Newform data - 63.12.a.d

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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
  conrey_indexes	integer[]
  dim	integer
  embedded_related_objects	text[]
  field_disc	numeric
  field_disc_factorization	numeric[]
  field_poly	numeric[]
  field_poly_is_cyclotomic	boolean
  field_poly_is_real_cyclotomic	boolean
  field_poly_root_of_unity	integer
  fricke_eigenval	smallint
  has_non_self_twist	smallint
  hecke_cutters	jsonb
  hecke_orbit	integer
  hecke_orbit_code	bigint
  hecke_ring_generator_nbound	integer
  hecke_ring_index	numeric
  hecke_ring_index_factorization	numeric[]
  hecke_ring_index_proved	boolean
  inner_twist_count	integer
  inner_twists	integer[]
  is_cm	boolean
  is_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  minimal_twist	text
  nf_label	text
  prim_orbit_index	smallint
  projective_field	numeric[]
  projective_field_label	text
  projective_image	text
  projective_image_type	text
  qexp_display	text
  related_objects	text[]
  relative_dim	integer
  rm_discs	integer[]
  sato_tate_group	text
  self_twist_discs	integer[]
  self_twist_type	smallint
  space_label	text
  trace_display	numeric[]
  trace_hash	bigint
  trace_moments	numeric[]
  trace_zratio	numeric
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'Nk2': 9072, 'analytic_conductor': 48.4056203752541, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [7, 1]], 'atkin_lehner_string': '-+', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [63, 1, [29, 10], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 3, 'field_disc': 42314353, 'field_disc_factorization': [[42314353, 1]], 'field_poly': [-4704, -818, -1, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [-225104, -2854, 77, 1]]], 'hecke_orbit': 4, 'hecke_orbit_code': 13510799083438143, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 6, 'hecke_ring_index_factorization': [[2, 1], [3, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '63.12.a.d', 'level': 63, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 7], 'level_radical': 21, 'minimal_twist': '7.12.a.b', 'prim_orbit_index': 1, 'qexp_display': 'q+(-26-\\beta _{2})q^{2}+(1834+7\\beta _{1}+2^{4}\\beta _{2})q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 3, 'rm_discs': [], 'sato_tate_group': '11.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '63.12.a', 'trace_display': [-77, 0, -5026, -50421], 'trace_hash': 1405746018831812930, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.810', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '21.415', 'prec': 20}, {'__RealLiteral__': 0, 'data': '1.249', 'prec': 17}, {'__RealLiteral__': 0, 'data': '239.094', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [3, -77, 0, 5493, -5026, 0, -50421, -125103, 0, 610764, 1039052, 0, -1881222, 1294139, 0, -9117711, -15797334, 0, 12340356, -37982168, 0, 31890144, -7276752, 0, 68924781, 133487872, 0, -92320851, 126853406, 0, 162184512, 167636249, 0, -79664298, 84471982, 0, 567121338, -509512430, 0, 1827265440, -893682734, 0, 460197828, 1666161688, 0, -6171574224, -2723825664, 0, 847425747, -11374112959, 0, -4409363868, -93426522, 0, -4073739768, 2102606121, 0, -2792521998, -5899174428, 0, 2106807738, -22093555428, 0, -9528592239, 4991087612, 0, -27027285348, -26942000190, 0, -10265110548, -16564049928, 0, 6036803934, -29114537322, 0, 19528279218, -17463346964, 0, -54895016736, -58098552176, 0, -88924869978, -123561203892, 0, 45582888084, -59402678104, 0, -97861591608, 91648411106, 0, 31617698154, 147922642512, 0, 132452618508, 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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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108989368695183256, 3705817599530536], [-5603017497353220174, 23277510400234623, -87120256445520231], [5798112140996995812, -26115936653487402, 58875467677917978]], 'char_orbit_index': 1, 'field_poly': [-4704, -818, -1, 1], 'hecke_orbit_code': 13510799083438143, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 6, 6], 'hecke_ring_inverse_denominators': [1, 6, 6], 'hecke_ring_inverse_numerators': [[1, 0, 0], [2, 1, 1], [3286, 5, 41]], 'hecke_ring_numerators': [[1, 0, 0], [534, 41, -1], [-546, -5, 1]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 3, 'label': '63.12.a.d', 'level': 63, 'maxp': 2999, 'weight': 12}
