFkSTHNBEuPMY0Ix/Q5t5TwvrsniFWbup4Ly5aeYxWKRdsU31PVU2jXc67ekXL5jg5PHE45fq6FrUsYaj7UX2elMm44LckvjTlUhZir5vU4dnHAF/e5RN2cqzZHNGsaWaaItkGmEICJaG+Br7D52bf2+PKjHc4sW3RVFStO0SMKuXLBE1ckZEkwxeXC6DD8yEdiuTdct86f/Ot5fvl9EnNFkUsUSXdShiQl4s6WqwIYGkuEkeilB77KumXi2hGOGXDV1oAbdgX8+J2rLHaW+dQDNofOmbxwyGMhMIgkFUMWLv88S2k3BuzeHqLI4jKjajJrHY3nz1icXc3wCrS1qoyWThk5PR9ULeGNr4qp2Qb9lxWOntFY93XU03MKyysqzx2VadT73LArwzFC5lbW0fWMLdM5caqS5jKmlnJuMeOLDxj4qcqLR6ssruoYmlI8UBJ2bFrn37x9kVdflXJxRUwDPnG/xYl5j289UyFJLHJFw9EkJj3R1zp6WkBipEIoJWOZMq6t4tgyFRsqTkrVTaiWxe36tOplz13h/mcncUyLCTujZuYj40Pxssyi7zYlLDPHKsaLlpFg6QmGIdIhksznI/faXFjxsHUFTxPRHqPkB/FGcSyFiiNRdRMkKefKrXDrnj4vnKgxiFVcXdCZsvKiWeg/h/mShZy43PQZWoJlBjx+SOHFEza7WtDtpxi66E2FUaCM9C6fjDp+aDJVC/mZt6zxB59x6UQVnAIqqkXFtlXJUOS0GDUqI165pHyXFVTO667t8F9/9iLv/SCcW2wiS3JhaM4R2J5EvHFTtdi0SgShTBAq2EHCIFCxDB3LtESCtBGyZSLit34yIE5X+PZz65yaV/jY/S5RorO4ovKaq3v8q7eF7JyxyDMdpAxTD7i41ufZYz3iNOf+Jw3OzBsYerFkzFK2TUe0XYkzizX2HTa5Zc861+2SaM8o1GoK6mqYE2QxrfqAMDZ58mWdh541WemItNtcyljzJfpJsZJOc4JASB9bjsSWLQI9rKkSkqKj6CkvnVzl3ic0vvZ0jTA1GfRMJEnHMaFpIQqmKJwheF4XiALbKNoIS8G1ZFwrx3MyPDuh6sZUnYBaZUCz1uHiSp/3frjCXU9MUbVMUdyWKG6naEscS8I21WJyIouT28ywDdGWWGaCZYocn4oz4NPfUnj/l5skksWEnuNoZarDyNtpFW8Up/g6qpKhSDKXbwloVEIGkUZsjZBkl+YNXYqUEI9a0aKsdlMOnbYgE0YSP8oZBMUFXZULnkuOriromooeauiagalb/Nw71jl6fpmP32+xpumYpaNGKTNDs0KrLgHKJcD8V4KI8lzm+25aI8/n+Y8fgnNLDbJcLu4RYoyYZglpmhMXwQZBETJlhzJ2qGIZKZahCWe9YRaX9xhTj7nzuhBZjviR71kjzSPuf0bmzILO3OIUi8UbqkzxcKyYG7ZG6FrEDVtTkixGlnLCWKU30JAwSTOJ5XWJQZgjSRbznZCZzQGO46O2XPCRCWtCwD9VA1lSiWIJP4JzCxKLKyJXRUIqliwFn6SA8li6hGXCZCPh5iv6fPQ+lb/+0iRm1cExZKYqRaGoJXeknLJIY3JXoQgU/kkJx5JwrRzXSvEckQFfcUKqrs9EfZ25lQG/8dEKdz0+Tc0yaDsZVXOsuC15mEos2hK5CHTNRWGaYxn1Roxr+6z1Ar78SIVO6uDZMq4mdOdmyQ/XCte4LoRdZmGKFpqVnNdcG7LjmzFHTpUbyRFB95Uf0iUz8AzDSDl6HvY+r5MUXPUwRiQexxlGlGNEEkYoCAF6qGBoKmGk4wcmNT3gXXf0+Mq+Lp2gga3IItNHzgtcR1aYoNPiEqcIZkqp36eQX4yRsN580zppNs9vfSTnzGKDHLUYhxYallRoWEQGj0IUSwSRjB+OZRsZ2RhXXUyp1rophi7UnRXT5+ffvs5//oTO732iwq07JSbrDJkshq5h6rbIJNVFOyxJMAgkFlZyzi3mBKGYHMmKxGQzJowkVtY1DFNHXepILC/LHDttsHkyJ7Biptt9XDukO4ATF+rMtt2ROVgTqAW7yIk09BTbSGhUIqaaHY5e7PPw4TqVhsu0BxU9xdLKjeWlAMySTWLoCoYhY+ly4cjJcawM1yozeCIqbkDNGzDRyCBbHQAAgABJREFU6HBmIeA/fbTGl/dO0bR1JhzRlrhWjmsUcdtWUdxmUdwWY/JZoVexi+K2jJBqpc9nvqXw9KEqkmpSKee4Y29EYwgikkb575qYUpSP8JG6cqQW/I5Fz9gUQyp08uX4Li9CnUS8Ypn1nhFFKWGkEuoyQZRj6AphpBJEKnqkYUUWN+7u8Nbr1/jENx3WNROjjOuWC+eSlF2qe6Gkz8qAOtKmZ9JQNvD9N3fI80V+68MZJy42CVOt2JoK+FOcpiKTPsmEC8hUCEIJ31AKkkGJmVDHotQFjsM0EmzTJE41XrUz4P7pNR4+VGWmqtB0RdKdUeAoyj/XCjalqshUvVXOr4Ss+wqWabChaeCZGtsmIzZNRniVGPWWXQP63T5b3Q5hbLHalfjWUxpxqqCrEkGksXVK5KTUvQjbFMrDIM6AMvM94uXTKfe/KLH3YJWjp6rsaOTU7EyM0wq9ybgBVaxyR0g2w5CwDTHZcArRlGslxaQkpOb1scwun38o40uPN7nn8TYTjkbbEZMSz8qHoa2iuFWs4eUyxzGL8WIhxrIMAa+3TDFDP3kx5mP315n3XRq2hKMViRDlNm5s/Sw2dCM/qaoIXcbzR1XOLslIymg1P87AfMWfXqIbT1KYaWVctTPmxFJOlMpiI1lsj6M4K5Y3EpEuEcYyQSxjRCphqDMITOqVkB9/Y4/HDqxxaq2FrqhoBWJZHk5LsuL7Khz2mVLEAMqkYwur0gidZzLfd1MHRVrhnicCPr+3TZzZQkueCIJvnGRESU4cZ4RxRmjImJFIptP1scIs5bQFPczQM2xTIwg1LtvQ5Zfe3ePxQwFHzpkcPGmjqwqmJhqqKBQyEEuXaXgSGyZkJpsGr71ORtMgShTOXcw5Na/w1DGbC4nD1ISFurCmMb+oc+CUylQ9YbXjIKHTrko0qzlbpiNm20ss93xOLuVUKwlRlPL1x3XOLynoGiiqyekFndU1g6qhsHsC6k6ObclD7JdaqAjl0rZUotR0qYjEzofuG1GIMa4d4Rard0Pr8Jdf0fjzL06xElRpOzJtW2TJu1aRSDzWkpR+TKfsua1sdHIXkYOWEeHZPpLs84EvWTz6Yg1D1/G0IvJaK1mGoyeOWDvnBU9lJPLPsownXlY5t6DSqn6Xq1t5kn/XYhdb4o3tjFddEfLlJzKiVCUeZk2OIvmiRCGMJaJIJtJlwlghjFWCUGMQmNx6VcC/evcyv/khm/WggiFLQ5TcUFSfZ0WBl9+XMoxTucRRlMlDtPOd13e5/eoO7WbEn31pmnOxS5DKNIoTXORhplhxLtxAekaoj6i9qkoxYixN3opo/wyV7kCj7+vsmBpw7fYei50eZxf7KAX09OKSwtcfN+mHGhVPYmFJ48QBm5PzKlsnNZoVqHnQdDOSLKLditk6leJ5GapYdkhYpopjS1S9hGalj+cmVJyQQ2dT7vmGxdyizpkLGp6joMmw3hWMiiwTmm1Ll9jehJpNofVQhloPTZFHUR6FM0fEAQocm6WXvslESF1tQaxyixn3U4dCPvOQzVf3ThBEHlMONO1yxs2l/XbRktiWNKYPL3puI8G2YtGamCGWIZZEj7yU89V9FcLEoWVL2MXGbfSS0TRliG0uYUFqsUQRvs2ELBeUr+8WG/jK03vsb4udYS5BLqFKKVmWERfxLkkqgnLjRCaJs8KMIBXeyTJvVDDFg9DAc0zeceuA+/eu8sALBmuaMSpwRhoZIVhKC3d9TporYwV+qUe0LPa6p/BL7+qxfeYcn32wwb79TQJXJUozwiTHLVqVOBbtaxTJGHqGpskFXVYaPrFKpLVhiH1Cp6ey1tOpujYVJ+KKDTESGVku0XZkNjUkZCWj6oWcmg84u9DnqZclHjrkYloGdVtmykvR1BhNionDjMgAdXFVZWVdJQllzi/FHJtTqZgWRxZSyEyUDMJQwzUldraV4brcmIUwyljtpqSp6LFtQ8K2VVxLKYpOcEhUVTwe41QiSUXfWeZdmnomRnZGyUCJca0QzxlQqXTZdzDhP72/wfOnm7iWyUxlxD8pR4DOsCUZ/XfFxjHDtoQXc/xCaZkRtiG0K4Mw4J4nbI4seJiWJhYQ5ZathNiUhCaNoQOpZKeUpmRFSZEVFYq57jAa5BXtyCsR1qUYKy9A+Fmak2UpUSp+XnGBfIjToh2I86GdLCyKW/TmCUas0e2bbGxGvPmWLk8dsekGdaSC7zQyN5fa71ckLaQC/JkVoQUiPKyMORTG85qn8mOv73Ldznn+4/tiHn65RZAaNBOJKBUuIXHpFFr9KBH6I7V41ycJw0QHVQFDF1gP11JwuwqureFYFrqakaQSKx2FMBKHoWVkLK9kWGbCtVsiLpuNyKSQJA05PWfj2QnH5ySSyKDhKVSqMuqWmQFh0OXoXMhlmyu84TqfA+cktAsGE55C3ROjNseUcG1wrXw4gTgxJ/PyMZBlcXqKxYyMZ4NrZWLjaAndSZxIrHYMer4CuVDimYYYs9mmOFkdM8S1Q+qVHmv9AX/8GZVPfHuK8yt1Gq5Kyyr67aK47bLHtsZPbkQPb6Zizl08FSxDjKhMQ/BWHMtHVQd86B6V999VR1JMbA0sVZzeWgEp0pSRAk4I+UtQUclSEbY2RU6RZDFbVgpkmzxe2N9xal/qw8xziSxVyLIUslQEdJX5NSki8yiRi54X4hjx10lhFI4F6i2IdCzd4Oe+v8fJ+RU+cLdOL3IBRbiu8tHXTYpCz8qTvDjNS/33yPw8jrMQqWnbJ3v82S+t8pkHB3z43jbn1ysEiUK96MejtIxoF2IxTRVv5EGQstoT34OhSbhmWoxcFVxHxbVlPFuYxmU54/DpgONzxd3KkIrRsYFtmbgWNCopzarPWj/hqUMWW9o5OzetshqGXJzPUU/O2ZBb3HJ5zrnVgBeO6dQcie+/RWKinuJakRBLGSmSlJDmCbIc8OJJmW+/VMGRTDa2NeoVhZoHFTel6iTUKyF1zwcpIJciHj9gcH6+zWxDMLvLXts2Ra/tWCFVd4Bp9pnvBvzFF13ef9ckhu4w7UDdFP22U8B9Lp2SKMWbUExfHDPFLi6TjhljFsg3Q48xtBBdF1zDs0sxdz3WpO87GBUVWymEQKX1qiAzjdBzxXZwzHeoKoLEdXoBDp0xkGUZ9buiIy4t8ksKO5dIc8FAuWxzxI7pgLNLHlEmFU890aOL0zwbOd+TnDgWJ6sY0wmuuB8aNOoB77i9z317OxxfkOlJFlGm4qdCExKmOVHKUGKbFpY1EepaON2H5me1oN7KxIki/JqxSqui8Ss/1KXuzPFXXwo4uVpnEOu0Eolqmg1dQlkuWImaKrFzc8T51QF7D5pkuY6aKTScnIYbU+mneI5C31FpVGQ2Tae8+oZ1OmnOy8c1QEfORA5RCft0TJlWzaRVy7h2e0SQJjz2ssvt12vsmEpR655CN5dxrYg7Nwf4oYCZC+FPSCZldGJQ8pSjZyW+8bSLqTosLhk0XYPZGZXJpkKrltGoxLRqAa1aH03rc34l5mtP6Lx80qWzbrCxKdNwpGKDmOLYsUgpdnxq3gCkHt96LuePP9fmwPkGrm0IcpUheNXi1JZGa/exftsti9sSRgm7MBtbZkjFDnGsAE2LUNUYVY2J45hvPm3x7RddMHV0WcYYW46IaY84tZXh5Kf0G44Ru9QUw0g4dEbmucMWuiIPZ8/fFdtWjujGwD/DPjdVuH5XwhUbA45eyAhTRYzkhoU4lgGfCnugaGMK72aqFH9U8X2D11zV5fU3djl7n0rUSwlljVDRWFdUKqZM1SpO2iQb/jfK1OIsy8mGbJYSDlSaKqRhsVc9jR/+nh437Vnkjz8f8ODzTc73HKLCQJFnRVyNmuPZKjs2WLz+pgFvuW2V/adz7n7c5eSSzcWOStvLaVcS/CAjSVQURWPnxjr/4ns7XLgxQDc6fOsZmUNndRRZ4Of6uUrQ1VgMVMLTEmEo06xIIGtkmKgTk5vXzy74993/XP3thq5iKcL7mKQykiQ032dXcuIsx5TBkGUMT+GqTTKTDYV2Q6LdiJlqBkw3uxhGjyMXYh59WeOrj7ZYXnFouzLbJiU2TigoMpi6MAV7dkij0qdR7XBiLuDj37D40uNNLixUaVRkWlahJzHyAgdRwnzUYloiljeisEVxe3aMY0V4hdm45vXpDEKOXsjIpAypwLGdn9P4rx+tkuY6sqJgyBQQn/HA1VGhixFn6Rwvx4PCICGrCaqeo2oKciwVIKAx5SBj6r3vOMXLgC4h/o8ihTQS+XpRpozaiRTSZFTk5QgxSaTiNY6ZELExpqHyH36qy/llhQtzPpoqgayQSRpnlh3OrDjUHYWmJYmLbJqPPJlpPubNVIZhYkn5xkqK0zxVqdgqV23t8fs/0+euJ30+/PUmR882iFyVnBRFETuDLMs5M29iapNsne1x7bYOb7p+jS/v6/Loyw7Hzzpc7OjM1jIGQUQQqfQGOpPNFjOthIYZ8qOvDVHUhCSVubBk0B2oxZg1I4olVCXF81JmNjn31Zrb19W//PDnFyRJ/l3XNt++1o9INI1XX5bQrif0g5zj53KyRMU1FTxHpuLIVFxZjGWqGTOtkNmJLrLa5exyxNefMnjohRZzFx3qpsKVMzkTVYlWXaVRVai6KZ6d4DkhzWof21zn0LmA3/1Yja8/0cZyDDY0oaanxaktLq9WqQY01ELJJwnprCmK27XF9MWzRB9f8/rk9Nh7MOfzDzs8c8QR3OksYvtshx96XY84kiAXnBZNzoeeQVUemaKVIR11xFbUClubWiglgyBl/3GNjq8LpZtUErLGgqjGYwRLZHJxiRsGwSbiqXT5jpAHDoQEsU5UXMyHp3gywjukZdtSXAKToo0o05NzZHQdXCvlvT/TZ9u0QppqpFnOs8fW+JuHPJ4+XuN81yZMZeqls34Y3vuKQs/k4r9VvIo7QFLwDOuezi+8vcuu6QV++2MJhy40ybsGsizM6qaesrqecEpRGUQV2nWTmeaAf/nmLm++sctDL/a59ymHkwsOc2s6Gzops52