• mf_newspaces •

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

  
  {'AL_dims': [[[[3, -1], [7, -1]], 9, 3], [[[3, 1], [7, -1]], 4, 1], [[[3, -1], [7, 1]], 8, 4], [[[3, 1], [7, 1]], 6, 1]], 'ALdims': [6, 4, 8, 9], 'Nk2': 9072, 'analytic_conductor': 48.4056203752541, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [63, 1, [29, 10], [1, 1]], 'conrey_index': 1, 'cusp_dim': 84, 'dim': 27, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 201326655, 'hecke_orbit_dims': [1, 1, 2, 3, 3, 3, 4, 4, 6], 'label': '63.12.a', 'level': 63, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 7], 'level_radical': 21, 'mf_dim': 92, 'mf_new_dim': 27, 'num_forms': 9, 'plus_dim': 15, 'prim_orbit_index': 1, 'relative_dim': 27, 'sturm_bound': 96, 'trace_bound': 2, 'trace_display': [87, 0, -12390, -16807], 'traces': [27, 87, 0, 24209, -12390, 0, -16807, 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• 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: 53518
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '63.12.a.d', 'source_level': 63, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '7.12.a.b', 'target_level': 7, 'twist_class_label': '7.12.a.b', 'twist_class_level': 7, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 12}
  • id: 53519
    {'conductor': 21, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '63.12.a.d', 'source_level': 63, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '49.12.a.d', 'target_level': 49, 'twist_class_label': '7.12.a.b', 'twist_class_level': 7, 'twisting_char_label': '21.c', 'twisting_char_orbit': 3, 'weight': 12}
  • id: 53520
    {'conductor': 21, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '63.12.a.d', 'source_level': 63, 'target_char_orbit': 3, 'target_dim': 6, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '49.12.c.f', 'target_level': 49, 'twist_class_label': '7.12.a.b', 'twist_class_level': 7, 'twisting_char_label': '21.g', 'twisting_char_orbit': 7, 'weight': 12}
  • id: 53521
    {'conductor': 21, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '63.12.a.d', 'source_level': 63, 'target_char_orbit': 3, 'target_dim': 6, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '49.12.c.g', 'target_level': 49, 'twist_class_label': '7.12.a.b', 'twist_class_level': 7, 'twisting_char_label': '21.h', 'twisting_char_orbit': 8, 'weight': 12}
  • id: 53522
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '63.12.a.d', 'source_level': 63, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '63.12.a.d', 'target_level': 63, 'twist_class_label': '7.12.a.b', 'twist_class_level': 7, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 12}
  • id: 53523
    {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '63.12.a.d', 'source_level': 63, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '112.12.a.h', 'target_level': 112, 'twist_class_label': '7.12.a.b', 'twist_class_level': 7, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 12}
  • id: 53524
    {'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '63.12.a.d', 'source_level': 63, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '175.12.a.b', 'target_level': 175, 'twist_class_label': '7.12.a.b', 'twist_class_level': 7, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 12}
  • id: 53525
    {'conductor': 15, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '63.12.a.d', 'source_level': 63, 'target_char_orbit': 2, 'target_dim': 6, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '175.12.b.b', 'target_level': 175, 'twist_class_label': '7.12.a.b', 'twist_class_level': 7, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 12}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 202475
    {'charpoly_factorization': [[[-225104, -2854, 77, 1], 1]], 'hecke_orbit_code': 13510799083438143, 'p': 2}
  • id: 202476
    {'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 13510799083438143, 'p': 3}
  • id: 202477
    {'charpoly_factorization': [[[68056486400, -95074240, 5026, 1], 1]], 'hecke_orbit_code': 13510799083438143, 'p': 5}
  • id: 202478
    {'charpoly_factorization': [[[16807, 1], 3]], 'hecke_orbit_code': 13510799083438143, 'p': 7}
  • id: 202479
    {'charpoly_factorization': [[[33609013371959552, 106979986688, -1039052, 1], 1]], 'hecke_orbit_code': 13510799083438143, 'p': 11}
  • id: 202480
    {'charpoly_factorization': [[[-91621167814810144, 788070396288, 1881222, 1], 1]], 'hecke_orbit_code': 13510799083438143, 'p': 13}
  • id: 202481
    {'charpoly_factorization': [[[62094891277796309352, 65878431119388, 15797334, 1], 1]], 'hecke_orbit_code': 13510799083438143, 'p': 17}
  • id: 202482
    {'charpoly_factorization': [[[-43257850059191958400, 42087546949572, -12340356, 1], 1]], 'hecke_orbit_code': 13510799083438143, 'p': 19}
  • id: 202483
    {'charpoly_factorization': [[[-42000810761587863785472, -2970108112280832, 7276752, 1], 1]], 'hecke_orbit_code': 13510799083438143, 'p': 23}
  • id: 202484
    {'charpoly_factorization': [[[257492653332388131607160, -6075574735083268, -126853406, 1], 1]], 'hecke_orbit_code': 13510799083438143, 'p': 29}
  • id: 202485
    {'charpoly_factorization': [[[1465000411106695377801600, -15226270486760880, -162184512, 1], 1]], 'hecke_orbit_code': 13510799083438143, 'p': 31}
  • id: 202486
    {'charpoly_factorization': [[[1355966501442959154930984, 37192066051084380, -567121338, 1], 1]], 'hecke_orbit_code': 13510799083438143, 'p': 37}
  • id: 202487
    {'charpoly_factorization': [[[-464073340153702976639663672, -678233415148671172, 893682734, 1], 1]], 'hecke_orbit_code': 13510799083438143, 'p': 41}
  • id: 202488
    {'charpoly_factorization': [[[22192202517256977014616064, -136035151991724288, -460197828, 1], 1]], 'hecke_orbit_code': 13510799083438143, 'p': 43}
  • id: 202489
    {'charpoly_factorization': [[[213337834797513917980798848, 1472056144713292752, 2723825664, 1], 1]], 'hecke_orbit_code': 13510799083438143, 'p': 47}
  • id: 202490
    {'charpoly_factorization': [[[3601867649193243158200896888, -4921626065139502452, 93426522, 1], 1]], 'hecke_orbit_code': 13510799083438143, 'p': 53}
  • id: 202491
    {'charpoly_factorization': [[[-665714447773103511228065760, 5229356802745684356, 5899174428, 1], 1]], 'hecke_orbit_code': 13510799083438143, 'p': 59}
  • id: 202492
    {'charpoly_factorization': [[[359130074235011116699419459968, -83940021540015643872, -2106807738, 1], 1]], 'hecke_orbit_code': 13510799083438143, 'p': 61}
  • id: 202493
    {'charpoly_factorization': [[[237600491562613391025602243264, 150600418325062747056, 27027285348, 1], 1]], 'hecke_orbit_code': 13510799083438143, 'p': 67}
  • id: 202494
    {'charpoly_factorization': [[[-615400877083852929330713198592, 5230192110719348736, 16564049928, 1], 1]], 'hecke_orbit_code': 13510799083438143, 'p': 71}
  • id: 202495
    {'charpoly_factorization': [[[-1521334678544426666075814337896, -357356395767570386580, -6036803934, 1], 1]], 'hecke_orbit_code': 13510799083438143, 'p': 73}
  • id: 202496
    {'charpoly_factorization': [[[2997703717247628759407795307520, 827674117716961294656, 54895016736, 1], 1]], 'hecke_orbit_code': 13510799083438143, 'p': 79}
  • id: 202497
    {'charpoly_factorization': [[[57474159834699517912111012159872, 4760086993725097788516, 123561203892, 1], 1]], 'hecke_orbit_code': 13510799083438143, 'p': 83}
  • id: 202498
    {'charpoly_factorization': [[[89812643222996426673109682445800, 366693279130475847212, -91648411106, 1], 1]], 'hecke_orbit_code': 13510799083438143, 'p': 89}
  • id: 202499