MxVWZsxcVKq5L1XWoOjmunfDC8ZQT53L8QKZdg5uvHKCqIRI2Sxee+N3FuX0L6o5pAWA01JA4DQiSGMWIOXoh5sBpHSnRaDc0NrZVGlVoVlIa1ZCaGzJR73NxdcDTJ1JeOKnzyAsTnJ2zqVsKeyZzml5OxVWpV1SaNZmJWkqjGlGv+Ew2u6jKGn91t8RX903x8uk6zZpGw8qoGmIxI7iChcDJkLHK5c1Yv+1a5dMgwrUjqq5Pq9bh7JLPn3/B4YHn65xZ8nA1BV2W6PkRb761x/fcGPP21/b5q7sqYmxVsAVL5opSGKTFzH6U8aOqI8iNWiDdun7KMy/bDPo67WbB7R4iJKRhvJ/0XU7vfOyRH0UKrZrCTZdHNO+PWBjkRMMiHvXKAvGgFEU/KriyZ84yueAtpnz5QZuHnqxx5dY+r79WpdNzUdWEnbMDXnPVOg++2OVP/qbFuYUGoaeIDWWxhk9TqbiEloWuiqdFKo8KvKBhif5fxQ81Xn1llz//dyt8eZ/PB742xfk1p3AGZUhSXETdqPiByXpPpVm1aNcH/OSdPV5zVY8HXxrw4gmD8wsWjx21aVdymk5K3ZWpV2QaFYVNUypbpiO2THc5dAaW1nQOnlXxQ5uK7VF3DZI0Q331NUsYmsg9eeJllQknZ3lV5tApjzjS2dxW2bkpZ/vsgFplQBCFyGrE8bmETz6kcfi8zdyCSRbr6JLK5dM5NSen4ihUHJWKq1CvQKOS0KxFtKo+s+11VHWNP/uSxl98pU0UeUxWJBpmhmtmxUay5A2ONNziFGd4apfbTs+JcO2AiuvjWB2OXAj5/U/XuXtvG1c32N7MxdzckvAqGt9zZQ1TSnn77SFfeCxkPRjx+0pKrCpfSj4dpRSU6OeyTRFZRt1IR1ZF0ppakrjk72xRvrM1uRTVFicqjh5jGBFxT/Thccrf0qpIRVLwKC05K9bsipKzsCrx1UdrrMdNHny6xtaGSs3TC02PQ6ve5yfu7FCzF/mDzyYcudggTA3hBx0akDPSfESkTVOVZEiiLe4AiSQuu4lClIhfw57ZHv/3u7uY6hx/+YUpTi+5xa85I82iwh2k0h2odPoKKx2NumfTrvu857YB77rV58zSgKPn13j8gMnxczYroUJ0XqXmaOxYltm50WTjlMplGxMOphAECjXH5+BczGpfE79PTxy0SDOFqutTdXyeOuaxeULimm06sxMps+01JKXLvkMyqpry1AGFI+crpJnCoK9iKjJVQ6JRgWoh0HcttWhnJCpuRt1LqHshE/UB9co6Jy72+dgDNl98rI2MxZammG27Rl60I6PiHsE0pUIJWE5KkqItEYiIqjvAsdd5/10yH7tvmlNrdSZclUkvpW5DzZVoVVW2zmpIWZ219YTrdi7yrlcP+OC9+TDyexjNJ48Qv4oyBrYZ68E1NUGWE54+oPDoyy6mJQ/7eEUZ+1qvRF2NCbHEnFm0F0mm0B9o3Hx5j5suH3D84YQgVYgzIb0d9t8FqEd8TnlyS0OMR56DqWV89kGDpw971BwdOc155pDOtlmViYYgx4axSqOq8vrruly5Y4mP3jfgfV+ZYS43STNxmoviLqYsWRm9XfT6ZS8eiwKPYrFZFepClWZV46ff2GOiMsdHvtnkxFydQSQTJRlBlOCHGf2BSrevsN5TWe0oLK7p1F2HWiVkczNk53TAqy9PSfNVTlzI2fuyiapIPHPA5MA5h01NmdmWRaMWsGlynWeOwUTV4KqtAXGSoVbrEyiKSr+3zspayGQNWrWcRrWHbq7xvq9bJKHNqfM6pq6gShJVWULXwaoUuDRTtBBOseBxbPDsjIojJK51L6BR6aOoHR47EPOHn2lx/Hydiq0wUc+pDE9tuaBUiVQGAdSUilZlHO6TFDoVscqvuX1Ms8MHv6bw3z43yXpcZcqVmHBS6k5OzZFFm1TXqLqixqJExVVkmp6IuZYvOcHLwpaGKLkR77ycfYv+O8lijl3Q8QODWhWBUx4rcqUIpCqjukpFdZaPirI8EZO06GUrKtunIyw1JEwMwmLpU86t0zHMWnmKj8PzswKTt9JV8FMNzxDLtW4/ZXFVQZK0YrFUfE4iM1OT+Pc/2EPKzvE/7p5mLnNIcllA9LPSvFGO/gSYKE0KjmFSGB9iSRR4JH4dUaxSdXV++HVdbtyzwO9/NmTfwSb+is5ECP0gpedneAMZt6fg2EJnv2QpOJaOYzpi56ILM/hMNeMHb0+xrJBb9sQE0SJ3PWaw0DNJJRVNc2l4IYbl4tgeWZai3nDju3Echxf3v8zJU19h50yAH0Xc9ZgB2QSWplA1FO64QmymJAmimCIRVwhpLFO8HDPHMdPhgqfqioAo2+7RDwf8l4/b3PXYFKpmMVuFuj02/jPkAlQvYxSkWEuXhmAfyxB6Escc8U9cO6Dm9THNdf7qLo3/9pkZekmFWU+s8mtFcVddhaqrUnVkHCsWibpSCeotkGBFmNOQvPUdp3exxRxLXjP1mLmljE8/4KFoGlbBSRkC3su0NZlCzUeRGQ9ZyrC9GJ2ICkkiJLA/cmefLz404NCCK5AQhd4jKXQpJWotfUUPPprIyJALhWOpThwEGev9FE1TkWV1+DTJkUiRaFRkfvmHO8jM8RdfnWIu90hymTTPhosg8abMh99HlJRSAYlgqAsX6OUgEqG2QagzU+/z17/U4av7+vzRJ1ucXPNYHijCfeWkuGYp1ZDHPLMiV0mRxQU7jMTI0TCg6uQ4VsJP3BmRST6Pvmxycl5n0ot43RtuZuu2awj8HqqmaWiajqYK8YuqpHT7FW69TKFZSTGL4kqzHMtIAJhbdFjrauglfH5MhmqZMRUnouIEaNqAi2sBX3tG5pPfanPqQpW6o9CyhcvdHQqkRCtiFrJZYSygEGFlw5dTbDxdK8SxA+qVHqra40P36vzp52fopx7TrvB0CriPhGsLZ5Bry7gFTtnQRajU+iDn1LwmpiRlSoPCsPdWhnPw8ZO7DKZKkOWI0/Mya30TTVUxlZLKJfyrqjyeWjAmrSpZjpk0NnaTiiWKShjrVCyfDVM+hxcS/LSYpmQCvDRcxgwvngwLXVwMxeJn82RI1YkJIqEt98OMgZ/S02Q0VREue5nClykG842qxL/9gS5xeoH335NxsVspRoRihCjao2KzmgozdFwIrErTgyhsCT8UVjY/VOgHGjXX4M3X97h84wKf+naHB1+qcnLJ5WJXoW5B1RKBvraeDocLpiFUnGv9lLmVhIwcVxcbVUsH3TBoVUxqdsqFQUYQ5UiSiqZpxLGGmhSO736Yc3pRYftsTr0RsrquIPcTavoAlYj7njFxbYXpioSjGzRrCo1KTKMS4Vohhh6JdbgRstaPmVuL2XdQ43MP1jl6toqra2yt5lStDM+icNuUBocxnXURVVfqiEWa7rgKMMJ1AhqVLpLc44Nft/jDT8/QCz2m3JxG8eapWBKeVRa3UsgMMiyzkPgaEc+fkPjq4y6GKaGXCWBlmzLMlXkFVFIdjQezPObuxwwWV2xqNaFhGY/sKDegJSlXkqShHiRNJTHLLh7xolBEgQ8CnakJhbff3ufJ/SF+ogttSnGSJ5e0KOWYsPiamfhag0Dj+26O+cB9Ac8cBj+W8KOMQZBiaAKxpsqlCE67ZE7frML/88NdpHxeFHmnSpIpxaKnpNGWevUcI84wopLzqDDQZfq62Ff0A5lBoNAPVAa+RsUxma73+Y0f7/Ej5+f5/MPr7H3ZY7lrcn5ex9GKJ7eW4xkpDRfqroztSFyxM6NZ82m4A+5/SkMzFWqug21lLK2nxJHFhs1iQy5YLjlqmoOsqPOplN9vuLXvPXR2FUOXCWINXZX42j6RXhsOTJoVjbitcvWOnN2bejSrHQaxKOjHn1VQi0zJJw8ZPH2kQadro6CxrZFTKwvbEroDoTaUR8kMegEF0kpQjAAEmXqKpSeYpnDlu7aP5/Q5dDbgsw+5/M1Dk3QDj2kvpzGE+xRWNUtY1VxLEqe3lQ5NDqoaMYhykHVMhSHIfggFHSfeqoxO8GGmUMz8asb+0zaKrgknu1IG3I4EWvqQnisL+lUuJiFyUkxritM7ihWiJB1OIYLA4IpNfSYaA86suITpOLlqLJ1hOF0pNprJiEirpRqeHhFnCf1IZRCBHQoI01Dhp8jIsiLuIIX5ghxadfj/vbvHdPsin34w5uDpJukQuJ8VKscCNBTnBEWol0hbEwfWwBdtZ99X6fsiEbnva3R9Dc+x2Ngc8O/f02f1+5Z4+qjCU4cMwW9RFZ582WKlq3FhTmfClbhqi8y2psmmKYVWXWXHjM/Sesizh2wsVWGiqqA2AloTLqqa3e866jx5jnrDlbvZ9/AnT1+9Qf+L4Irm9z730jrLXYl1P6blAVGVK2ZUts3ARD1juunjuj3Orwx47kzCvv0G86sWzxw2AAUQgBlLk5lxM2p2hmcWhW3JOJZanN6l6g9MowACFcBNtUg/0wubU6kAdCyfmtfjmSMhv/7XNR4/2MbxrEuLu7C7iQuvUoix8lHKg5ngWCFREvH1Jy3SWMeyypP3FeTb8QVPyfBQU3RVhGSdmIMnXvbQXQW7tOKpDJFlehGUquujAs8yiPKSBiv6dFWV0dW86GWFaKrvG9x8eY+tMwNOLsZFm1KMCzOK2Xg2plORhkUep0JhWHM13vSqPo8fDOlEGpVI+BYFxSspzMwKiiwXE6TyJBdKyLon8X+9Z53brrrIr/9VyuOHWkS5TpLJxFk2PMEDtVyClekbIii2TN6wTUGv6vkafV/B9RV6fY1e36DiONS8gDdeF/KWGxOQYiDi6asT5tfhsf0ay+sGz5+2OXHRYKquM1Gz2DZbYbIZMNvOaFd69AYyy2s5nWQ3ew/af/HY/idO/8yPvqtIWZNCshTadZ+aF3JxxWJrG7ZN53z/LQNUNeXiCtRrMathyJeeVHjmkEMc6+SJhqMr3Li5wIXFwj1ia2kxsxYKMMcSDnnHkoVBoViv24YAbeqa4HPL8ji+WFCwTCPCNkNqXpenD8f86vtqPHWsjVexmLByAfcxy+KWL9GqDLedphB2WWaEaYQ8cTDny49U0BUVWxuJq7RLZt/lxXIs+VhN0LSEJIv4yl6bXDWxFAlLKYNkpeHL0JVhpIqqiIt5P8qIkwxNLUE+wvwRqDL6WIFHkUYcG7zz9j6PvRwyKPiDpZVtvEWJSx7hcGwnTBBhYvCuVw+496l1Hn7Jph9K2AVxTC84jGpx11BkGamAAo22UuKCesP2Dn/48wv86vsy9h5skeYmcSYTJ3lxb6NYbOUFz6Tw3uoM0RwliWDgFye6JdqW3kBjrWdgGQmylBOEGn4kU7VSpmshV20KCLM+zxwe8ODzFvMDnVzJeekxHVVR2NBW2DxtM1lLWetHBIspG8yIOIqEJBeg2rwaTXOYiGJy+Sw1V2L7tI+hhyysxVxYgbv2mWi6ioRBvyeKutWSaVUVKraEacDSWsyhMymmLnpsIW0U4x9x2QPPynCdwo5WCKIqToihxyiy0MD4ofAHCjOv6OurXo9nj8b88vsaPHdsAtcpintMG24Xl1ar0IbbYyZjqzQ8GCGm7nPqosLKmkOzIQ1FVsPIcbXUnjBc8AzBnMUJnmUxew82kGQNp9CPDw0SQ0qAEIN5do5nZwyCjLnFlEGQ49oyea4iy8qQGBUNWxWVKFFJEp2b9/TQZJ9B6hCkElGpQykmKqWMttSkxGM6kb5vMNNW2TY14NvPRqxHJk6UYkblZTgVp3hxEZZlGUVSCgZKPvSLAly7rcMf/vwSv/w/ch4/NEGamySZhJOWiGvoRApRJi7rrgp1OxcJyWaCa6YMAoVBIICgfVtmEKoMbBkvVHBtBVNPOXBKY3FFxdQlKq5Lq5bQqoXcstvnsk0RktTFNmLu3mtyYdkgSHVOXDTRZJHWt2XjBu645XL6g8GowA17li2bp7556ODX/kDTnF/1+xmDwGIQ2py5qLCwklEzhBPHNmTqbYmaq1DzJOqVXHwT9R4PvpDw/HGXiapE1RWbTM9RqDjgORkVWzjkK06I54gRomUOOHIuI4iFntpQFDZOmCSJhiJnGHpIxe3z1OGY/+svG7x4agLHsZgwx4ubgnciX8I/KWfnVmEwts0I2wpYH0R84ttNFEsfK85CFquVAP7RCa5rpTVNXC4tM+Sz39Y5N+8Iwf4wBryMtxbjLcsQT6uam7Fx0mct6HH30wZBV2dDKy+cLYKrHWoCoBPpYmUfxRpBpLNpUuYH7ujw8W/WGBi60IKnpdOncLUnJRWqnEnLRJF4CvQHFj/yuh5feKRPJ9Cp6BJmyIjBrqRFgSsoRYa9JKmXRLKUH1du6fDff3GJ//svcx47MMGqbZLkEoYsMUhzNk6tYakhsgRRrHL4rIulaUw4kmDV2CmelTGwMtxARAEGkUKUCIpu1Y2YWxvw8PM2bU+lVZWpeQo1z6Hu2dQrYtgQBTmXbZRp2BKn5wv0dZ5hmjYrq0t/sGP7jm/2OvOjAt+6ZZrPfOrXB7omndJVlarbxXX6rHQtrt9jsrRqsd4Tdiddk/BsqHkZrZrQo1hWh0cOwN2PN2nZEhVHpl7RqHkyNTcfEqlqbkTd86m4PeKszz1PSbx0xuLh5yv0Bzq6KnHVFp/f/Rm/iHxOqLo+L5+K+OX/UeeFEy1sx6JpivBXx8hxDAqVoWhLSuzEsLiNtHhECve8ZQR88QGF/acq2LqCXcRRi9GeNDI4KCPt9yj5WFiiJCXi2JxBGJp4HgUOo/RtFnntRbKybWZ4TkKr5pP11ukEVTpdnZqTFf+umGoYkTTaBBYr7zDS8RyVHTMhchYSJPpQmzIy/RbFnpQZl9JQGx7GKoPA4PLNA95x2yofvc+lExnYWiocSwqXkK/E2FAeAwTlY8kV4lS/fHOHP/6FZf71/6vy7PEWmqtjyDmunvEr7464YnOOrsX0wy4PvbjG/tMGX3+qzkLfojWAppMzsFP8SMA841glTRUkSaHqanz/rR3OrwTsfcnDW9BpVxOanthluLaMoRlkOaz3UlZ6EVPtmNUerPXB81TmF5dP/dpv/cbgD/7z74wKHGDb7h/FNC0W1h9m/uxjzK9VUOWICys9rt6Ws7xukOdCmVb3AjxngKz2OXIh5RPf8Jibd2kYKrMTCq26RrOq0Kik1LyEhhfSqPpU3D5R0uPeZ+BzD1V5/lgVQ9aZcGBzBequxLamxekLEbPtLp49IElDvrLX4sjZJqZp0zJygYgwwDEoJjGj7afYqorWxDJLo7HovV07YLUX8vmHamSphasJNISu8Ap+9aX9tzAZi22abcacOJfzNw97pJp4AojPZzg1KXEY5iVe0wg9iIjSjF4oLnt2KFxNYZwV9rNRRmVUbAKD0OSdd3T4yDf7nJp3CMyyDSmmJ7HgYJdezWEEYFJgJUIdzzb5we8Z8JXHu6z1xShOpD2XLVhWJKCVUxXRrsiyOrTflZxwRc7ZtaHDu25b48BpmyTRsMycTU04fXYaQ8ppVEKqbsgP3N7nh1/b5z2vPsdnH7Z5+IUGaysmDV9iIswJwoQwFgujLFORJRNZbvCv3rLOW161zCceMDh61ub8ukHNyKg7Eo4lDtqVbs7Vuztk2Ex4EoMw4zW3Xs41172WMPL5jgJvt6qYhs1kwyDuJFxYg6YLy+s2UZwx2QhxrBjL6HN+xeeuh2TOLVm8dNSjoqlsrku06wrNmkarJtGsJjSrEa2aT6vWo+P3efClhM886PLEwTq2arCpktNwcmqORNWVmahrbGjLZGkCeY5tRnz6Wyrvv6tJiE3bgqqRC9zbUCIgFZuv8jWCatoFVLNkn7j2gL95ROHZg1VMU8UpWwu1NDOMkgjUsbm3OLkzNDVB0yLOLkl0uhaGKg2XO+olX6PIYC/GnaYuLtGKnJLnOWEiFi9RnBMVl84y1axMOBN/rRIlGjVXZkvb5/j5pJiJF/rtZCShFc526dIij1XCSKPvm1y3a8A7blnjg/d4rBsGtioVF83RgmvYi0tFgReAoHJOLnjmwqL309/f5eTCKh+93wFJRZVzzl7MyXKddl2lUTFY7VrUPJfLN/b5g5/u8NSRc3zyQY9nj9Y4umgyFUA7Tod5nUmqEsU2k02dmeaA//zPOrxwcpUzyzIPPudybEGQfl0zxzIlPMthsSvhOinnFzPC1MGr1FEGxrCtGha4Y2kYpnF8pm2eWF2ytilrCWfmVRoVCCOFVjWmXlnjK/siPn5/Fb/v0PYUrpwWK96qp1DzRAR46eyZbfdQlS7nVgL+66dcnjrSRk4tttTKbSN4jkLVUahVVFo1iclGXMheQ5Y6IXftq7DQr9L2FGpGKcgqRFljJ7eI7maY+jCOiBDsk4CFtZAPf72JL9m0VQpAO2PG4sJ3qZQ9ajlSE2M1TY3RtZCPf8NmLbRoOtLwJNSVor1R5Evd95q4zClKiiQJ4EiaScXIryjOuCxQRsq8WHgfo0ijUVX5yTf2+MbTEX6qF9qU4pWU3scC3ZCMPwUKpESkYycmP/XmPl99vMNKr4mjSsX3XIbeCrC+kBYoBadbHqosS1i/LIkQ2FY95vtv7XPPkz3WBrUiTzVBkiWiSKXn63T7Kp2+xlrXoOY53LCjy/U7ezx9rMfvfbLB+QWP1b7GxjAjiCL8MKPni9S1i8serarDzimfW/es85abVvjYN/vc/UgLSZKpuTJhlLGlHbPWkfAcgyBxT0iScTzLk2GBD+mLf/RHf8K7337rCdM0Jx5/qfeacNBhpS/eLaam06gFfPtFn4/c28CWXa7epLJ7o8qmKZXZtsJ0C6YaKZONkE1TfaYn1jg13+EzD8u8/94GB443mXQ1tjZzJqvQqso0q0Jx1qqL4m43YibqAVPNHs3aKn+zV+aT35xEk+0hmk1Y00rrWollU8Wl0spxzUwYnq0UxxZbVtf2aVQ6fPpbCl98pI2k2MItZFAYKkayXPE0GPXwwt8ZF55Rn4urAR+4t8p8p0rdlIR2vbgHjC65YsY/NF7bQgO/1g+490mHlXWbqiViyA1t1Ldrqlz08mUYVzbcA6RZxLefN1kd2NiqhFluSy/xjcrFm4yx9qNUP2Y0KxHzyzGPH3RA0zDGFJQiN74M0pKQJHlMzz6W3ixLw8vxdDNiYTnm6SM2SBqGLNa0aZYXGnF5ONsPi9m+hMmO6Zwbd/Zo1fssdmWOXjAII5k8SwkKAVa3D+s9meV1g/W+Q83WedXuAb0o5MKixXRTo1HNmKgFdPoyN101hdfY/ZcnTp/9wI3XX/edJzhAnJqYsnXvIFTfZujqNboOtpmAlHJmKeFLj3hMWDZXbxVFPdvOmJ0YUHWDoVKu4oTkdPjm8ynvu7vK8XNVaqbGnsmMupML5p8jHPiC/S2mDDUvoVkJmGj0adZW+frTKX/+lUn8xGXGyUVxD61rklAbmsWc2RRsxJKDYpXcwQLuU/V8zq/EfOnhFt3Ipu0iFjNaOT1hlAw27pwfticit8d1Qu5+QuHMBRtdUTCVfOThVL/T3qYWzh9ZKQJQJbHhSXMK14yQvpbiJWFDK5Y1yUhfHSU6W6cH3HFFj499o87A0oZtSpJKQ3TaeJsSJSUUSCGMBDOlYZq8+7UD7tq3zoVVnXVFQVfS4ZKm5CRKssjJkQoSrSwpo1yhIktIlqFRyfi5t3VZ6Cxy/zOTKIpGmmXEaUIYZQSByNbp+QrdgUJ3oNLt66x1DaabfX7uzeu87toF/sddPo/tr7M+b1C3crI8BVKqtsLGpsxMS2FprcLVO1XeedsiFxdCcgz6oUQ/0JAVjYqTv1D1nHuzpH+JNfASfu4HP/RxVqSZs2u9+CZbC69TVAlNgslGzJnFgHNzNW7eY3Dd7pwrd/RwnBUeOxhwYj5lstlh14Y+y90e//0LOh/5eotOt8LmmsKWVk67JgnHTlW8mlWZZi2nVUuZqEVM1Hym210mGys88ELMf/qICEaa9SSallAdumOzbjEKVIdQzaEJogiBdSzh1K84PobR5cP36Xzx4UlkVUxhPFOcvENThSFjmurY6V04/80E2xJsxDjp87Fv6Dx1tIGta9SHk5wxc8a4dt0aLZhqbsBaL+CeJxyW1m1qNpewD3VNLl4M0XBlbpChil/PWj/m4Zcd4swYjje1grylqRKKOnqDlW+88s2qyCJXfroZ0evHPH7IIsFAkyU0+VLt+vDEvsSRNBa/QEkDkJlt5Vy7s8fphYj9xy38REXK88J5lJPEGVGMaJsKGW0Yqwx8nSQ1mKzKvPaaHtMTXZ46rnJiQWe2HXDHdT6bZ7ocOJNx+qJMfwBhaNCuaaz1fVbWVdo1mZwMz1bYs9m/h/CFv7zjzn9zSYFfcoID3HrNdiRJprtykFMX+2yZyIgSn7PnK7zheo1br+qQK132HsjYu99kftFksqaxoWqzbeoin/yWwRcfmmLC09gwmdF0oeqqeK5KxRGiJ7H4KL2ZETU3oFHt4kddPvuIzJ/8zSwXlzy21CTqViboVWapC5fHLpVykdQwQiLbw5l3jG2E1Kp97nkCPvTVBr1YnN6Wmg1n3/rY5VIr2wOVYmtZTE/UFNuIWOom7D9SI8x0Jooxm6ZcanFThniyMsVBFJcAAYkTXFClCtFVNnaaD4VTpWNGJimmIUgaV+/s0/B8Liy7BFZ5oSx79wIpUV5Y4yJvPlYII4VQF077RtXkZ97W5/DZFb68z2BN1YsIkeIEl0CSs6JdKVOt5aJtUYZqyPE8z+m6wm/+sz5Nd477X2hwbMVjKpJohDl9K8X1M5yBTNdScPsK3b5Cpy/THSis93Rm2wY/dPsya+uL/OkXNXa0De7YozPVGnDTrgGPHfDZt9/m9KLNWs9k86zEhZWYTl+hWc3IcodI2k4mZa8s5+8s8Ld/3xtQFCW6/74ODedZ1noqcWJzwx6JOFvhC3tTVtdNzlwwcA2Na7dq7JiV2DwV8sRhhW8+02C2prFlIqNRVah7qlj6uBJVp+xJEzwrxnUEO8Uyuiz3A977oSpP7m+RYbKlllGzMtEj6+JCaRatSdmeWEUQbLkOLhc6lim2nxXXZ60b8qVHHI4vVvAcBUcrmYMUpNLxsFIJTcuHaLayuHUtQVMjvv2cyokFC1NTMC7RfpfSWLko9BKLXF7MRjlGZX7ZMJktL0lTpUqvsKEVTnnhexRLm80TEq+7rseHv1EnSLXRTDxhWNilblykrckjvFukEmoC0rmhFfLOOzrsPeCwMmhgyDKanBWGj7zgiGdIUjp2qovNT54rhdx3RLxKUoW6p/Gb/7zDGw9e4D98KORMp8rKQKft5lT8HNdMhFfAKgp8oNLzNQbFwieKFd5w7TKPH+hz5mKdvc8bbN9gs6Ed8bZX+Vy1OWa5t8zBUxYLBy1aFQ1di3nphMRrbprmsqvfEqVp+vcXeKNep1pxf2Vicstl508cf61j9jH1iOPzKc8drjDhybimwlWbZdp1mc3TKTs2rXN6cZ0/+VwdKbLZNZMzUddoVlVhEvUyapWImhvhFZAfywyxzQHH5yK+sk/nbx6bZXnNo2nKtJxUCLRMhmFPRkmi1QszhDE6ua0x0E95IXQtH8vs8/B+mX37a8iKiasXp/cQ7DM2PSlO8Et0JwXmV9eEuGr/SZ2FnknDLaYnQwUio5O7yK5XipN7eHqPhZiMTsDxkzwfs4RJY77H8hTXaNYUrtoSQBoxSLQikJehFiUpAJ2jmXg+7McFtFPFD3XCyOLWK7rcsmeNrz5psho6qJIkIg1LTYlcBlBd2qrkeUm3KixqUTlv16hXNF59eY8v/eYyX967zlf3NjhxzkPTVTxdomrmVMyUqp1R7af0Bgr9gVhGhZHM1hmZX/uRZf748wqPHvCYX9XYNGkwUTdR1YQJJ2bP7SHPHe1yZt5GD3NatSo7t295qDWx4VfCsPv3F3it6vHxLz/QzXP7yHzXeHVF6yhzHYuqnvPaq1Q2TPqcX1Qgc7hye4DnrnNupcuff6mBkljsmpWYbGhM1FRa9ZxmNWKy4VN1fUxzwHo/Yj2I6EQx99xv8Mlvtbi4XKViaGyu5NTtFM8auekNrcQuj3DL4iQfxXiXI0HHFKIsxwxw7D6P7c/47Q81ObFQoeLKOMoYVFMZJ1a9Ulg1rj1JMLQYP0rohQ4o+oihoozZ2+RS9y0hK3kxncjHdB2jj5FtrSx2kcleMgOT8gTPJME4SYU+JY41XDPGNALCxCJIxtqUoQlBHitsacxxkwpDRazR7RvMtEL+0093WQ80Hn5ZYUWyxBNIzkbZnVKJXk6LU1wpClwqYPdSoS0RpoYgUqi4OnXP4Be+v8sPvPoCn35wha/u85AkHT/RmV82qHRl6t2MyUFGf5AyCLTiFK+wbVbiF9+5zp9+IePYkstyN+OKzRqpnHJ+KWdzyyaRPWYaAWs9iQ2TeTo5IR85duCu7s4r3v73FzjFD94f9H8hVxo3ufbytd0gJZcUoqzPQy/K1CydW67oYzsrfPA+hRePTtK2dTZvVZhsqEw0xDx7uukzUe8S532eP5lx4qLKA097HD5rkMkSvq+jyRozXl5YzChMCsLbaeqKyKIsBBGqUiRCaFxihHCK4nasURjsfCfgzz5X49kjdbSq/gqoZqnxpljLl9vL0eZSL0Nh1QTPDXn4RZlHn/fQJLUwNoysbMqYc6c8xeXyUV9qOuSRgGlU2BTmY2nkWh+CMQugT4FniGKVNNO545qA117W477nq/imOpTQlhqVcmny3RSG5bhOi3X6A4urd8T80g+tcvKPdc6sysiSIWbfRT7meAKFXKS0QRGvUvy2KIqEZYyMDUJfIkwbjUqfX3pnwM++uYssSxw+K3H/szrHL5i8dNxhoWswVcmY6kf0fYWer9IdVNk8bfAff2yNZ0+s8In7PI5dsLn5MpltsxFzSwF5pJPkGYNQoVm1Xxr0e7/guu53K+XvXuD//F138tcf+0I6PbUtf+a5eTa0fE7OZ2iyzs5pmVrF59kTPofPmCwue1w5ozIzodBuyLTrGTMTPu16lyjr8dLZmC8+YvP8UQ9/YDLhSWytw2IfDEsSK1g7p+4g0oQdFddV8Aq9uCyLKJWBX4TMamNU2vL0top5t+PjOV1ePB5y9xMOjxxqIDkWtiphFyv1EbmqeDIMwfxcenprQhpr6jE5ESfmVZYHpmDijSHexr2X4jU+kcgvUeaV53c+PL0l8jwvkthK8GVpZcuLP8oFmk20KRVLZctUiCyFDGKVUC8YhZcUdwHqHDqASryDPKReRbFOv2txy64BP/X9y9zzeMoLp1osSSYSsijqosUqszzLMWieS/hBShCJHt0yRZ6SH6qE8cihlKYyjqUTxgqrHRtPl/iXb/bpR32ePTbgi49anJxzWTpvMNWF2V7GeldhpWMy226zc7LPv3lnj4NnIo5csKmvm2yaSlDViLMLOjfvydmxfUcehqTXvuod/+sFDvDm193MwA8+e+DwwV1+FDrTDYndGwccnUv58mM6/X6V2YbO7ZdLbGhLTDYTppp9WtUefjxg3+GMh17UeepgEykx2FCXmNoo0fBUNk2FHF8a8O1nLTxDErYkT6HmqVRdlVpFiLmaFREY+/Qhk0Gg4loit7EscLsQUblWiOcKBNxDzye896+bPH+mDoqNaag4Sj60pI17LsedO2X/XcpINVWc4JYZcXIu40vfrrDaM5msUnytkUFZGbOlDU9vaXzkNsaUzcfivRk7xYdM7sKQnI2mKUkitpp+qDHZVHn363y+/XKfk/MWviHhjE1TkmFx50NmSQnrScccP1GiMghMHAt+9cd83nbHIu/9q4RvPddmMbeQJNGuqLL42UVajpGJX5dj5fhRxIEzCbYu0/QSPEcljMRlUaQyi5ZPUmK+9azEmfM2m9o6jarHdCvk5p1dbtrZ4fEjPg+9aPLMQZczyyYTXs50PePMRYXZCY+tMxavvbJPd+eAJw8OeOyAx64ZE1PPmZ6u9bftuuWzqmb9bWX8txf4po0b8s9/5Wt/dusNl/3C0UNzziBUePmExPPHXHbPGly+VagDJ+oJkhwgKQMefiknzHKOzmk8vt8li0w21CRmmxKtmspEXWF2IudVV/Z49PCAR160cE2RZFyvCEZHswqtaky7EbBhcpXHD6c8fbhJ1TSxTQ1ZFgkLppFhmeJC6TkDmtV1Hnwp570fmOLF0zV0U0dVJKyyuAtTcem5FP7LEZZt/PTWtdJ6FWPqES8el9l32MXQ1dFyRx5NUOTxV3Fij07vbHiKj38IqtU4Qnl8miIVvk2+o8gHgc6NuwZcs73PkXO1oTYlSgqfZKFPSQvdeGlnSzPpEnCmOMk1egMJLdLYMxvwez/b4b1/nXP/C21k2UFXhFfV0HKMRLwJFUkseLbN+pxe9XniZY8tDYWpWlxAPDXyXEaWNGwzwzQlnj8e8+T+mFftlJhpKSyvWyys6sxOOLzm8nVu3dPlsQMBx+Z00kRm74sO812dl89oTByTqbk2l2+xuGXPAFMTeOm1voxdvXL51IkDf3bz7e/M/8EFDrB712WsdzrsffIpQr+DoTq8+mqwrR6TzR4bJ0MOn5e453GLnm9z8pxKN1DJcoW6KbGhDRM1hYmGRrsuM9uO2bFhnQtrHe7Z6+EoMg0PahWNRk2lXcuZqMdMNwfMTi7z+OGA932lTR4q1DaIi5qm5hhF/+2YMZ4jUtceeEHiNz44zeHzdSZqMoZcJhcUw7lcKnrLsZ55zLmjvmJ7qWtCpBVEEc8eM+j7NtWKVMTz5cPiHhcoKZKEVM6SSxUefws+uXxlFBfMsWycYroy5KYk0tBn6Yc6kw2N63f43PuETy/SqeolZTYfIpbHwUAlx7CkXpUfaSYTJyZ9X6Ln22yZHPDbP+MjfXiR+56VMWQRZGVoOWYsvnZWBJJPtxR+/m0+fhLz5IEmYSKTpAlpBiAS+wxDw7Ntvv/WFU5e7PLc8Qq9QUq3rxZbTYfVjsZs2+a1V/a544qMfiBx466QftDl7sd1Dp612ZaBMS9xYdVkUztFVSI2TBns3LkLx6n+XSX8dxf45dumwxcO9H5+anLT5/3Vlx3L8nn5tELV0iGvcP+zHZ4/6qDmJhM1jZt3yZy4ENMfZMy2oF3XaDdUppo5MxM+W6fXmO90+OPPeZyb89g9Ba2qSrOqMlHLaTcippsDNrSXeeJowO9/egK/67BnCkxDFnk+Wj7Ud3tOQLPS4VvP5/zGh6c5OVdnYz2nbgpX9cWuxFwXHF3CUosYbYpWomxTCsRDKawqfaDi9A45ci7j/qc8ZFUX/PDx5c7QCVOgIYaipOJSORbb8soqz4u4vgzxKsNiR+kLDIlVSVas7Qv+dxgZvPHGAZ9/qMezp1z6iYIbl7yafEydJ/rv8TcPiPGfocdYeszKusvSmoOi5Ax8k03tLr/5U10yFvnWi1OYqoalp9iRUD5GUcYgUFhaM9m50eXXf3iV//LpZZ4+2IRcJsuTIuhWQ1NVLN1m98aQX/7hDv/1UxIvnvUYhDH9ICumJzpBpLBxUqE7yDh+zqZRydnaCvi37+zy3PF1jp+eYPfGjIrT48BZHUuWuW3b5n6S6j+vGFvDf3SBn7m4mm3ctPmpO7/ntZ33ffCE46oxu2fBcRIOncs5e7HBrimDjW2FrTMpE401Pv8InDnjMN1UmWmrzEykbGgP2NBeZb7b5fc/0+DMuSo7JiUmGyqthsZEPWeyHjHT6jMzscJTxwb8549P0l2rsKudUfOE7U2swNMCnh/RqPR4+KWE3/hwm9MXa2yo5bS9jLorU3EULjcCFsN1nj5SoR8ZVE1RaKVCTlVG3MFx9aChi9M7y0O+ttdg/wkPq6Jglf+eMk6tEhs/SR5bdZeFDmMjwldmlxR/J39lm1Ke6AVgp2CdCFOx0Kb0fYPLtg542+1djpyt0YscqrrIeY/L5LMx131Ju8pz0UJZRsog9HnkZVhfMzBkl6qX0ahopJnE5smc3/2ZDr/+EZXHXprC02VsPcMOM/wgo+crrHRUzi94bJ3N+M2fWOG3Pp7zzKEWGTKQFFHlOqqio6o1ts/Ar/3oOr/1sZT9c1V6QU4QZkSxRpYJ0d2ZhVW+uldiomKxddpl06TF9nYfCZ/DZ3UqlseGRk7Ni7j6utd1Wu3NT4XBxezvquG/s8CnpyYwdXXp1Mn0PW9+zTUPnj6xT1vuw9E5hamazm1XZDQrKTOthDBd4+PfTOn3PLZNq8xOqmyZjtk83cVzV/jgN+ChF6for1nsnpKYbqlMNjTaDaF1mZnoM9te5vmTA/7jR6forVfY0cpoVsVkxSvAPY6V4NgRVW9ASp+vPO5w4FydbQ2YcDNaFZlWTWPDpMqtV4XIWp9ffb/CsTMGeaGoEOo5cYJrypixQROtia6K0ztOY04u1MhlE0cFSy3RyYyh2aRRkb+iNRmmmvGdRT6EcA7/mI9O8TwfYtjSlCKAqkhyiFX8SKeamGydiLG1AWuRhZ9IhGMG5CQZoZbLZZJ4d+fYpqAH//kX2+ipza2XwYa2RppKSIj7w7bpmHfc0uWJgx7LAxe3pIwFKd2+WLYZmoGqVtg0lfE7P7nKr39Y4oWjRb69lCJJMZKsIWGQZXU2Tir88c+t8dD+Ph/7xgT9yCCMBW3WtgymmiY/8ZYlPv/tGs8ctrmwnNOqqVQck+t3hlxcHXDkrMrrbr8lHvj5ewyzsqTr1t9Vwn93gVuGxsL8GS7bte18zemfWFl4bvcgiNjYTun4MUeP5OzZ6GDbXT52f8bqap3rtuns3qKwa2PI5ulV9p/p8cDzKt98qsmUq7J7SmKiodKuq0w2YaoZMTvRY7a9zDPHff7Dh4ribma0qxKNikq1olJ1oeIkeLYQLhl6j498XeWLj7SYdBUm3Iy6K1H3VJo10fJYZo4fyeRpNvZ4HvXNJfdkXJpqaAKJbOgBe1+U+dyjdSxHxR0mNTOUpL6yuC8VKuUjAP4rnOrDwmbUNrzy7w0BQdkIB1FuI/VIZ61r8bbbQj777Q7feM6ll1h4sSRMFMVGU4S1KiOsW/HfUqS0kBMoBANYWkswdBlFUVEVA1XJsIwK77xtmeMXF/nw1w2WB6JVMbSskC5oaIqCLBtAlU1TEr/3L1Z570cynj3cIkMhJynaLo0kNQiiGhsnNX78dSu0awt88zmPA8cq+DGkmUqeV7l+d8a/fMcKH79XYvO0zp6tXc7Ow9kFnTC2cDybxuTuE43m1vMnTpxh+/bN//gCB1AUhf0vPnzacao/t2PHlQ/3B3t5+YzF0prGrZdJbJzu86kHcga9GrdfbnDVdti1uUucd3hwf8gH763Q7XjsnoCpulQ4flTa9Yx2I2LTVJ+p1jLPHA/4jx+eZtDx2NHKmKhKNKoa9YpKzYOam4oCd0LqXp+5lZC79jUhspms5VQsBLLZVai6Ep6TYOkxUVI+wUZ65yH7e2x6omsiblpETIecvBDzF1+ok+U2FV1ECxrFLF1TGZt5F+zBkgE+HiFYMkb+no/hOV+MEIdpaPlYH15sJLVIJVQz/NDAMkx+8T09Tix0OLNo0tfHRoZpyTActTlpNortJhdSXT+C3iCl00+wDA1TVzF0HdOw2eoGvPPWDvc/1eH8YhPPkIsWLUGVpYJvqAImeS6xcRJ+5yfXeO9Hlnn2SIM4UcmyROjDE40g0vADj6m+zhuuWePGXR0+cG/MgRMeTx8x6fQ1BkGdmy5X+PE3rvHpbzQYBHVuvqLP4nrOk4djbrhmDwrJzz26b+/pa6665u/92f69Bd5szeIPBpiWdUGWpUeOHTt4h2sFbGilVL2Yh/fnBH6V11+nctX2CMPqsTjo88WHFR56boLpisauLRKtmlIYHGRatZRWLWLjZJc0X+PbL0X80Wen6a+7bG9ltGsyjaoqpLUVqHspNTem6kbUPB9N6/H1Z3SePFpnezOnYmXDDajnKHhOjmcLH2SQxshqAbIvtSOyXDhvpOLkzjH0tOi9I1TF58P3mjz4TAOnqlHVc+wis17XRkg34X4Zzwcc3SRFoY9alFcW+vjJ/d3ivocneSZajkiRUGJFJEsoKpqq0/NtXnttyM++ZYXf/HCFTmRR0SEcprCV+TtyYU4uMM2pSpKISPBeBP0gp9dPhwx201CxDIOLKy5Xb/V5801rvO9ul+WBgaGKkaskJSJ2PNNIM7XI1IRNkzK/85Or/PEXFnn5VIOj8wZRkhJEOYNALbaVNmtdjc1TNr/2Q6s8+NIKX3jI4WJXZ/0lm06vwu3XqNx+1YD9JyWeO6bhGil1r8aVl+155I7bbr3g+z62bf/vFziAZdscO/z4sWq18me7d19+x7mL+4gihXOLGhcWde64SuLy7X32n/Y5ck5ibqlOFKpcOa0w05Rp1YVPs1XLqXsh9UrIzESP1V6Hv/iSwqMHptFyix1tUdytmhBqNao5NTel6gqgp+cEVJwB55Zjvry3ScXUqZsprjmiZrkWeFaKa8doasDBMzC3omMbJX1JHikHVWErM4rT29RjbDPg+FzMV/e1URyLuiEc47aeYxlS4cAvR4Pj56/0XX9242nG3/F38kv/Sf6KzysXQWkmtoOiBVKLO4RAPhhdh7ff2uGj31znxJzBIJZwizYlirNL/Jolz3sQaEw1JC7f4vPwsx6dALwgo++n9AYytqHgmCq2adIbeLz9llW+/sQ6p5YmsDUJWcrI8nQYiJWkWpHjY5Fl4iT/3X+xyt7Dc/zp5yc5eNFhU5jT92O6/bQIfVXo9CvMdEx2T/X5v34gYm4l4OiZkBePe+QYXLsrYq0LipKy1IHtuy7Hstw/e2Tfk8dec9vN/yul+79W4AC15jZsu/rUbK/35S1bF9959vwJ0lTi+h0pth3w7NGUl455bJtSMVsZvQHMTKhMNlRmWjmzEz6Nqi943l7AhZUB/+3zFt94aoIJ12DrRMZkQ2GipjFRV5ioZzSqMa2qMDsrSoJn++h6nweeMzh6qsp0tTAuWCWbvMjtsRJcK0LTAl46oXFh0WLP1Jh7R5PQNLlgIOZF310QtKwBn37QZG6lStVRqBopriHAQpYh3Pflen6U1iCO4aGk6pJA+pHdqyzj7zzPL/20oXum+PMsExMSkb0jCbKaJLyUmpYwWQv5idet8ZsfqtIxTLxYwi6LPMmGuOswlohjhZ6vsWODwjXbBtz3VEonUKkHGf0gxfYVeqaC46vYvsZa12LPpj6vv77DB+6tsBKIS103AGcAfpgWznitCKwS7crmaYl3vGoJTbnA732izUtzHjVbompmtN2Y6aZMp6/S6ZtsaGv0/ITeIOOm3QG6HtJZD3nhmIGsQHcgsWnTdq68bPeXr9y17an1Tpf/1Y//5QJvtdocPHL+9MTsbf9O0V5SktR5WxwNWOlCGOlsauv8wGtiumGfpw/pTNRNts8qbJqOmKh1CLMez5+KOXpO4t2vXeXDX/O478kJpqoGW1oZk3WFdkOj3VCYaiZMNQM2TXUYRD5RIuEaKoYec+JCzoe/XkVXVOpmNubwUXEsipz7hKobcGo+4dEDVXEaaYJ/omsyemEKLl3vhpFg6DE1L+CF4ylfeWwCRTOpGxmekeNaEp4lGOhCiyFOrjTNSeUicm9sK/mdh/V378NfWeiisEcrf6UQhElSThjJ+Dlosdh0IlEUuIltOLzjtnW+/MgaL52com4Wp3jh3I/jrFAUyoSxTBgKp/1tl3fYOt1nZalG0wEnEPTZS0CZfYN6xeKn3rTCt18U8gBDkXDdiMUoZ+6czrZWWiTziXYFDHIqZDm85cZFur0LfPCeLm9/dc6xszonLzgcvmCy1hMJD7qqYNsRh84nPHvUZOesxNXbB0SJz+KagtuwmW3X73r1LTf/u6h/4czUzMw/fYEDXLZrliee3Hfmxutu3H/6/Mrb5hdOsmlaZ/tsyuqgy7PH4cxFnU0tg2t3wO7NHSYnlvj4NyXue9LFVnRatZynDye8fM7D1Axm6xkTVYWJusZkU2GmlbBpqk+jtsJLZ0I+96BD27X44e+BrTMxS+sSJy86zFTBMfIC+qNgF8FUriXCaz1nwMG5jBPzLp4pYek5RkGdEtwSUeCmnhaxhhEw4DPftri45tG0oGLmuCaiwB2BFxPU1Iz5lWhYpppWRGLno667DFX77nPw/JIJyniFC6GWmO4YmrC9kees9iT6AwnTEJg2oEAEp5i6Ravi80OvW+OF01XWQ5uKIViRUVxyVxTCgt3tRyo932LLRI9Jb8DJsxV6oYwX5AwCgVjr+zIDX2EQaKz3LLZMKdQrCWcWcqarOT/w+oiJ+jqffcjg4Kkqg0giy+Li6aIiywaa4lJ1InbNrnDTzpTLZ2rccRkY5jr3Ptnlk9+os9yHIM65eofB994Yc2qhy+HTCi+fttg5m9Gu99m2tcX2PTfsf3n/E2euvOqWf0jJ/sMKHGDTxmkm2hv+YGXx2LaLGy7+8NFTPvc/l5FGOp5p8LqrJTa0Q1Szx5H5Pn96t8nxUy4NS2PHtM7tVyfMzJgYqsaEBxMVETHYHhZ3j5n2Il9/JuV/fnkCV7aY2q2xuJYwO9lDUcHQVDw9H1rYBNixcLFbYowYxAFfe8Im8C1m6lmRjFtqygWUxzQyTEP03p7tc/R8yoPPTqDJxhDo6VoSni0CT+uezGQjI0x9njgqUdUlJCnD0IXcNc9GdSy4fmPzcAmKnaVIeRibgY8+B6Si/dEUoXVvVEIcq8e3n7OJQp12XSRBSCgFM1HH0Ewcy+HO69f52ANdjp61aFgSbpQRRkWRRxlBLOOHMkGo0O0bzLYtvu/mPs8fD1jt24Ij6GcMzJR+IBcvIX31A5M0yTGUnLYnISc1trc1fvsnl/mLu1b4+hONopxiZAlUWUXXDCbWHfwo5PAZD7/b4LarZHZscnjXrWtctnGRe5+ymFt3WHvRYOOcy86NKbddERKn4tdx5EKL6S27P7t7zzV/cO7cuX9ouf7DC3x6egvHXr53/dbrt//0h44cnA2S4NW7pkRG4mo/IpUC5rsRn7/bIAjbZJHM1qbMthmNnZsktm/s88LpnLU1nZk6NKoaE3WVqWbKxqkeMxNL3P9czF98cRpPNti9QWWmpWJoMVmW8o1nbDRZwy0ufSWmwTFznCKUyrEHHDibcv8zFVxdxjPTIjGiiEjRJQxdpFeYeoptRhj6gE88YHJs0WPKoYBGCgyz6yhUXZHmvGU6oBetcLHjkNkWjikWKlmWD0/k8fm3PCa8GoH+8pFctvhf2c9I5cmsiQKvuiGN2jKnVmXSnlxE8UmoioKmKhiaiqnr9AYWM40BP3XnOr/+gSrdyKASI4i/BSYtDEUCgx+K9mMQ2Lz+uj5feKzD/hMW9UDCDXLssVO8HygMQo04EfKAk+eFcWJuUebQ6QqXb5X5t29fJEmXeeDpJpKkosgxqiph6Cpzrk2z0mP7xoiDx0JMXac7cNg+q7FzusuWtyYM4i6feyhB1iTOL0msnHCpVjRcO2bSdh7NtF0//fHPPTD45z/ypn9wgcv/4M8AdlzxfZxdUQZveMPbI8OaYMNkD6Q+B0+H9AYq5+dNbt5p8+YbY3bNwp5NBnu2yFyzo8vKYI33fcVFTg1mWzLthsp0M2Nje8BUc4X7n4/5k89O40gGO6ZkppsqrVpGzQ1B8nnoBRdXk3BLspWp4FoUrUlMxQ1Q1D5ff8rk4rzHhJNh6xR5L3IRkSLcQKaeYhgxjWrA88czHnqhgiZr1MySdSIK3LMUqm5OvRLTqPo41oA4ywtHzUjnMWy9ixFh6cUU8tny9B6hI9KcS3t3Lo0z1BQx3VGUhH6YsNSD9V5Gt5/Q8zN6vkTfVxkEGr2BQZJY3HFNxDU7O6x0JfxYEvElkSjyIMqLaBGFQaiy1jXY0DJ560098jxgxZfoBTl9P2PgC+FT3xfJb0Fo8dqrMhQ5ZHUAS+sxc4sSx885RFGTX3lPwp03rnC2k3J2OWdhJWZhJePcgoGcV/jX7/Bxqz1ePJlw+FTEwVMaR8643POkwzP7W2xq6tiWxmVbAyTZ5+zFgFa1xuvvfEe0azP/qOL+Rxc4wM4d29mxY9uTl19xg3/0fJWK43PVVoNBqKPKFtVqwrELJns2a9xwWcRlW7ro5hIPPK+i5g7bJoW1baoJGycHzEwsc9+zEX/0mUkcyWBrG9pNjcmGRLseM93q8fQxWF53aDk5ri0JNLMl49h5Qa2N8Ow+h84lfPLBJlVXwTNybIMCxl7k/xhlPIowKZu6z5klibWeQ12Xh3GGtimLVGVbJERUbDHJMY0ISZbHFjOjM7hkhygFE0VRBLJNkrJRm5JnxOO579nIgFy2LJKUD11AWSYRxDGrgUTXz+n5Kf1BRt+Xhm1E39fo+xZVS2PrRJ8gjulGMkGcE5QneJThh9IIYezrrHRcfvC1CVdvXmc1yOgEEn0/p+8nxdhQojtQWe1aNF2Da3d1ObcKy+sZCysJF5YUTs25RFGTX/vBkDfctMSZtZSzSxnzKzEXl+HknAtJnTdc36ef+Rw8l/LM4YhDp2R2TGUsd2OyWMPWJV44Vmd9kHPNTpWrr77Rn5za8eTk1M5/bJn+4wtckqqEvvHe1932mj+1K5uCxRWDfiDhmhk1L+LMBZUrNmY06n3SzKfmrfGRb6g8sK/J9gmZ2bbOdEti01TAVGuVrz8b8cefn8CWTLa1GU5U2o2UqeaA5V6PT36rQhbqNJxcQPVtAQ4SWOaYmjdgrT/gDz9ZIwxdJmyBnBjGEhbEV1Mvem8jwbMDFtcjvvKYx2rfpGqLE98s2x+jpFSlOJbwQ+47qBAlGuoQMSyNRFZDvXkZXJUKRLGWgJKJYzuJibKcIBVAeyGIKqYxeV6oC4U4Ks0kNEXltiv69OOcXiDS0gZhyiDMGASS4G6HKp2+gWcbvO32gEZ9wJov4UcSQYw4wcMUP8wZhFJhEdNY71oYqsP/8+OrVCoDFvty8SbKhLR1AJ2+OO0NzeHHXj+gXu0ztyZ48PMrCReWVE7NeURRk3//npA3vmqJc+sp5xZTLi7FnJlXODVX403X2/zkm9dY8hMUPWO553PkjMKWKYnlvhBxOWaGZ8tcuWdjcO31d/5ps2a8d2bS/ceW6T++wAFs186efubR37rh8pk/nJyajrr9DFUOSBKJ7dMpi52Yo2dUokThhdM5jz5fY9eUytYZndm2zMbJiKnWGl97OuD//UIDR7LY3obJpsZkQ2OykTHVDJhtr/KR+xX2vlhnupJTdSQ8pwybzag4MRUnpOb2+OpemUdeaNI0JapWVkDwS3a4PIol1AUSreL6PHsMHj/g4WkKrpEXbwLRr1umhF0QYh0rwjZ9vvGMRRSr6IWrp1zZjxe2phTaFj3GsXzIQzp9qHgxqjwgCiL6MQL9UKamjbt6hjoUBUNVedMNAUEY040k/BD8ICMIxInsh8IuNgg0/MDiVXtybtnZpeun9GOJMBKneBBlBMWboh/IYgw4MOj2XV5zlcwP3L7Eip+yGsh0BxndQVIsZiTWuhoLqw63X6Hxz75vmVMrGRfX8qLIM84vapyaqxCFLf7duwPedOsS59Yzzi8lnF9IOHZO5djZFq+90uSKbQMMBXZukGjVA05cEFSDNI9wzZiJiZmol+74w8effPy3TNPI/ndq9B98yfzOjyianmz//umLfrQeBr8tdTJ59+aEbl/CUE1mp2OCrMtX7q+ye8riqm0q0y1w7ZSdm9Z59ECPv7q7hiPZ7JlGFHZTY7KZM9UMaTfW+dYLIfc93aJtKzS9vMi9VKi5OTU3oepGtGo9Vgd9PvvoJJZj0LQz0ZuPc8MNikhCIaiyzYickJdOGyz3LDZVBE7Z1ORhQoOllzBPke3T8WOiVMdSpTFloTTUtpRpELqWYuoRFdtntR/yPz5R4+KSzE+8rc+dt4T8+RczlvotKrqCF5cneT4W8kqxeVQIY00E8Lo+64FOc1iwKX6o4IcSQaAQhCo936Dd0Llii8+9z4Z0Q4uKIU7x4ecEMn1dFnwXXcM0LOz1Kj9w+yp/89A6c50GjiZhFG3cME7dtKjYVd543RKPH1jhpcMtLC1DlSMkSQd00rzKzo05//KtS6z113jy+QaGFtMdZKx3VaK4xU+8fpmvPtbhyDmPDRMmOTndbsSOmZzZSS3bXZ/4bdWe/G++P5zF/qM/lP/dL/DJT36et777R5NGY3Jl2wbj57vrp+Wljk6WSfhxTpJJLKzFLC5UeM21Mls3DLiwLLGpnaDoy3z0mxbdVY/LZmQ2TupMtTSmmjmTDaFVyaUVfv/TLhcXq2xtwWRNoVXTaNVkWtWUVi1kqtkDaY3f+ZTFk4faTDsSE25OzZWLlAkNz5bHiFoxnhPRqvWZW/H567trLC1XmKxk1GwJz5HxHEHiqro5NS+h5oVsaHf41vMJf/NQC0vWaDhZkehWRBVaIuHZcwpil9cnTLr8l09Vef/dG1Almx95vcT335xTc30eP6wRxCauBqaWFzGKJful4IvrghzQqvkcm8t4+USFqpVjjaVJlHN9XRdbWc9OMHSfpw7qLHVsXKPwkZYR48orKACFgXq6GTPd7PLwyxZBqGOpGZpMATRSRJaPIjPTTNg01eXeZwx6fQNDzcgz4RqKE4Uk1am7MlW3z5NHFDQMNk/HHL6Y0ulp7NygEGcRmqJh6hlynlJ3FJa7OVt33pbt2rHtlzTFn7vzzrf/75bn/16LUn68+roNvPnOPUevvXz3L1x22W2ZriQEQY5ryDQrMWtrNjftkZmZ6nP/8ykXlxVsa8CnvqVx8rTHlZsUdmw02L5BYdtMzHQroFUbMNVa495nZI6cq7KhJtGqSIV3U6FZyWhUIxrVAe3GGk8fy/jm0y1qmkLTyfGsMgRWKUKwxElsGimGLhxBOSFf26ex72UHz5JwdMQ4UROntzF24rtWRE7Ay2d0BqEuwPlj6OUhW6WI0jN1cXn9q7tMvvDAFJsbOtsnXE6e2cDZi1P84Gs1fvHty+RJzCBGBEwNTcPjKGSRFmxqOpdvCsnkkE4o40cQhMUFMswJIhGBEoQavYHJzZfDW2/rkMgpvVAijCGIwQ9zfD+l72d0BhKdvkKnp7HaMRn4Fb73eolbd62w1ElZ7MmsdHNWuzErnZSldZmFVYOLS1V2Thl8342rzK2lLHYk5lcSTl8IOX4+5sgZlQMn6+yecfmxN3ToRQlTdY3XXh9wZtnnqQMGddditZcx8BV0XSHOM26/+ZZsYvKKX/Dlm45G8j/+YvlPXuD1yWs4dNiPtu269YOn5tVfltVJkCHJUu5/1kDCYs/WgK/ui1lbcbhpT8SZlZDDp1y2tgx2bdK5fGvG7s3rTLZWqXoBrarPueWQB1/wsBWNyWpOo/ButmplfIrPVLPDvgMhf/CpFlliMekJ7njFVvBsFddR8OxchMAa6RBGb2gJihKx3lPIEhPXyEcpaXqR0FC4901DyHQX1mMefc5DyVScYjM6zMQcl97qGbYZcfhsypf2VjB0nQ31jIqjsN41uLDsMPBd3nFbxPbNPTph4cYpeeFpPuSZhLEIa0IyeN11Ma26z+qguDjGGVEktCBlgYexEFPpikbdScjzmCARb6AwFi6afpDSK/rr9b7Mek+l09dZWbdRcPnVH+1xy1VLzK3DQldipZOxsh6zspaxvKZyccUiDCt8zzUJ0+0e812JtYHE+U7K0bmIg6dCDp2SODVXZ/eszVR7wFNHZKYrJu+4Y51DZ0JIdV5/fYSiZoRhzLYNE1y+lV/+ntuv/+BMdTF6zc3/f1TgAJft2U5vfS79pZ952/EfeuftXduuEIQp12yOuenyGOQVstDizhsyuvGAT93v4CgON+zRuH53xPZNi3zl8Q6/9ymDw6ctclIe3a9x6pzDdBVaNZVWXWWynjPdDNnQ7rGhvcxTh3u89/11jpyvMeFSRHjLhS5cpe4KBIXniEe9gPmItIbVXsaRi0YRJJVjjGXsGOU40ciwjATH9Dl2QWaua+EYFMG14/D8EfZNV1NMI+L8Us6Fiy4Nm0LNKPDIg0BlvWexaUJmQ2tArxBDxcMiz4gSEckYxuJU9gODuqOya6ZPP0rphxJhMeMOoowwlgiiAqUWqwx8g23TKQ0vxE9GcCA/yukNMtZ7Keu9hPVexlpPZq2rsd4zWOm4bJuy+P2fW+KmK5c4tZJzZllifjVjcS1mYTVnYUVnYcVhx5TBbVf65FLKzg0av/bjfd78mmWOzIc8fzTi6YMqoV/nx96Qo9k9vvmMjiF7oPZ5+nDG/hMmuhJSq9WZ2HJnt731PcdPn19IN2za9k9Vlv90BQ7gViwuzsd3bd12+7+55sY3rwRZlelGwrELPh+/r8p1O3RUY8A3njJomja3X6Vy9c4Bpr3Al/bGPPZ8jQ1VC0uX6fgZ+162SSON6YbATkw2YLYdsmGyg2Uv8+BLAb/98Sr7zzWYcGXqZYS3I1NxVeoVaNaEcGuy4WObKXIR5asqGcfOyXzjaRvbKlKKNTDUYiGkjWbljhURxCGfe9BmftmkYuYFvF70v5omj+IGlVFYlazmSJqKqQkfpywJZ3tJqgojg7xwwEeZVOTAF/LWAjks8t8VugOdqbrGD752gGaEdMNiiVPqTaL8kmSHnq/zhhtitm2IiMdkAX4A82swv5qx0klY68Ss93I6fYX1vkanb7K87rJzRuc3fmKB1113kfUk5OQSXFhOWVyNWVyVmFsy0RSH269IqdoxfggXF5q87gqDt9+xRi/t8eKJkMdeVOiuV3njDTn91OeZQzY//oacrRt6nJ3P2Trj8KbXv27ljlfd/G8Myb9LUv5+jfc/5OOfYIoy+pDkBgDn5nsfv+mGV6s7poI/ePmF+ybOrfjMtix0K2DvSzob6zqXb8nZs7nD4bk+H/qsiT9wuGxWYedGlY2TXVYHESvrVTY0ZCZqKpNNmU1TIbMTqzx7vMu3XjC4/+k2yz0D21KoGIIh7tkqFVejXpFo1RI2tH1cp0MYpaz360iomIYMiEWKoqoYCgVOWWS4ixBXxBTBSGhUAp49lvPEQQ9XU/CM7BIoqK5JwwJXVLHgiZKMR14ykGQZTc6FOUIoXYcOnTRVuePqgAf3p8SpOhbLnRHFGUGkEIRF/rsvtok3XxZw044uzx20aLtivh1FQhIbxpIIs0pKlqFCnmaQgyZL2AYg5/QGMZ2eQhArQFJwH1VMQ8G1NFzLoNe3uGyDwn/7+Yj7nl3ggeddDh6pIpGgaxKWqXF+0WPC9al4IeeWDI6eMbCMFt93wyp3XNXjA/fkPH3EoecrXLbF4jVXRrx4zOf8RYc0jTHtGu7kaxevvv7Vv0oaflxSJ/9Ji/ufvMDLjw2TLmcvdD9cn/oe2Tu38F+r5r4JWYp59qjKdE1mEEUMwoyXz0V86xmXhmWS6xkb2hpbplNMs8vdj2lcuOhw/TaZyabK7ETCZGOdB1/q82dfrqHlHq/aIhHJAQfPpSiSgNc7tkLVkalXMqabAc3aCl97MubFIx47pnR2blSoOGL6ZOg5qiJQyGXKWgmhN3SxynfMhJyAw+dlOr5JzSzS3QwRU23oInZELSDzYj2f4Yc5d++1kZCH8SCAEFoVM+48l3nrbQF/8oWUJNMK3rZw4kRJJiSyYbHICTS6voljauye9Xn2cEIvVAhiEacdjUlio1gwVOJEJYtFBr2miqnS9o0K27Z0efZEyNcfa6DIahG2K4J7B4FKlsmsDuDxQxWkpM7tewbcfsUSf/7llCdfbBQMdpkznsn1u21ef32fLz1kcvqiTNXTqTguaWbwphsiHpACbENFUWJWV01u2BVxfgG6ocltr7pi8R1vfc2vQ/phSa3/nyjFf9oWZfxj47THAw/e98HFrvcrmrt55cjZlI0TEp0oI00VzixL3LPP47IZi+2bIgxDYesMXLZ1hSeP+Nz1aIVNTUXgJyYydm1a5+jFDn/+5SpVzeW2nQpvuknhZ9/is7kdIiGks66lUHGhWYnYMNnhwlqfLzzicehElbWuShiJ0NE4hXOLCnIu+m9tjBcuZLVCiOXZIWES8eQhm2hg0LDF6l9kAwmLl3ijjGuphL1B16RXGJFfaTSWiCKx7i8/N89FmxJFAtHQ96VCny22iY5pcuNlEYoe0gmkUVpbnBUGB2kYB06usWEiQVMF0F7XJKquxhUbbH7w9oh2q8vpZVjt5nT7Cd0B9H1hszizKPP+rznc94TFE/ub+P0pfvGdfTZvWufgXM6FJaFFOXuxwjtvy7nhinX2n084dUFsWI+cjzl6yuOtr5KZaSUosopthZyb19gxG3Ll9omVK7ebv/Lic/d9UJK8/1Nl+H+uwAF+8kfeja72PzY7M/WLd96yqbvYSTAViXY95eKyyqsvk7j92lW6vYTdG2Wu2LHMY4d9Pv+oQxabbJhQmJ6Q2Lmxh6Iv8cW9NrbscOUGmS0zKttmE2pegKaIE9WxZFxHpuamTDd91gc93n+PTbfjsm1KhFcpBSKiH2Tcvc8mjbXhyE8YIUqnT1YoDkMOn8s5cMahZst4Zo5dOIjK2bpliBN62HoUHJKoDPv623zHknhTyUO/aI6iCE15GGVi0jHI6PoS3cKA0OlZXLYBdm/s04tzMU0pkh2EwUGc4EGkoGsqb7l1gG2mxKnQvPQGcHLOpmq7/Oxbu7gVnwursN5P6Rbr8kGgkcQKnX7CibmYE+clDp6qEoUTvOs2nyDvc/RCxsXFhLMLOork8p5XD3jVleu8fMbnyBmVupex90CfJ/abTNYl5ldloljHtQI68Z7u1NTULy4trX/smuvf9X+yBP/PFjjAzZcp2Ttf6332yt0zP3vVjk3BdM1nrStzy56Y1984z9mFAFu1uPXKLvtPBBw+0aDlOUxUZaZbMrs2BZjWMv/9Sy6nT1e5fEZiQ1tj03TOTHudp47AwpLOREXCs1VqLjSrERW3x+OHMh59sUbdErFztikVF0cBtF8baKiygqWNbGzCiCxGfZaeYJkBJxcUTl+0aTgiccK1hLm5XoGpRsxkPSJNc7p9wciOYhVFVrhyW1xIYf+2j5z9J4Wf0VDA1CRcS0aWZRbWMhZXE9a6MZ1eTm8gtCOrXZONbY2tkyH9KGUQSf9fe2caZNdhlunn7Ofcc/fbt5fbi1qtbu27LFmyLMeLkE0cT0JCGFKQkKEyoZiBDDCVKTLMAEUVVIApKKpmoKCGMANTkwGSEEKokJDEie14l2RbliW11Np67777cvZlfpyrJQwZAsSWHXirVNIfdXX3ffv0d7/vXRJi972Xyb9FXDfpus8bMXEY3Fwr2k5MvSPT6mY4tkPk4PY2DSei3olp9wLaPag2NUaLMndts5mvB8yv+lxfEZm9mmPzSJZ/9+4OvTAJYl1eh/WGTq2eZeeYyc5pl2fOBVhWmtHhgK+84vLCBY18RuDaWkS2uMUVtPEPPXd+5I9PXsj+o87w3w5elxn8dkzt/GG+/IVPhkMDlU+PDRM2tOh/FdKzuhcoPPFylqV1kd0zEaevRCwuDfDAfo9zizaiazIzHpJKNfjdv9Q4cy7HhqJEpawwPCAxVelS6/b42ksmuqgwkBXJZUQKmYBywcYOevz1KQMVlaFcTNqQSBsCphFiaC6nL8HsQoqieaNt7UbD2o2U2QjT8Flrhnz5lIkqKmT1CFNPxqBcWmAw71MZ7HBhweP580WmhlXMVNJspqsiP/CAzXOv3ubV/H9cxTF/8ngK25XRc4m+vZBVmBr1eWbWZu6aBkKApoiYhkK2L5DyfYPj+9s8ccah66YT46+f9G16gYDXd+40uzozo212zvS4cMlI3PN2SMdSWG9oDBfTnNjX5KkzLmttg0I6pNmJWGsqVMom9++p8/xrNldWJbJmgKYqiFKBA5tE4sd6/O8vSVxclNi2UWN20eXCFYUH9iuJ9e+yyY4JnbwR4frw8lzIXbs3uQ8cf2+nVBp52nXtcGz49Zm7b8fr/gQHOP697+Pk+Ub47p/94Gf27kh/YGhkwrq8qvLc+UT9dmbe5fT5FLunBS6v+5y5mOXQVshl2/zPLwmcu5jjwCaVmQmFQlZipORTyLY4NQer6ynGSsKtZNq8SyHT4fkLEc+8mme8ADlT7B98IrIpn3TK4npNot1OUUxF6KrQ34Tc+NNvKNZ92nbI7HX9mzToZkokb8YMlhwC2vyPL8ZcXYpo9yJsJ1nTRZGErkRExEng5TenSvSltRG2l7jlVTlRPWZNkanRiH/19jqx4rLaJNF/W8n40LMVbFdn8yiUTQ/Hi28dicKIIEg2KY4n0erqFNM6G8o2DSeiY9EPv4xodWWWa2mObpc4tLXFei+i1o5otH1qTYHF9TSVvM7emR41y2e1HlJvR1y4KnPqXJ5dExne/0iHhm3x4jmJXZMaYxWbly9K3DUts2Njk05X5MCMz3jJY8PEhBXIxfdv2TS5ayCvLQ8N5d8I6r0xBAf44Pt/kEt/9lvxgXu2/OmqNfkhXxptTY9Aw/K4Mq9y304RP2rz1Rc1dk5o7NvaY63dZXnF4K5pnQcPOgwWW0gSDOQdTs55fOLzOQqaQmUgiWYu5wOGShZe3OFTT2bIqirFNEleSgoyZkg27dB1HT73TI6BtETWSJ6ciVte7GcWJiNKGPl89ZTC8rpO0YxuSmhNQyBjhuRMm67j0LJ1RPojQnBjBSgRhWLfcf/NuOnVFBI1oiLeVuiqQByLZHQJM+XSsmM6dt+E4IDt9pvJBmSO7reI5Qg3uCW3DcLkc+g5Ep2eSrWZ4bHDPmnTomEL9OwoOfT0RBptja6d5b3HLCTVZqkpUGuFVBsBC2sKnV6eD789YPfmLuvtRG+y1unx16c9Tp3LMjFgUC5anLrk8dplgxP7IzStxTdeMdhUUUmnLK6u6Ny9r9w6fjj/oY/++Kk//eX/+gcrgiCEiiD8/Un0ZiY4wPSun+I3fneJdxwZ+eQHH9vxkXuPHKp5QZ6hPIwM9qi1Yg7OaJTLNh2vw+mLOkP5DHfvdDm/aPPMWZ1iJsQwOjx7TkYhxdSwyPCAzPBAwOhgj3ymwZdfFrlwPc9wNiaTEvqBQJAzfQrZLk+clbkyn6WSiyikJUwjqa6+MS+LfTOvKAas1GUCTyWtJ6YJQ0t6ObNmgKK4fO5pmWpdRldvNTTcqNj7OzOt+sZkqb9hkUQBkeS4M5QXecfRLnaUEDwxA4PtJE9xXVEYLfoEUYTXT5CF5OOEoUDXkqm1VNYaJlPDKe7b1Wa9F9G2Y7pWSLcHra5MtWGydUznoX0N1uyAhTqs1n2W1iPmFg2ioMDh7S4d36PeiTiyHaYnuzz7ms/qWpY90xJmusdas8vJc1mKOYmFus3iWsTUeJGZrUdqq91DH3n18pZPPvvkNv7TT/7oG0m5138G/5v4mR/7UX4GqNdbf7hFleWaVfz43Pmvlr/+so2p5slkHM5eE6m2dep1jXt3+py51uHJlw0OTGmMDTtcXnV57VKBrRWJiWGFiaGIyZEe5UKdz3wj4Nc/NUhOkiiYMWkjaYbIpAIKOQfLt/jjx4vkVZGhPFTKCoPFkGrDx3JEoij5mZfECFEMiEQl0YWrEbrWb3jTo6RZIuUk+SqS1F8T3pZs9Tf+/iZPvcCtsYXbppf+xTHp5VEJfZeuHWG5Ql/LHff130k7QxwF+HFEECb/TxQFTB0cP+T6KgwVJETRIJvO8oNvW+epVyxq3TSlbJTUZVsijY5KPpvhYz+4hqKu8ZdPDSGJEqLoIUsKGSPHnkmPJ0dt5qsqS2s6jx7s8ZRe4/nzAxzdrbJ/xqOci1it9cibBod3dAnEHEfuObo+MPL2n40i/w8z2ddvFfj/wxv6BL8dxWIOPxQ+8Y4TD37skeMn1iulAfZtblBthGweiak3JTZVFIr5JuevyGwbTbFnBmSlxR9+MU05bbBrk8KOTQF7ZhqMD63w2WcdfuX/DCAEJoOZxBGfrPQgkwrJpiw+/6zM5etpRguJ9nxmXGRmokXP69HsJGRBAFmKmF+DZ88a5FJg9E/zugqGmuhTbM9nra1gqEI/q0/ol04lxx5Zivtun/h2v/FtNYJJpFp4WyFV2Jed2q5CORui6D7WbZoTu/8GstXVOLLdZ2LII+inasqSQDEbkTabXF5pcmk+ZLkms7xuMl3RefRIm4YT07VjenZIz0nsaPWmgSTk+Ni/7PDYsVXmah4vXY147YrPmUsi1XqRD5wI8bF45VLEhSsFtm2QqfUsLi0YFLMycwsaA/mYp886IAyxbc+j6xObHv6YYQSfuFPkvqMEByjkUtTa/H6pcs9HHznxSKPtDrNtXELXLIgUinmPFy5obB4zGSzB0ECP5y4AXpqjOyUO7uhhmOt86aU2v/FnKv/tzweR4wyVTNJrf0NfrWsx6ZSPLFv81QsmOU2ilBUpF2Q2VlyurLm8MJv02oRRco2U+3Fhs9cNckbcF18lBE/c+EmI0TP9GhbpZuMDfWJHdGzx5lwv9tOtkkPPjZZgkYwR3tbocKu2pGtLHNsVMD3mYvfNContLJnDO5bCljGRwZyHHyaZ4qIooCgRB7d1mRjtcXU1YL0eU22pdK00j9zl4UZ+ks1928fq2irrjTRxWOAnHnP5qfeu88DhKp2wx3PnXZ45I6PGOe7a6rHS9Fith1y4kmPfZqh1XKRYxgp8zs+bHNo7zKFDJxoPHbvrowjB74vSP9xu9p3AGz6i/E1Mj6cIQ++PBnL766+cX9y0edz6tU9//rSyeTzm0pKPEOtUKjYLqzr1rsvFq2ke3CexYazNc7M2L87KXJpP4fsqpiRSzkWktUTKmpS7JhUcmZTPhcWA1XqKIRPyWYlSDgaLPaLFCMtT+52QCUE11SdtBmRTNyIq+p7OvqlAVX28MKJnKej5GKlfZiX1LWuWG/HJr5iIgogshoiiCAJ9nyX9tFeJ9z3U5RtnA/xQ6jcdJ04ez5dIGzKG7OP4SQePd3NMEbFdhXZXT3om/aQOPO7nimuyRBDHrLZC6u2Qelum0TYYKqhsmejSrJbw/fhmcZXri3RtlbiWRddSvPNQgBuGzC5YnJq1OXclg3jSZOemgMvzHoauslD1mRxWmBqzOXvVZOOwQHr4gL9vWvoPhw7un4ui1F8Kgnan6XVnn+A3IElqlFYu/8WHfuTwb+eKO37i7oP3hbWeEtVbMhuGQtYbUMoG/PmTIpuGNLZNNfn6SxEvnMmRlbMcmDTYXhEZL0Rk9USWCgmZBJKIM9PwePwlncCVyacF8mmJUi7E0G1iQgz1RtMxaGpIEPn8+VMpVFG6zbgsoKnxzZKqpIlN7BdS9eOYpaSlDQKurGh9nUvfSdOfvRMCi/i+wsbhGFEI8ELhZnlU4rgXcX0ZL4hxQvpiqhjbi5NOHUvGD3TeedRClJNdc3LoScYbUQiw/IBGJ6TZhkZbRZc17t/r0naSrUvMLXlBEAh0LI2ltSwXrhV5+cIwVq/M4S1p7tvnc3be4sqSwfe9zaHWiSgXRK6tQt4UmRoj2rf3aHj0rm0/UTe+97efOrP2F5r2j/NSfqfwpiA4gGLu55Uzoaca43+0dWZ8u2Lu/PljB0ZYqLpEoYYbRuSMFFs3Wpy6IOLYJpvHZfbNRGyfikinBXZNR+TSEW4g0HWSX+t+kOyhVdnHjxVMVSRnJpfNoaLDatPn8Rc1xDghcJKZEiJKLq9dT5FV6TuC5P4lNEaWkziIpEdS6FcKclsdSogie0leotoflRQRUUzO5Tf21Lan0LNU/CDAuakk5GYHfBhKRHGf8GHy9dh2SNein6VtsG1cIMbD8hJNiuUICCg8tN+jVPRYbcR97beE7eiICARhiCAI/d17RNoI0NSIZk/g9JxIu+fz6pWQly7C7DWZtKxyYEvMq9dDWp0MkhwgxhKlnE21u4H7797688WBye2bJ0b+6PBo1fueu7fcaTrdxJuG4AB7dm9l+9YN9smzjdnx/PGPi5nJXyoP7wz3bvawrJCNoxFfe0XGUJN8jpEBi7TpML/uUcz4+ELExjGYmghwo5jVZqI5CUIQpZC0FpFLCUlKVSFkIN+j7bjUOiopVUDTEtd9JuXytZdEri7pDGYhm5bIZ0TymRBdCwH62xahv967UWqVXEFNI+BPvq6y2tD7CVki6VQi03XcmHYPupaMZasM5SXe+2CHjiPcKo4KIApvNaJJQpJm6Pox7V5IsxvS7IpUmzpTwxLH9vZo22C7EY4HlqNQyoiJC6kTUWsFNDoCra6G40gQJxLZtAFDRQdZsbiw4DG3ECGJHRrdkA1Dbbq2y3LD5/TlCNtWeNseh8sLMSkVzi8K7Nq2M7z7rsovHd55/OOmuDKbK43bI+NvHnLDm4zgN/DhD/4L2soL4Yd/+Ed+4af/7Q/9an7kuDsxMkyr50Ig4kUxV1dSVNsyV5ZVJFGklBfwPZGRMgwXY+7d77DUiWi0Q8Ig5uKCxKVrMlldZCAvUinbREKbJ18SWVrWSOmgKQIpI8LQHa5XJaRYpZhJalGGSxGVskUch3R6SVtBGEk3O39ulckmdrWluowYSmT0JLhztCwyVHJZa9ksrYe0uiIdS0UQVCpFH9uN8PrdOjdaHWISw6+pQMZIfpiWGgFr9YBGC6otjTg2mSh7WH6E5SQuoJ4tMzkc8cD+JpHssFSPqDVjOpbCtomQmVEPURQp5gLKxTZfPR2zWFOYXwdVkVlrigShyuQIFLMiGwZlZNlHiiXyBQ9JqfD+9zzo7jvywV998MEP/cLZpefD3Xe/507T5m/Fm5LgAB/5kR8gjhssr6R+7vDhh3/zvofe/XVJG3ty+6ZU8PJFl9GBELWvDEynRIIoIGeK2F6ALitUCiEn7nJpOoln8dKyxqVFnZwpMToY0vO6/NanTQzd4PjdSd60pghkUgEd2+WvnjMZyQoUMhIDeYGp0R4dt8ETL4fMryr0bJUgkBGJ+3WEws2mCEl0iUWJjAamTkLwwYDyQJvFpstSNbjtKa4RhwJhHPbn6GSsCqIk+EcSk3SusUGZo/ti9LTD5ZWQWiuk3pZYq6d5+0Ef3fTo2DGeF4MQ8cXnFOxumo+8u4eaclmshrS6MpsqEpOVGF0TSJs2X3hRZ6WhELgSqh7R7MgIUkzLknACATcUmV+P2bGhS8PJBRvHx5/8vnc+9vW3HTv+mxvHlJ+7ttRh594P3Gm6fEu8aQkOIAgFpiYzFAu5j5nCuft/8oe3PnrPoV2fevjolkjXxaRpgKRaut5RKOVDrq+pDOR9FtdSjA8JWEFyBTR1KGWTcP1izuHJMz5z14rcPWPy8F0OKT1JiS3lHFZaAY6dopwVyGdlhkohut7iC8+LvHZVomsJOK5MGEmIQowiJad+TYnJGCFXViJemtUwZIGUJmIaIlkzQNccHD+gY8V0rRjLkXA8lQNbQsYrHh2nXyLlQxAknfCiKGGoAqYusX0DPHLYwgpd1hph8hRv6qTUNCNFi2o3UQxaDnzlpMqLZ8tsG8lwbG+HetdnrS6w3jRp2WqSMKC6LK7CeElmrRUzWYb1dkQxI9CxBURiPDdEU0SseE80MnnoUzXufvRrp5bvN1LZjwlClg2VO7fj/nZwx9eE3y427/ohVpevdrbvNH7SzF2/dOnS0ztLA813XZ67Ss+TGSmorDRjxkqw1IB8Oib0Y8YKEk4QIcQeQxmDyZEYTevxzKsaeyckLFfk1KyKLEoUMhGq2uOzT6UoGhLFrEguLVIZsLleDZi9nqKg3YhUS2ZwSUocQIaW1OyZhs/cClxbVBnJCP2o5sRAAWFyyPHj/uFGwPNlNo1EDBV8Fq7130i6Ma6fpFrFJNklCOD5MtvGIkaHHBZrBmODEdWmTLmQ4Z1H6/zOZzyaHZkgFNg3E/HsmYCzlzPcs73Fl57zubasUC7piKKLpvqs1hQ0KabVFRgq+SxVVQYLHmt1BVnyqDZixsanGC5nPnvowOFXc4UNv+V7Vmf672g2ezPhLUNwgKGRSYBqHL/yn3fu+t4NsxeWMM3xdz138hyaUsOq61QKARcXZAazIc2uzKYRH0URefmSRiknU8jbNOwAL84zOhDjBhHnrqcop2TGBj0uLAZcns8yOSiTSyuYRoyuOczNQbunMZy+dZIURJBlkZQmkjEFSjkP0/AR++E6qpyMPaqSzOZ+GN1y7AQRrifj+2LfJAFdB+qdmAErwnKSNWEc3aoDd/0kCmNjxeOZ1YCeLdPoSFxdMtk8YjMzYbFY1XEckekxmRfPRyzVRHbFGmY6Yr3rU29K7J8KWavHXFpOnuSNTsTYkMTFhZBCVmRhzWXbhhy7duykMjbzWTW74afqrnVt93j5TlPg74039YjyrSAIu+m2B69NThz8aGV8/3tOnHj3E0b5CBPDJmcu+2R0kXPXYzqWxEozIm26+L7K9FjA8xdjVtZNiimJlBFxcTHEsWU2DIsIksvnnlIo6DoHtoLl+cRxSLXj8+I5DcdRiOPoprBJkSJSikAmJTJUDJCULtWWgCwolHNhQvC+Q18Sb6lRopi+Ez4xJ9TaInEgUsiBFUesNUM6PQHHVYjCJD88uRPFmKrKoS0RpZyLKIKZsnjhPLQ7Gd51r02Ix9VlmZSmsnncoWsHtLoqEwWZfVtcZhdBkVTaVshw0SFrhGyfdLB6ApvHurh+mvc+up+HT3zfE0cO7n3Pnl37PrplLHPt/oOb7/TL/g/CW+oJfjsyuTzApTiOLwGvnl/yRh5728zvPv703HQ6fkZ67qzAaNlnrSFTbcXoikzbdXB7OkM5l+FszEAhoLoYkTcNJoZiJNmn1jbYXpHZOV3nyoqKIhvMLgo0minu3xPQbIs4fvI5KGJISoFcWmC41OGFCz6dboEfeMjlof0ur57PkE6JpPQ46cYJVGRZQpCTlV7HjrFdiecuaKysqrznWEzLczh9LqbVkXFcmShMDNK6CkHs8+XTBptHYWosxLVjgtjn1Ws+UyMGMxt17ChmfjWi1TaQ5JBqK6DaUllrCWzfoGCmbBxHo5z36XQVluoxYwMyZ67C+991byhndlw6uLXzY8WRe5aBWeENkrW+XnjLEvwG+i/AbBwvzwZB9PDRID2ay+z5VC/+RvbMxQVzONtEUQIMRWRuSWCiLPD0awKFtIDjB1xeNDi6w8cLfDwvYjgnMTYYc/qywGpD4dD2gOpqyPSwxvGDbb7wrJp0vouJBlCRRUq5mMurId84o7Jvo8zZKyrPvxYzYIgM5COWWy5XVhW2TemkVIU90yGOF1BryfQcibu3RZydCyBKc9/OgGYzotY28YMkkzmKQBQi2k7El05KyHGaTKrD1ZrPYBb2TNssrBlkc2kUVUTTfJ5+VWL/VpGrSz7Njsq9O5ssrhXYVHGZWwjxg4g2sHtaRzU29e4/caytyeH3Z0obFqu+dK30Fif2DbzlCX4DgjBCHIfXNm+tzId+e8eW7fLhrduj31tfu5K+ODeX98LL9HoyM/u7dGZjhguQy/QYyhZB8ViqSwyVfAqmTjkfsFAPKZgKQWRzctZg76RIKeuQ0WXymRDXF2h200QIZFIhkRhBnGIgF+PF0LENxvMiaSPC6nosrMlMjshkNIGxQYGLSwJdO8a2JYxhnVAUqbYEwkjHjUNCOwYhJm1oBL2YZjcia0O767JcNdm/GRaWfZodDUXzWV0J6XRFdMljsCRTb/tUGwZt2+bKosZgSeHCvMP2qcTZND4y3hmbmK5v37pVViThXyuZ6WfLxXQrjKJIlv7RmaxvGrwlZ/BvBUGQEAQhmr1qNQrFyhfPnzs7eezY2//9hz74gbNvf2j76Xv2Db90YSnrhNEA5YLN4y8lZI7CAFWW+PorKfxAS0aBkxKVAfBCj0JKZjAvsNKIUGQBJJ/PfkNnqZbpl1mGNFo+WV2gkA2oNX0qeZGBfEy9DT1XpOfGBEFSYWjqISktoJiNWW/FrNTSDBcd6p0Qy5YZynsIgk8URYwVRB49GhISJFuhosV6A1rdFKrqs1wVeeQuC0n2UESB+3d7+IGCIMWs1uHojpDFmstAvsADhzSnbk28NDhx5OyR+9/3y9W5z2wyUrnNlfHKF0tmpyEIwncVueG76Al+O7ZvHgGIelYAiJ8QYuUPZFnCV6el7FDqt3fvEje322fuzaWaUix4rDZCRgo9Gl2JqUpMMe/gRSnymYj5NZmUpiBJPmsNAUOHgazN3LxJGIpkjERie+qShiQqFHMWn3xCo5xSGS77zM6rGEaM53mEYaIb1zWPQjpgOB9wadFnqKjy0H6f3/l0SBSK7J2OePzFgK4tIgsgSyrrXRjIR5QLYPUiLCu5jtYbMQIyK22YW5IZKKjU2g6bRiMsRyWdLnP8bflw58z2p/bv8GerNfvffP5pMVQUnX0nfj0eGtlo3enX6/XEdyXBb8BM3fzybqwwgoXV2ocNQyssLe/5lXb3q6rbux7qaX2/rPgHBKFG2mhwZTFCCF10NWAw65DRJBw/WTsqEgwVehTSBqW0TzmtkMm4DOUF0orMUj3EUCTSRkS1K7DUCHhgwkOKBRwvhaHCtTWRxXWZY7scau2YrmWiGzrDAw7XlrNoaZOWFdFoK9R7AtmOwErTZ3o4Jp8WCEOf6+siXU/EdX0EPEaLyW+YqbEU+3cUMVTlZKPtnNo2s0E6cs/9npoa+I9R4DYmy4N3+mV5Q/FdTfC/DWNDJYAG8OMAs68+gSgK96037BP7dva+3/NaW167HJBHB53HAAACnklEQVTPvUbTjrgwH5E1fDw/5tpaik0jKpeWk6POQLbHSFGna4OIzOYJmxcv6mwZ8xjIdHBDhdFiwNSIgKEkedy6GjO7oLNUhZmxHpYDtV5Iw1LZszHmxfOwe0YkbcSs1CWqXZ+RvMDWSodSNsX4YMTF+S6eL7BxJGallkNSsrzv0T0sNAtkDPNCIZf6VM8xvzQwGj9x//fce6e/5XcU3x1vlb8D8J06wMN+4G46d6UZ/Zff+0z00IHSRs0o/Wx17RpBJDN7dZWi3uCVawH7JiXqts1oziSbsXjlssnooE+vqzE1GhKFDqWcSLXlkdJNGp0AL9BpdaEXitRbAlnTo96AbE4lCiI2j4Q0ej7jZXjlakze0Bgq1Vldz7BzU4uzl7Ps3Wai6KNYTsjE+AaWlqsfHy8vXNmy5/2iEw+LsijNAV8cfQMyR94K+GeCfwu0GzVkWcu3W4v3nTpzhjiW/K6b+ulKKfyexRoU0yH//dMn2T3eYakZoIkqohSjCS6DeYee7VEpS9RbLqpi0OyGhJFGuxfjxBKttoCqh9SbIkMD4DgCW0Yl0mYij1Vkj+WqwYOHRBz5PoaKMSt1lfHB+K/nV93f9P1QGZvYy4bx0Scc122O/DOh/1b8kxtRvl1kCyWAJvA5gKvXlokRzqf1YGjSIwojn4HCHILkUu/qbK3EhKHnj00c/sVKsf0Oy+r5+YxCuuCjKiolJyKOZWwXgljAcgRkNabTFUmnI4RYVQ5uS33+K088/4umoSkbhmNqLQVRzrFt2y50VaE0IoiFjLQ6MRVfSWcrd/pb9JbAPz/Bv4P4zOefJkYYKpuLOcvuxpmUQtcJUGUF200I7voxYSzgeAKSAj1LwNBDZEkXjt9dbkURq4Pj/7Tn5u8k/i8Mh2/sdp3+NQAAACV0RVh0ZGF0ZTpjcmVhdGUAMjAyMC0xMS0wN1QxODo0MzozMCswMDowMFGN2OAAAAAldEVYdGRhdGU6bW9kaWZ5ADIwMjAtMTEtMDdUMTg6NDM6MzArMDA6MDAg0GBcAAAAOXRFWHRTb2Z0d2FyZQBtYXRwbG90bGliIHZlcnNpb24gMi4yLjUsIGh0dHA6Ly9tYXRwbG90bGliLm9yZy9IzyijAAAAAElFTkSuQmCC', 'weight': 28}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 20058534
    {'hecke_orbit_code': 4503600097132560, 'n': 1, 'trace_an': 1}
  • id: 20058535
    {'hecke_orbit_code': 4503600097132560, 'n': 2, 'trace_an': 0}
  • id: 20058536
    {'hecke_orbit_code': 4503600097132560, 'n': 3, 'trace_an': 1016388}
  • id: 20058537
    {'hecke_orbit_code': 4503600097132560, 'n': 4, 'trace_an': 0}
  • id: 20058538
    {'hecke_orbit_code': 4503600097132560, 'n': 5, 'trace_an': -3341197410}
  • id: 20058539
    {'hecke_orbit_code': 4503600097132560, 'n': 6, 'trace_an': 0}
  • id: 20058540
    {'hecke_orbit_code': 4503600097132560, 'n': 7, 'trace_an': 51021361384}
  • id: 20058541
    {'hecke_orbit_code': 4503600097132560, 'n': 8, 'trace_an': 0}
  • id: 20058542
    {'hecke_orbit_code': 4503600097132560, 'n': 9, 'trace_an': -6592552918443}
  • id: 20058543
    {'hecke_orbit_code': 4503600097132560, 'n': 10, 'trace_an': 0}
  • id: 20058544
    {'hecke_orbit_code': 4503600097132560, 'n': 11, 'trace_an': 177413845094508}
  • id: 20058545
    {'hecke_orbit_code': 4503600097132560, 'n': 12, 'trace_an': 0}
  • id: 20058546
    {'hecke_orbit_code': 4503600097132560, 'n': 13, 'trace_an': -264386643393418}
  • id: 20058547
    {'hecke_orbit_code': 4503600097132560, 'n': 14, 'trace_an': 0}
  • id: 20058548
    {'hecke_orbit_code': 4503600097132560, 'n': 15, 'trace_an': -3395952953155080}
  • id: 20058549
    {'hecke_orbit_code': 4503600097132560, 'n': 16, 'trace_an': 0}
  • id: 20058550
    {'hecke_orbit_code': 4503600097132560, 'n': 17, 'trace_an': 76811888571465906}
  • id: 20058551
    {'hecke_orbit_code': 4503600097132560, 'n': 18, 'trace_an': 0}
  • id: 20058552
    {'hecke_orbit_code': 4503600097132560, 'n': 19, 'trace_an': 147764402234885140}
  • id: 20058553
    {'hecke_orbit_code': 4503600097132560, 'n': 20, 'trace_an': 0}
  • id: 20058554
    {'hecke_orbit_code': 4503600097132560, 'n': 21, 'trace_an': 51857499454360992}
  • id: 20058555
    {'hecke_orbit_code': 4503600097132560, 'n': 22, 'trace_an': 0}
  • id: 20058556
    {'hecke_orbit_code': 4503600097132560, 'n': 23, 'trace_an': -3583628816727527112}
  • id: 20058557
    {'hecke_orbit_code': 4503600097132560, 'n': 24, 'trace_an': 0}
  • id: 20058558
    {'hecke_orbit_code': 4503600097132560, 'n': 25, 'trace_an': 3713019535666879975}
  • id: 20058559
    {'hecke_orbit_code': 4503600097132560, 'n': 26, 'trace_an': 0}
  • id: 20058560
    {'hecke_orbit_code': 4503600097132560, 'n': 27, 'trace_an': -14451157452241410840}
  • id: 20058561
    {'hecke_orbit_code': 4503600097132560, 'n': 28, 'trace_an': 0}
  • id: 20058562
    {'hecke_orbit_code': 4503600097132560, 'n': 29, 'trace_an': -75208679254256666970}
  • id: 20058563
    {'hecke_orbit_code': 4503600097132560, 'n': 30, 'trace_an': 0}
  • id: 20058564
    {'hecke_orbit_code': 4503600097132560, 'n': 31, 'trace_an': 131071363974700812448}
  • id: 20058565
    {'hecke_orbit_code': 4503600097132560, 'n': 32, 'trace_an': 0}
  • id: 20058566
    {'hecke_orbit_code': 4503600097132560, 'n': 33, 'trace_an': 180321303187916797104}
  • id: 20058567
    {'hecke_orbit_code': 4503600097132560, 'n': 34, 'trace_an': 0}
  • id: 20058568
    {'hecke_orbit_code': 4503600097132560, 'n': 35, 'trace_an': -170472440510894815440}
  • id: 20058569
    {'hecke_orbit_code': 4503600097132560, 'n': 36, 'trace_an': 0}
  • id: 20058570