    {'charpoly_factorization': [[[-27238273989535528786186908119784, -2516208328294853538276, 71237114634, 1], 1]], 'hecke_orbit_code': 13510799083438143, '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': 4, 'label': '63.12.a.d', 'level': 63, 'portrait': 'data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAALgAAAC4CAYAAABQMybHAAAABGdBTUEAALGPC/xhBQAAACBjSFJNAAB6JgAAgIQAAPoAAACA6AAAdTAAAOpgAAA6mAAAF3CculE8AAAABmJLR0QA/wD/AP+gvaeTAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAAB3RJTUUH5AsHEjEv2Si3aQAAABBjYU52AAAA1wAAANcAAAAQAAAADnCbpecAAIAASURBVHja7P13vF3Xed6Jf1fZ5bTbLy56LwQB9l5Ekaq0LNmyJVlucuSJWyaelCm/lEliz0wy9njsSXHixCW23CTLKlYXRZESm9hJkCBA9I4L4PZ7T99trd8fa+9zzgXpFI8T2s7sD/fnHAAE7jl7P/tdz/u8z/suwf93/Lkdn/3yk0gppl47fn7YZtauH/fwPclLZ5rcd/2YuPPa6sITL2esH18cv2XvtH31+AZCXzI13qZayYSRu1bAzoyvfxvAOmAZ6Agh3uqv9pf20G/1B/jLcpw6NwOwLTXZFBbT7sR8/vN/ws71l9i6bpFQ+Zy++Plkyd78853W0vu1sMn0FZ+pMUHS7tJcSf3p6fl/f2FaILLuX78w1Iovz8yzbhzOd2OGqpnXTc9+5V/97tGff/3iF8S/+N9+4v+amT7zmSB59aXWyjFlCQEhpdQzwJlybf1bfUn+Uhz/X2j4U45zF+dBhCMqO3vf4sxBgORKfeTvNtry3VJY4iThwMuvUCkts3N9neWm4sJsCUxEmqSM1izHLvjs25ZxeU4yOpRSqwScuqzJTMJEVXBpIWH/dsOJC5KxIYPv+4Sh5sycZLkFu9ek7Nw0yjV7r8cKHyUt7Uh/88T56J93U+Hde/s+9l+z7omoEy+H5fG3+pL9hTz+P4Dnx/npBYD3QrIjatfN73/6c+b262rbEjvx9+srZyj5ivPTM9Tr88SJZqktyaxP6FlqgWW2kXLicpf1YyHDJYUSCRNDPrs2KdpdEDJiek7TjeHSgkDh04kSdmyyTI22kEgq5Zi1k02OnRtjcblEJcwIdEK7a6i3JHGaMTwyQW14A5CyZ8c2TpyZ+8WJypUz9973o3LduooMAv8U8A2hJt/qS/oX4vhvHuCPPf5tskzct2tj6z1PvNL+8GKjvWfjkOGx506wbcMyi4uai/Mt1o1JKiFMDBumlwKUtEhhWDeScX42pFK2vHQqoh0JQh8WVmDbhKZcCpiaSLlvf4PXzwzx0lHBkfMpd+3LWD9uqFQEm6aWmV9WhAF0IsuBY+NUS5LTsz5rR7tIAb7KuLKoGK6kSJExNZ6ytFwjwrBvSxVd2sO1OyNQ48eOXRz/7I27woeTzD5x0833vtWX+C09/psDeNxZxvOD0frKwv/56Lce9TvNw9mmtcHNMwvlWx5/cYHl9hXec3PIC69X6ZgV3nWzx1OvBmzf0KHV8bi8rIgSQaBT9m7MWDMasdiUvHp6iCQV7FrfZbapuG57hxNnPRpdTRzBbXtbHL9YplaKOTqtuWO3JE4iGl3Nq+ckN27JqDc9dmyIiRPJa2cEC82QtSOwZ1MTX0viBK4seTSjlB3rNE+8Cg/c0qLbHuHp19q84/Y6gd7E5ZUpZurpSyPl9ss37tmubr/z3fHExMQ/jKJoac3k0Ft9C/6rHn/lk8xTZ86jtRbffuxp1k4Y9cxzz/6aINo9N3P83rg9q5473KYTXSagRqhKzC3VKFdWuHF3lYdfrPLiqTZb1louz2vWTVraly2JtUSJx8V5yZqxCCEsuzZEHDmjCfwO29f6zMx7jNQEd+xNOHjS8NrpGu2kyeapmOu9IS4twKsnSuzenLJpHE7PCkpBAkJxYlpjSZA2ZuOEpVoCJWI85VHvwMZJxfnLkpv3NBgtV3jkEOAlbFtX49WjllePnaE20rnl2vXlWx57wXBxfjnbvW3H3rGR8PjXH/qT/36knGXX7LuTLEvtxJqtb/Ut+i96/JUEuE1Pg9JyYb4efvmT/0N0z3f/8//ZmOxjp88cTAK1cs1YVYXPHcyYGBKcuahAGj56f5NOVOLiXMg3X2rzffcuc8P2Mb71is+OjW2mhqucu5xy256YYxd9hisJIDl8rsy6UcPisubp1zOePgnXbbbs3ShZagqeOiJ5YF/CcEWx3Kxy8YpmpWFRXsyPPbjM+ZkaK03BTbu7XLdjHo8RZhYmuDgPe7cYOrHk7EzASFlzdFqyeyM0m5LdmxfYui7kWy/6nF3s8KH7Mur1YU5fslxaTvnwzRHrRsocP9ehMX9afergpbevWyvvWDtZu+2e63Z6UdT5/fd89B/98itHTwRWjnSxqblpz7q3+tb9uR9/pShKN7IEPvL0dHu4xKE708T85pGjZ9PnXzk9JrO52tFzGdOLc/zNDwoarXVcnPE4dTHh2OU277yjzj3XVHn1+BBPvhYzPNbi++6WHDpW5anDHa7ZnrJhtAS2g9ACT2pOXdFM1jLqkaUaRpyfy3j9YkZVjfDuW1ssr1R5/ohl31bBzk0ZWSq4MO+RZYadGwTXbkt4/nXBUqvNu26RlCqXOX6uyrkrI5QDQbPtMT6UcvqKj68jlFRYo9k4tcS1mxVPvjLCS2cSvve+Omsqwzx1IOTA2Q53XL/Mgzf7HD83wckLMD2XsBSt8Dc/vMyVmfWcnvbYsWW4MTR+zeLUpj3aIn7yvtu2PQvDK4D5q6S7/5WJ4AsLyzQai1tm6yc3RFHpsw89+fRQTVyoPPxChKcNt+4WrBv1efHEOK+en+e7b1lCyTGiRLHUDPjstyqMVetcv0sRxRW+c9jyhafbfOjeOmFY5cBJj3VjLcZqPhdnNY1ORrvdobLGIzGa0Ypi3Yjkbfs6vHIyRUtB4KcE5ZSXzigqVY8N4zFRCuvH4Mbd89TbmigdITGaQ+ckB09sJlAhgZ+hhyM6EQzVOmwFGi2fi3MZY8NtJoaqPPy8z6ELMR98e4sNwzWePhhy8GyXvduX+KEHMk6cneTCDFyYiTl6OeU9d7fZMFLjwKGQ2aWIzVMXawuXLtUefeoV3nbrxGeOVN9dX6ynH96/Z8t0o754rjY09lbf0j+X4y89wK21ALs//ZVH1u1aN/zr588f2Jk0XlanT1uu2QIbxoZ45XTKuWEFVrBxNOPTjw6xbnQxT/RGiWKPdlTm+SMxcbLMdbsg8Mu8cEzx+Sfr7Nuywr3XVTh5scb8SpeSnzIxYti1XnFlUbFUlzSaGdVSROB7bJiIOTvjoWWHD96tefm4xzWbVxgebvC1A2UanYDxoQoHTvjs3dZkbMjj3Jxg/YRHGCaMhBmelkgpeOnoKEOVNiU/YsdGhS9LfOc1S7m8wofeDlVvmG+/6HNsusN1e5a4cTtcvDzF0bMe564kvHbecPN1S/zQ/RmXZ4YQaDavSVg3rnn1RJlGY5ETJxcrX3jkXOV7333jE4FMTm5YM/vT1trLwPG/7NH8L+2nt3YW8HZevHD8+qjd+dtfeezIfaJ9joPHlhkejbgwL7jvhphda0Y5eKpEJ5I02xkXZyOOTls2bVnm//hrdZJoklePj3D0LLx6KuHCYosPPdDlzmtCrsxVeOmo4vilLmvHI/ZsFkwOaU5f9kiyhEBDveWhlWD9eAIKpEzotCUHz5fACG7aHuN5ESenJREt7tmfksXDnJqW+Nrjhh1NjIHXz4U0ugaEjyclG8cjtDKstCVaQ5JozlyBiZEu12xNWTeiOXF+iBePweWlDrdc1+QH355w8fIUrxwPOHYu5ZUzKV2a/G8fX2HH1BjHzo5wbkbRbFuiOOPgacO2rYvcd12H83MVqqrEbL3Kd71jA1156xN+OPQv105tO5hlycl9O0ff6lv+ZzrUW/0B/izHxYvTpElly5HjR/6fU6cO/9yhV57Z8vgzp6lUWoxWh3j8gOLodMTte+vctS9DygAhFNZKjBEoDOdnAs4tGLasbTA1AuUgJPQ0Cs2rpxUzK11qtZhrtxp2bwhotkKm5wW+Tkis4vKyx+V5QyMWaK1ZM5wyu2w4d8VnpCoRaCZHE5aalv1bukhZ5spimV3rA06cD7i4YNm7JWJ2SZKkHp1YsXtjghCWZluyZjhlYjRicjTGk1BvK4IAdm0QLC9X+dbLJU5e7jI6Wuf+mzvcsTvg9IVJXj3u8/qZlDPzMdXhOj/+3hb7Ng9z7soQ03Mec0sZc0sRZy5nHL2csWfbCj9wX4fR8iivHC9hmcNEczzx3OUtpSD66Gg13bxz84Zn/9bf+h9WfvlXfuWtvvX/2cdfKoqyPH8SqcoTaffc3z568MD+bz7X/eCh44e44xqfsZEKsWmxZ23GtZs03aTGpx+HNWPL3LodPD2KVmHvK1sSXj40ysFTPh+6t8F33xYxOjTGSC1gYlpx9ILHmUtdNk5G3LW/w7vulFyYqXBxtkSjaQhUQmkERqoZE0MRc3VNu+OxfjwmyzQ71nUIg4TnjwacmC4xMdJl+1SJC5cl9U7CzvWWamg4fDbA9xVjVZheVIxXwAwlnJxRrLRDRmsJUsJIJcE2NM8c8rgwH7F5qst7b07ZMKEhG+HgsTKnpy1HziecX4x4793LfP+9ESU1wrnLI5y/ormykDK7mHBp0XJ63nLL/kU+el/M4vJajpypcX42YecWRatTxiRzxIunOXts7oMPPX6UW2++6dCF6dl/2Wh156/dvfmthsJ/8vGXJoL//ie/xJlzK7UXD574ty8dfOFnQs7uPX++yZnLklYS00wtY0Mpa4YCFuuKOMo4dTnghZOCnRtX2Lc1RaBBKKTUaCUJlGVuwePYtKJrOuzZ3GD7esPEiGZqxMcXAYv1gIszgrNXBK+dg3NXYuaXI+rNjG7iEfo+E1XL+skEITI6kWbLVIKnLIkRJJnPYkPSiTx8LRDWMDFsGB/KWGoENDqCbuqx3BZMDRkW64YLs4rQ85kahQ0TMWvGukyORUyNRWxYY9k0pbhmo0dJVTh7ocZzh30OnEh57XxCppq87546H7zLUlJjHD8/zLkrmktzGTMLCRfnLacWLDfuXeDv/2CdtUMjnL08zMU5zaX5lLGRNmvH20xNGNaPVXj+1S6vnJi7Zv3o9L0jYXuLR/vhn/nJH4x/7df/8K2GxH/S8Reag3faTRqtBN+Tv3Dx4qm75s99UT79qr3rG89e0nffEHHPtcM8eSDkxHTMXDNj9wbBrvUl5pYsVxZiphcMx2cFo2N1fv5jC9y6o8zF2TEuz5e5vKCZXbTMLKRMz2fMNVOGR7vcvb/F7XvAlyUCFTC7FHJlQTOzJGhHkKaG0DdUwoyRoRQDnJ9JabRg8xqPSinCWgHCp9UxbJqKWFzRYB0VWWlBlILFslSPWT/p0ewohLIIE1ELPTat7bLSFpy/rMmMZqwmqYaCwIM0FbQjycyS5MqiZXY5JQi64KXcsbfFXdcKJmolFpdrXJwNuLwAswsps0spl5bg9JLllmsW+PkfXWaiNsLZS2NcmC0xPaeYX87YtanNrs0x88tlTp73ePK1lDtvmOXWXT7HL2xNXz+vn/mf/sb7zdYtO57R0v6DTqIYGa6+1VD5U4+/sBH85KHPMrXhRv7JP/7//bNvPvLk//j7n314x1D13JaNo5mcW6owvRCxf3uHNaNltPIZLWvKgYe1Cmst1lgEBl/CpYWQ509q9u9YYs+mDuUQPC3xPYXvayolSdmTtFsex8+FPHrA5/xcRCNNOH4xYs3YEt999zL7dzS5eU+dcwspC21BOehy5rKl3qiwb5tkpZtx9JyiWta8fh52rrN044xu5qN1wkgVjl0MUDrDkynag04kuXVPm05bsn9HRqOTcf5yla1Tiko5ZiWyTA63WW41+OPH4NWzGa+d7bJ53SLX7W4wMhrz4B1Nvv9tlu1TVbJkmLOXhjg97XFxxjA9lzA9l3FmTnBhJeH6nQv8/MearKmNcGF2lNmlkKWGpt0VSCnIsoCZhRJnL0kOn86wusE7b7EsLIzx9Wc7UvrzWzYPn926vJLdVhneVJoYH/7Wv/7Nz/G1L//xWw2ZNz3+QkbwRx7+Y7792hb18Xcd/ieHji3+r2fOXVAvHs44uxjxYw92GAkrPHOkwb03dtixZoLjF2os1TXdWJCkgk5kabQNK42EpUbGfN1ycVmgS13u2LvED7wtZutkhZVWjbmlEvNLPgt1wVLdUYTlpqHRMTQiS7ubMlZL2LTGAILAs0zPeQgZsHlSsXWdZd1km9nliIMnq9y001IuLXP41CjVSkwce4yNGDpduGZTl08+NszujSlRZBkfkiRZh2oY8Pq5LiWvwg27Ul47EzO76LN+LGDrWtg0FaNUwvQC+J5FCMvmNSkjVUmzE9BqezTaHksNxdIKLNYNS/WMhXrGTB0Wuxmb1rf4gfsWuHOPJtBDXFmoMb8UsFDXLDUkjVZGNzIkqSWKDSvNjGOXJJu3LHL/dZanXx2hPNTix98Tc/biGK+dK7Fu7frMiLF/9g/+zs7//Utfmc6+9wMfeauh84bjLxTATetVRCkszV44v+npF099RNsT/7TTnOHizCSX5xSvnYlZjDrcsLtFJajzvjsj9m4cZnp2jPmVkGbbo9WVtDqSRgvqTcNKK2WlkbLUsMzUBVdaFitafPCeOg/eati2NiSOyyzXQ1ZaPvWmYrklaLYF3cgSp5YsAyUtgQelwDJcs0yOJmivy+krMYdOBZi0wntui9HeCi8fHWLLWnjohZR79gXM1TuEWpFmCaMjkCYe2ktZXCxz940NHnq2yta18NLJCI8y777VkIoOh05nnJ0O0dJnzYhmpCIoBQLfFygBqYE4sXRjaLYtKy1Ds21YaRsWW5ZOlrF5Q5sHb6/zwbtiMFUWV4aYWyqxuOKz1FAsNwQrrZRmO6PdzehElmbHMlcXnFuyXLt9lvffWUfrKjfv8Gg0Jjh4IuTSfMLpK01271jLvl1b/1FlzbWfmVqz8UIcdzvvu3f3Ww2l3vEXBuAvvnoaodf7In714wszh3/t3OmD4sS5WOqgxX3Xe5ydHuHQacvxCzFHL8OVesoNu5b4Zx9fZv/WErNLwyzVSzTaPo2Wpt5S1FuCesvSaGXUmyn1tmG5aZltCq7UDSPDbd55c5M79qRsXqOolTwazZDAk4AiTp2saCy0u4AwjFS7nLxkMTbmkZcqRO0SO9b73Lm/TWJWePLAMDfs9Dg506K+XOP2/W2+9XLAmlHL0fOWv/m9DY6eC1gzKnn0gOLOaxRL7QZnLo5yw66YJw91SKMyd+z12b6xSydt8c2XFWSC09OaWlmjBbQ7EmMFmbEkKSAN2jfUW5ZKNWHj2oi7rmnzzptSxiohs0tDLK6UWG74LDc0y01BvWmptzOarZRmx9DsWOodWGhJrtQz9u9c5P/4+AI3bPeZWxzh+IVRjp4t8frphNNzXe65McanxJXlirnl5n32pv17/vubb9z/iaW5K/HYmh1vNaSAvyAy4fxSKuOo9d0HX/7DHa2u+qWvPvKS2jElkCLk6UOWfTsX2LVF02gPEScaLVNGypojZyf4J78v+ac/Ps/1WxMq4RALK2VKfkDoe4SBphQoSqGmHCoq7ZRqKWO0alg3JJhvVfnad6p88YmI63Z2mBrNaLW7vPf2iC1ThjSTaGmJU3jq9ZALcyFrRwyHT4dgRtmzQXHjDYYgbPL0kTbzC0Ncu6VMKpa5Mudxy044N5MwXgmZGIVgRtPuBswuaTztsWVdnSNnR7nxmoCzlxtcuDzM+27PmKsv8sKRYV4/V+Hm3SV+6L4uyBYHzxomR1vMzic8edCjmyi0BG0sW9bGvPP2mGZLsW7EcONOiOMKS/Uyh68ErLQ8Gm1FveVWt0Y7o9nOaLYyR8c6luWOZKYpWGon3LJzgZ/72ArXbKxy8sIYl+aqnLvic/5yxvHphIk1be7dp