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    {'hecke_orbit_code': 4503600097132560, 'n': 617, 'trace_an': 29178512566041416370470107236087521466}
  • id: 20058733
    {'hecke_orbit_code': 4503600097132560, 'n': 619, 'trace_an': 63357943483488928908273619716481292620}
  • id: 20058734
    {'hecke_orbit_code': 4503600097132560, 'n': 625, 'trace_an': -69388788467452711783705700705389311875}
  • id: 20058735
    {'hecke_orbit_code': 4503600097132560, 'n': 631, 'trace_an': -83514345982997039987500018303728286952}
  • id: 20058736
    {'hecke_orbit_code': 4503600097132560, 'n': 641, 'trace_an': 32213896858352175949921341100388471682}
  • id: 20058737
    {'hecke_orbit_code': 4503600097132560, 'n': 643, 'trace_an': 142226736922731683995404647961046897348}
  • id: 20058738
    {'hecke_orbit_code': 4503600097132560, 'n': 647, 'trace_an': -63269513102928459529923626584659925656}
  • id: 20058739
    {'hecke_orbit_code': 4503600097132560, 'n': 653, 'trace_an': 109947259048634976985280671094845883382}
  • id: 20058740
    {'hecke_orbit_code': 4503600097132560, 'n': 659, 'trace_an': 57305951184338350945278453707210704020}
  • id: 20058741
    {'hecke_orbit_code': 4503600097132560, 'n': 661, 'trace_an': -58896433250757650026358025531090658738}
  • id: 20058742
    {'hecke_orbit_code': 4503600097132560, 'n': 673, 'trace_an': -190956152500391856496410946053106486558}
  • id: 20058743
    {'hecke_orbit_code': 4503600097132560, 'n': 677, 'trace_an': -179663356876784756850457981118999051394}
  • id: 20058744
    {'hecke_orbit_code': 4503600097132560, 'n': 683, 'trace_an': -315115001759636162318514148474723929972}
  • id: 20058745
    {'hecke_orbit_code': 4503600097132560, 'n': 691, 'trace_an': 108937454837793313853550989558975740468}
  • id: 20058746
    {'hecke_orbit_code': 4503600097132560, 'n': 701, 'trace_an': -40253778467409263307861677084557632378}
  • id: 20058747
    {'hecke_orbit_code': 4503600097132560, 'n': 709, 'trace_an': 595422341885398988005345865207714863070}
  • id: 20058748
    {'hecke_orbit_code': 4503600097132560, 'n': 719, 'trace_an': -622975130499956119126314820418467568880}
  • id: 20058749
    {'hecke_orbit_code': 4503600097132560, 'n': 727, 'trace_an': -43671342716057197244675636265531088136}
  • id: 20058750
    {'hecke_orbit_code': 4503600097132560, 'n': 729, 'trace_an': -122585890152384538797629786501020184163}
  • id: 20058751
    {'hecke_orbit_code': 4503600097132560, 'n': 733, 'trace_an': -8473198823155776657120638563124294938}
  • id: 20058752
    {'hecke_orbit_code': 4503600097132560, 'n': 739, 'trace_an': 445917325202634500851735846931665876900}
  • id: 20058753
    {'hecke_orbit_code': 4503600097132560, 'n': 743, 'trace_an': 815216041669333524824687664364828129608}
  • id: 20058754
    {'hecke_orbit_code': 4503600097132560, 'n': 751, 'trace_an': 692101294972866578437656603143798151088}
  • id: 20058755
    {'hecke_orbit_code': 4503600097132560, 'n': 757, 'trace_an': 239796050017770269992593897376402619246}
  • id: 20058756
    {'hecke_orbit_code': 4503600097132560, 'n': 761, 'trace_an': -1032407605479464591875937900924942107158}
  • id: 20058757
    {'hecke_orbit_code': 4503600097132560, 'n': 769, 'trace_an': 753584102690870370469188971761738391810}
  • id: 20058758
    {'hecke_orbit_code': 4503600097132560, 'n': 773, 'trace_an': 929980718399368036064014715983185578142}
  • id: 20058759
    {'hecke_orbit_code': 4503600097132560, 'n': 787, 'trace_an': -1343023608590351136861672456610990249196}
  • id: 20058760
    {'hecke_orbit_code': 4503600097132560, 'n': 797, 'trace_an': -2009494364888964872375126794370523623514}
  • id: 20058761
    {'hecke_orbit_code': 4503600097132560, 'n': 809, 'trace_an': -168433898555962425942162391480581805830}
  • id: 20058762
    {'hecke_orbit_code': 4503600097132560, 'n': 811, 'trace_an': -2281641460893318628533383398622997250292}
  • id: 20058763
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  • id: 20058764
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  • id: 20058765
    {'hecke_orbit_code': 4503600097132560, 'n': 827, 'trace_an': -1580806969102929144589284872547038684196}
  • id: 20058766
    {'hecke_orbit_code': 4503600097132560, 'n': 829, 'trace_an': -123802926731286665891829347695282018810}
  • id: 20058767
    {'hecke_orbit_code': 4503600097132560, 'n': 839, 'trace_an': 1350108546895564923348964004102016369960}
  • id: 20058768
    {'hecke_orbit_code': 4503600097132560, 'n': 841, 'trace_an': 2603210889199132628414381199203576820991}
  • id: 20058769
    {'hecke_orbit_code': 4503600097132560, 'n': 853, 'trace_an': 6400426875110496635949820886512157086862}
  • id: 20058770
    {'hecke_orbit_code': 4503600097132560, 'n': 857, 'trace_an': -3043240453396247111920229999474751245814}
  • id: 20058771
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  • id: 20058772
    {'hecke_orbit_code': 4503600097132560, 'n': 863, 'trace_an': -6297520163519651775309595248638511435552}
  • id: 20058773
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  • id: 20058774
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  • id: 20058775
    {'hecke_orbit_code': 4503600097132560, 'n': 883, 'trace_an': -409093478349353737964807406994004986892}
  • id: 20058776
    {'hecke_orbit_code': 4503600097132560, 'n': 887, 'trace_an': -4587320547683064381007392914094632847336}
  • id: 20058777
    {'hecke_orbit_code': 4503600097132560, 'n': 907, 'trace_an': 5830718803474071353744733345865429046764}
  • id: 20058778
    {'hecke_orbit_code': 4503600097132560, 'n': 911, 'trace_an': 26382058691868745393205859032960837328}
  • id: 20058779
    {'hecke_orbit_code': 4503600097132560, 'n': 919, 'trace_an': 13441781500242970314799233818269788965560}
  • id: 20058780
    {'hecke_orbit_code': 4503600097132560, 'n': 929, 'trace_an': -5329798065042963746736994899649239052830}
  • id: 20058781
    {'hecke_orbit_code': 4503600097132560, 'n': 937, 'trace_an': 14079686739781461862447701067677883620986}
  • id: 20058782
    {'hecke_orbit_code': 4503600097132560, 'n': 941, 'trace_an': -21526336296703701962484185243478341713578}
  • id: 20058783
    {'hecke_orbit_code': 4503600097132560, 'n': 947, 'trace_an': 24742932005285241819213270507115713988404}
  • id: 20058784
    {'hecke_orbit_code': 4503600097132560, 'n': 953, 'trace_an': -13243461913965657332634708432241803747798}
  • id: 20058785
    {'hecke_orbit_code': 4503600097132560, 'n': 961, 'trace_an': -1303011128635537399242531718024652039007}
  • id: 20058786
    {'hecke_orbit_code': 4503600097132560, 'n': 967, 'trace_an': -11732272543767814141206967665450403606616}
  • id: 20058787
    {'hecke_orbit_code': 4503600097132560, 'n': 971, 'trace_an': 18121535899008854121980368050235671518508}
  • id: 20058788
    {'hecke_orbit_code': 4503600097132560, 'n': 977, 'trace_an': 7935147819697408657346853997828497497586}
  • id: 20058789
    {'hecke_orbit_code': 4503600097132560, 'n': 983, 'trace_an': 33937676568861880757778730966640204896248}
  • id: 20058790
    {'hecke_orbit_code': 4503600097132560, 'n': 991, 'trace_an': -33624534204531658921537592209798402358432}
  • id: 20058791
    {'hecke_orbit_code': 4503600097132560, 'n': 997, 'trace_an': -4141160444935595949957671116334438512834}