3jutRIl1ZWNS09x1LP/+ujJU+UPfeD9p6xNvyqENm81tt5ygFu7TJqufOw7rx78548+fWp048Qc+7aENFshICjrgGcOeXz0/ibrJ8ssNz26sSEzGSB4/cw4/+gTig/cschH3z7P9g1VZpeqlMKQcuhTCT0qJU2zJKl2PIYqmnY3o9XJWBMZtyR3A5bmQ6YvWuLUcGkmJQgsIPCVRUtBu6MQeKRtzfVbBNvXWTatbxNlTb7xouLYqRHedVPAjdcs83vfsPiizJb1bV57VrF+WDFeaxOqEnHiMdeESqjZsEbw6rGYG3eVeNsNC/zu1zr4XpV33GbxgjbffiHmoecrHDlbYtu6MlvWZkyMxGwdT9i3JUMpg1YWsJSDgInhgDjxaLZ9Dp/0aHU17Y7KaRu0upZW2333Ziej1bG9qD3fVszWLaVqg5/+wDzvvz1h76YaF2aGmVksM7vkMbsIlxdSuibm7n0p3c4w1ggCrTlxqcyhi097D9w2+c8PvrJhaXLTTX/37OX2725dV/5vF+DdbocoEn/9wIHHf+Hs8YdHZ2a6nLkMH7m/ztqhmOm5CsZ4PH+yyl37GgxXE4YqHkNlTTcypJkBKzl2epRXToacvDLH997R5K69HYarVZbqZVaaIbWOT6ujabbdze50Ne1I040s3dgQJ5YksaSZO+PUxxqQSuBpQegLhquCkSpMjRs2rGkzPlLn4ZfhqVc8pBniXTd5XL+nydNHEuJujTuvF9Q7HeYWK9yxyzA+3KakA7qpYr6RoIzg+l2acjXiwPGQe28c4vbrmhw4rsAOcdNen//ufUt869WYR1+scPRCyKYJxdRoiZFqmaEqlALwtEVJMBaOnhVkmUu04xSixDksu5FLIDuRod11Z6sLjcjRkbkWRKbL/dcv8b47GvzgA5YoGubyfC2nNR4rTUmjlbLSMqybyrh+i+bF1wNeP5MwvZgwOtblQ29PWJqb5xMHHxr9vu+K/+977nqbbrU6/75SKf23B/CjZ+qcn7X/3ZljT/3C9OlvTZ481+TaLSFPHFT8xlcNN+1qcN/+Jh9+pybVCZmJkNKiFQS+pBJKktRirUFJwVyrxGce38BjBxrcs2+FH3lghX1bW4yPlFlcKdNsB7S7Hu2uphsrupGiGwuiRJKkgjSFzFicd8sllVpD6EO5ZBitJqyfbJPS4uSlhD9+MuTMxQrDQYlb9mru2N/ghRN1Hnmuxm07QzatbfPJxwRKBNSqCSutCGNBCZiotWk0fUxa4rvvmePTD5XZPhvy4G1t4mSRJw+NkWQht+6d5MFbGuzcWOfbB9q8drHMwbM+G0YlozVBORD4nnsIpQAhLMaCMZYkzR/WxBIlThnpxtCOoRkJlruCpSYI3eX6XSv8yDtXuHtvxli1zFK9ylK9xErTJd7NtrtWaQaZtUgv4eVTEZ99os2aiQ7vvbfJTTsUJhnn0LGA4XCFr33jscla2f7CHXfeZq2d/20hJt4SnP1XTzJ/9d/9HjddU2a5YX9MypX/p75wfLykGrx+ukwnlswsOI43U0/ZMNXh7v0Rpy9JxquK3esmWG76rDQM9VbiOGTH0OxaGh3BUkey0IZWkrB5vMWd163wI+9oc8N2QZaWSLOAdjek1fHoRJo4USSpJM0kmREYKxBYpLAEvqEcpgR+jO9FXFqMeOG45NS0z9npEsoEbF/rc81WxU17Gqhgnt/4YpVuc5R33y65bvcl/snv1Ni3vsqt+7p89bk6UXucjz2Y0s1m+eqT49y2p8ruHTP83G+H3Li5xnvuMLSTeX79yxqfGjft9NmzVbBjYxtkk9NXupy6BC8eKzM9W6GsBYGWVAJL6IGU7oZa6x7WNIM4hTgTtCJodAWNBGKTYmyXW3Y2+OF3NLhnf8ba0YBOt8xKs8xKM6DZ9ml2vDxZl6y0BCuNjHorYef2RSaGmpy65HP3vowNEyHzi0McPV/hyjxEScxrpxJ2bqtw1x17F9aOjf+P7UT/3pryAnfd/7H/qnj7rxrB/+gzn+Pf/O4zpNlNP+SZ0//q1SNnhqvVDh9+QHOTpzl3JcRTGk/DxKJksaF57LkKUkKnKtFGUQpBSBfFjbUIAUoaPGUJ/YyhQNCIPJabI3z+qRqPHeyyZqTNR+6rs2djl26nxbVbLRunFFHikWWKzEhsAW5p8HTG+VnL2RnBSsfw5afLXFoYwcYeI6Fi3Zhm85Rm23q4dnsDIxf4za9WWFoa4rY9mmu31/n2QYFIPSZHJJVySjvxkVaClSjtU+8KZpcEe22Z+25q8syBEuvGfW67dpQff98Cn3ioyYvHK7S6HosrVbauK7F7bZtbdzX5vnubXF5a4stPByy2A85f8bh0ycdTAiklAoGxlsxAYixZahgZS9i/t00UJezZGPGht0VMDCnGagFJEnJ5rkSr49OOPFodTburaXckra6kGwuMgVKgGBuSbB0fY2ykytY1hjRTHDsTcHnB48pCxtxSyoXZjMUo476p8zRm5scbC7v+1e3Xb0q2jZ751Ne/9mm+630f/asH8Bee+hS33rNG1MKbPnzg9Su/deH8xXK9qXnk4BBeuMiPPDBL6I9RCioEgUe1rFjTzOjGBiEgDCRKuQXH0xIAIQRKZmgl8DxDEFtKnqUaZoyUBK1Y0ozLnJuu8H99ahRMikhTbtrfZutUTJqCsQZrXRFHCoFUAu35HL/gc/RUSCXUVH3JeFkwMSaZHNWsm1BsXpuxe/MKmVjkV79Q4/yFYW7b5bFnS0YnbfLcoYDhksfYkGW4GlMuOSpkjKTeVSy1LIv1jHqrxN3XrvDS0TbHLiiGayG37h3mJ757kX/zRThwqkKrY1lpamaXakyNl5kc6bJ5rMv//OE2tXKd187C8YsSz7MoZRHCANb9ZyFNYctUxp37UrLEI0kDrC3TjT1mFnw6kUenq+nEmm4k6USKTiTpRIJuJOjGkKYWC6RGMD0Xslj3EQI6sZMbl+ops0sJF+YMc52EH3rPAh+6R/LS0ZC5pfPDx0+L3zqitqevXrr7s7/xO5+1P/XjH/6rA/CnH/8EmdTquSeOftDEs79XltPhhjU14jhj+3jK5749DszzsXfOo5TB9ypUQk2j5hHFYAxIIVDKLcPWglYSrYQDtzb4nvOIxIEhSixxAlFiiFNBlFq6iSTKApIs5NipCgePOT7poO24sSfBV87zUQ3g2rVQK8FQRTJSVYwNayZHYdNUxNqJFRK7xK9+YYjTZ4a4cZti2wbJ9g3LPP56yuziEDdtlYzUDKHfIZABVgnSTCKsJc1illshs4seN+4pcf2uJk8fCFkzIiiHVW7cZfjZDy7yr75oeP1SlZWWYaWpmF/WjA9XGKmVGKkNUSsnTFQSNt8YE3gpnk5RKkMKl0xY3EOVJIq5eU2SKpJUESeKKD/jWBLFkm4s3XWKBN1EEMWukBQnliyzWCxxIuh2BUI6rh8lhmYrZbmRMb1ome8m/PC7F/iBezXnL0/Qape4PJdx5MzZ8sSU+L1Na75ttm6e+MIn/vCPso//yA/+5Qf45z7/BWaWKyqNZz9k4ku/m3ZPhOsnhwhUipY+YeBA+plvTTAxMsMPvG0REIR+SL2l6cQyj7R9fmkMpJkgyQS+p4gT6cCdWOI0c6pIOnBmkGaWLDNkBse3DT1wO5oDWoLnQaAFYSAoB5JKWTFUlowMCSZHUzZPtalWVvjCMzFPHhplZaHG/k2KzWs9dm7skokVHn6xTMXTTIwoquUuh07DkTOafRst7Uhx3c6E/dstM1cy5pd9Ot0y77mlyXde63DykqJSkgR+jX3bDP/7jy3yxOsdvvrEOIsNy+bJjOW6ZrimGKp4VMselZIlDAyBbwh0hlaOakm30OXXTGCMIDXSXbtUkKSSJJXEiXBnCnEsiBLya2iIE9O7dsYpkliKe+CS10bHstAUnFq0fPiBBT56n+LMxTWcvBhy/krGsfMZfiCZXT4alsPsD5pL8q/tWDf6uYe++tnswe/+LxvJ/4sDvB41pGT5o1F99t89deByuGtLxgM3zeJRA4YJA59AC7qJ5KvPDfGem2dYN+GhlaEc+rQjTZK4m1IAM8vBnaaCJIM4EXlkgjiRPQUhLV4zQ5a5iJPZXCnJ1RIhBFKCkgKtBb4WBL4kDCSVkqBWtgxXDWtGIyZGmqR2hc9+R/KJh8aYDEP2bxJsWuuxZZ1h89plvvCcZWkpZM+UYqQG1XLC7DnJ3HKAvxWiRDAxJBkehpNnLcsNw8xCyM4tIfff1ORrT4WMVSHwfZQcZt92wU8+OIcn5/jK0yMcuRSyppEwOZwyVFFUS4pySVIKNIEPgQdaWwdyAVIMgJzi+pFfT3KgQ5K5imiSGJLUkKYO4ElqevKpMZAZ8le3SnZiS6MruFiXDA3Vef9tKdMzazl8JuD85ZSzV1Kmlw3S6/DOmxJGvVPhuWnvt4JyrEtl9Ue4OPOXE+Cnj/4haWZ+7Ovfuvgrp89crJ2eDnj15CiPvVbnB+5b4YHru6wZG2FyuEStmvFHT6XMLMds37dCZiDwQzqRRxT31Y40k2SZyKOQdDcldYAvolKaQpJBljklITPu5hhjix7OHNw5j+9RHQeQMIByaKiWUoarKRPDHcZHVnjmWMwfPFLi+Nlhtgx5bJ+CDVM+G9bA7k0N2mmDF47WKCmPiRHFcBWGqxEjQym+rxHCPVydyGepkbDSttRbKXPLPpumqty+Z45HXmxz/FKNcpDgKR8hhti+XvGj71jg5t1z/MEjVV44PMxiSzNZSxkup5RDSSlUBJ4g8CSeJ9BKOkqXf0fyZ9ra1UB1D78DcJJa0gLQqXErXxEkTH49DaSZu75RAq1YshxJ5pcM92xqsnltxB99Q3LiXMrpK4aZRsp9tyzx4fvarB8ZpdH0eObI6drps8mv2vJu/1/97uc/8bf+2vf/5QN41GmhlPrrv/2pP/iFmZnzY9VSyNZJweyS4ujpUf5t3SM2y2yduMJt+xS3X5dw6GLMwdOWvVuabJgyLK5UaHUCotgjTjRpKkkzRZJJ9z6VPWA7yiJJU6fXOumPPHJLjKUPblekzCM3aOUKJr5nCX1DKUyphikjtYi14w1m621+7cseD780ytJyhR0Tgk2TgvWTPhsmBVvXddH+Cp9+UnPmYoVdayQjVclQJUPKiEvzlkBLpABrBXGi2TzZ4EUyGm3FcsMyu1Ri14aQ77uvzue+7XNuNsDTCUJ4GFshSSU3bV1m8w82ePhAm08+PMrL5yqsHxGMVzIqYUboCwJP4HsSTwu0crmLlKKnB1vcQ2YsTmnJI7OjIcWKx6pXR/Fwq2YO7m4qaKWClUhQb6SsG17hpl11jlxI+YNvtwHF9k0d9u/t8Ne/K2FqaIjj54eYXVLE3ZT52ZNj73j72C/dcPPH1Y8utf792GjlLw/AG40GmVU/fujVp3/h6OvnJg+fhe+6s8v4UJUjZwRapVxcrPJvPhcgvQ73Xtem5EteOTXMC0eHeOyVFh+9v8O7b4lZNx7S6oZ0uh5JqvNTkWZyVVRPe+9dNS8zfUpjjKDHSqyL3FKAUk518JRLUgM/oxSkVEsR48MtOkmHbx+y/PHjQ7xweJgR32PfesvaUcmaMZ91E5INa2K2rV/mtXMdvvydCYaUZmJIUKsIauWEejvjoedCqr6TNI2FTqT57jsjvv68od621FuGuWXNhskq33tXixeONTl60qcSpCgpHMhNmW7suP6P3l9n19o5Pv1Eg2ePDHNhucRUTTAUWsq+IdQG3wOtBEq6B9lFcihKHyanasXKlhnnTiz0895pcgpjnJ7eTQUd45o/2nFKELT56DsW+cH769y4KyVKFD/zPTN4nuKe6zJ8GWKycV4/U+XibMDrZzIiYt5/R8yZE+cmW9GTv/CO+99mGo3G79Rqtb/YAL9waZGFesLssv3YmZNP/fKrr3xrbMtkm1azwqvHUrat1YwOWYy1BDpjZsVjvunxje9U6WSCVuwSna+/GPH84RZ371vh+9/e4T23t5kc84kinyj1SBJNkmnSVLkzU33qYiSm4Os2j9ymX88Soq+da2XR2uB7GYGfUApiqqUOGR2+dUDyqceGOXx2CJEEbBmxrB22jA8rJkZ9psYl6yYSNk01uDjf5Ne/WiGNSmzYIBiuamoVqJUThBfT6FQYrlqEEFgLSSoZDRSpSWkmPs12xnJDcWm+xN5tVX7q/Sv80h8FnJ+voFWSPxiaNA3pxpKpsYCbdjTYv63F6+cv8cePl3jk5WEu10tUAkXVh4pn8bXFU6ClK+cLsbqyZwBr3EOX5a7J1AiyzAE6yQSxEUQZdDNBlFm6icUkMSNhm/fdt8JH3t7g7mszKr5PklbwpccP3K+IE48kCViql5hZDJlf9lhYFlRCwb6NPucvlzh4osGGSw9Njg6bX77zzltSE5/7feFV+POsev65Arzb7bBhvPyBP/76M//mj7/yUO377prh+l0BU6PDXJwNMdZxXSk85/EIMkYrlnpb0I4F3RTaqaARl1iJAr76UoWnjjS59dsNfvb7mlyzscvEsERJjyTxiFOPtBfRlVMJMplTEom1jhLYXkIJUhiUsmhl0Dol8FM8FdPoJMw3Ev7lF0LOzo1w4Ogw1viMlQST45bxIcFYTTE27LFmTDI1lrJ+os3Y8DIPv2J4+cgw+zcIRqqSallSKxsqpRjhRQSBRiv3862FLJN0Ik2nm5Aa4aqxLctSw2NmscYdu1vcvneFTz8aUlpSaJk4QFpNmvnEievxHB8OuXl7i5t3tHjxbZc5Py/5g0eGmVspM70Y4CtJxRP4BQ2TLvHsBfKCqpDzcSscxzYQG3c/YmOxmYE0RaqINSNt9m9u8bMfbHHzHkMl8IniKov1gE43oJvTyU7ksdJ051JDsdSARjMjzQxHT2mm5y2XVzKMP4PX/dRYe6Hzb/TQfcu22/rynycm/9wA/sLLx9m5bb36/U/+wY6FCydra8OIP/zGMC9sq/M3vucyW9cPMbNYZqnuUQ4Uge8R+JKSn1IJDa2uoR25wkHVgyFfUo9LNJKQRw8M88zRNhW/w197T50NYylb1ra5Y1+GJzXVikKgBqqSzitt7UDkxiKkRQlDlBgsKciU189KXjqm+doLVV6/UCVOy1S1YqJkGa1YRsrW6eA1zeiQZmxYMDWasm6iw9qJZZ48HPGbX5tk7bBmoga1iqJWEVTLKaUg4pkTim6s8SoOVNYK4lQSasUNuzo8f2iYVgcanYyVhsfCSsDswgg/9eAs0wuLPP/qBJ4ERIIB0lQTJx5RLGl1NCPVkOFahdt3tXnb/jY/+PZ5jl00fP2FkBeOlThxpkIqNFGk6CQKKSRCiKsSz7wmYA2psVhj8ETGkJ/g24Tbb2ixZW2XjeMpP/yuLqGvKfs+nShkcSWgG/l0orxgFGnaHU2zo11+0RQsNywrjZSVZspy03J5xSK8Lj/9wTrXbgg5cKjMy0dfru3csbLjgXf/mGosnshqY7v+4gB85uIB1mwo+cdf/87H4zT5lW48y3vuVLxy1OOZY4rffniJD907x6a1VYarQ1xZCPF9jac1vpZ4XoqvM3xtCDyLryGMDSUtqCaClufTSj3mWlV+5Y9HsWnM5HiXvZs6jA2lfOj+DpsmY5JE5HxbwkDkJuefUhqEEnz+8RKvna4gtOb85TKXZsuEJcVQIBiuWGqhoRZCtSQYKitqVcVIVTM2DOPDKWvGuqyfbJDZFT7/nRqdVoWdGyy1sqJallRLhmqY4nkxDz8fErUl3iTIHExJKqmUFO+5tcNTrxhakaTVyWi0NStNzcximWu2VvnQPQ0OvF7m/FIVJQ2Q5HzZI8kUUeKKM62upt7yqZbKVEoR12zoctvuLhfn6py7soL2Mg6e0Xzu8TJCKQduIVffRGsAA9aSJBmbJ1M+cn+HsZph9ybLmjFBmnpE0RBx4rO44tFNPKLYpxu5iN3uatpd5cDdkqy0YKVpWK671sGZZVjqGiYmG3zong77Nwzz7KFhXjiWsn3jFTZv2fIrzzz/Yrs2tusTz79yNL79xmv+YgD82y9cQr60vCvtnv61zuKTcnG5QrUUc90uTbvr8eLBMR5+IeBnv3eJ77s7JvRH8HQFrTy0UrlM11cztLJ4ynHIUAuqnlsuO5mik2miLGSxXeWJ1wyGjC+9kCJF6kru1t0kyMUSpwUihEIIiVSKNNFIo/G0pBrA1glLxTOUA0M5gHIgqJQk1ZKiVtYMVSUjNRgbSpkYiVg30SRjmX/5JyFPH5pk+xiMlPPoXZZUSynlUkyl3KFUKhMoiZI5B8fRgSTx6HYEnSijGSlaXUOzY1zLXMVnenaIu/dG/OyHZ/nnn9NcWAkQwmBtgsksSeoRJ5Ju5NHqKKodTSX0KZdCykGZMEiolmJu2hnjewm37Ez5kQfaaJXmRSCDEHY1KbcWaySZkQihCHwNVtGJNAtLmixP8uNUkyTaVUJjj26s6HQ1ra6i1VE02oJ6C5abGSuNhMV6xsUFwVwn5Xvvm+dvfk+Hen2Kl4+O8MrJjMmJDuM1yae+9Kz88Pvlr20cb3xHiM7hPw9s/r8G+LGDv8+2jXHpa4+f++BDT50Sa0YE68fBl1ApZUyOBmydSImuVPjVLwoQC3zonkWksAgqgO8iLh4CgZSZ48mSHsijFMIUKhnEuWwVG0FS1qRGk5rASYLWyWDF0atSCtBCuEqlgrBkCbUlVBmBB4GG0LeUAkHJl5RLknKoHcArguGqYbSWMjYcMTnaYt3kIr/5NcMnH1nDxmHFeNVQqyiqZUWlDOVSRrWUcGXRcPpKQOg7+22OITIj6MaarVOGqfEuja5Pp2vzKC5ZaWqqpZBqeZgfeWCOM1dm+K0vr0dLjcU1e6TGkqSaKFZ0YucdaYeScldTCjxKgWvTC/wU38vwdIbnZWjpGiXcdbZ50p37VhyRw5rcM9PMXZaZyiugykmzebnfAVw5gEeKVkfS7Dhw15sZK3UH7vOLgpl2yve/fZaf/Z4u3c4kF2aGmFmUtLoJ1TRgdtGwZU2Hxcsvi6/Pdj7YMFtP/8vf+lTnb//ED721AP/CE2O+Fit/P+Ti379he10KG1BvZ9hMc2UhQEjBaE2yPc04MVvmV78gsHaeD961zFTqLlySajIjMUb14CmkA7lOwUssqXbOOFe4EaS5tGVsv+xu85tUHK6S5xIrLY1r71JOWfCUwNPW6cZaEAaS0Jd5i5uiWpJUy5ahSsZwNWW0FjE+0mbTmkVeOBHx6SfWMRIGrKkaamXhwF2SVEJDJUypliNeOA4Hj5XZMWFz3tsvm3cixS27LTs3dXjx8DDtyNLpZrQ6Oge5RzksUQqH+YF7lzh4Yo7nj06BVRiTOTkvtaSJdb6S2CWu5a6lFCpC3+R5TkagDVpneNqglUEp47ZgkX2Ai6I4AL38xRpBZh3ty4wkyyVZV1BzFok4p0ntSNLuCFodQSvv81xpGa6sCBa7KR+6f5af/UBEEk1yfmaYhRWPzAjWjWmkgMQmLC3XuLwYyd07Lv+TB99W89dNVv/Z34b4LQP40kpXdjvtn//kH33i7752ctmPrWBqLGNxWZFEmvERha9huKqx1rncjl0p88ePj3DTznl2rG3Q7Gg6XUmUCOJEOlOPtXkhxqITB8hCl82MdZXJQsO17j3AwD0aAHi/oKNkXrFU4GnXKODn1b/AV4SBohQIyiVBtWSplTOGKinD1YixoQ7rJpZ5/niHn//dNVyYHmbbuGG4DLWSolJSVEKohBmlMMH3utS7FiUVnrJI2f9gWa72JKlPrZTQTvMEO7K0uxnNtqReUpSbAWFQZctUwv/+8To/93uS546uwaIw1pBlhjRLiVNDnOSRNJCUIkXoSwLfEviKQBs8z+n9WlkHcOV87w7kuXw6cBmxIr/GIg8ieW0hW+1liRJJFAu6saATuZEdnW5Gq5tRb1surQi2bGrwg/fFpPEEp6eHmVnyWWpIjIGpUc3kWEJsEhZWMqbGLK3mgn/s5OX/3869f92zaecfCV36M5fz/8wA77SbWBv/s7PnH/3bJXkovHNfjUOny0xfycDCWE1RK5N7O7Tzd/gpWmUcvlThkQMNrvlAi+FqhZWWT9BR+J4g8WSvs0aIIuo66cpkeYm5B+4iagODCSVFGd4BWwoHbpXzfJ23onlaEvhuAFAYuJEMpcBSCQ3VckatnDBUjRmtdVg3scLzx9r83CfGOX5hlM2jTmGpliSVsnTRu2QphxnlMCHJYv7w0SpSKTxpUaIvExor8qKUx4++a5lvvhzTjAPaOcBbHUWzpagHmtAPCLwauzem/NP/bpF//AnBs4fXYKwkM65tL0kNSd61E4WuWykIBKEnCHxX2fS1HchxDDLXxqW0CAkSB/RCPsQWq+IA0I3Iq8P5A5oJ4sR5gaK8hpEkhjg1dGPLUlvQNQnvvrnNSHmYo2dHuTTnsdQQNNsZSWKJPWeYGxsO2ThmmFuSvHbacGbhZLhinvw7H/quB0R9pfEPhob/bEWgPzPAlxcOY629/Zvffrl0bj7mxx+8wua1Y1yYcaOKpQRPZwjhxo11YsHYkMf4iKKTxcSpICx1qJUjPF0eqC4KtJY5wEEJl3RmWR6tjehFbWv6uO4F7xzgUoCQbn6IHIjeWhe+E4nnSeff8AVh4GaelIOMSsmBu1aJGa51mBiu88KxNj//O6O8fn6cDSOCscoANQk1ldD5V0phSilwI5MvLY7gKYGSJpfl+klmlknSVLF2xJKmCY0kpBNZ1zvZzWh2JaW2IvQ9fC/E00Ps2ZDyT398nn/42/D8kUkyIx3AM0uSZnkkN0SBIYwlXV/1KJjngacdRXM+FYsuAJ6vlkVgKI6es2EA5FleGc4Gq5x5D2iWWuf3MZCksNIRdJOYQBlOT1c5eNKj3sxodwzd2HlehIDZRYeXbiw4N5exErX5ob1tFi+/VHrt2Kbb/9/MKP8zAfyZpx5hfnGofPDV3/JfOhlx8vwwjWiFd980w237NN2oklcbB3mbJE4lUljuvXmJw+frfOFJw227W1gzQpR3jQgESgqslnkE7lMSW1CTAUegHfhcg5G7cAlKKXrgVlKitRigJxB6EPiGUmgpBY4/l0sJtXLMcKXD+Eidl092+cf/foRD5ydYN6yYqBiGSoJqKCmHinJJUArdw+FK/THPHxW0uj6hylcR6Th40YSQGUGSaiqh4o5rm7zweo124mhKJ8podxTNQBH4Ct/zc/48zDUbDb/4E3P8vd+AZ49OkhhJYkzeLD3Qg+lLAt+46J17U7z84da5aqWUdQ9/75rZ3vUbPIqC2eDKWbg6M1NQR3cvpHSDiZASL+zyoVvnmF4yPPQcBDZCSeNcn2nufzGQZIYog1aacuOeBj96U8z12yqcvDjNNx7+vP+h932k/NBD32g/+OB7/8sDvL50htrI+uHHHv3Kr588O3Rvu7XAVM1y7PgoLxyucMu1Db7nrnkCJdm8BkYqkjjVZEaBhVKYcOpyxFeeHuW1czVu2y25YaOkFFiKVMd17oi8ycHmDjibX2jbpyW92O0ejJ7enRcyCnA7gLt/19MukvkeeZNEbrAKMko5vaiWIoaqHUaqDV49FfGP//0IB89NMjWsmSgbhkpQCQWVkqJcUpR70TsjDFKq5S5PHvRZqYeMjPTL5MWndRFQkGSKyTHFA9e3ePIlQycWdGMzAHJJ6ElCT+NpH61LSGm4ZqPlF35ijr/3G5Znj0+SGE2SGeLUkmS2F8mDRPbchb6WaJ2bsKRAadGjbf1cRfQ+5yqQ235BqKCFxvRfM+tMbYB7mDyPdZOCj+/scue1CUcuGF481uDoRSj7Eov7O93UUqtmbJnqUvYi3n9nzG27fdqdMeaWAgKVMlHx7j1++tRvP/Dg9//0oePTK/t3b/gvC/ClpbM0GtN/b2nxtY9uHL/E+rtqXFkQXJzJuDAHrxwa55EXRmhFEQ/c1GD7uoQkTbEmc8ugErxyaoxDZ4ZZWxPEDcvsomFsOCP0FVI6YAtdRDuxygl4lSGwH70L7p1Hy0HeXTgGtcL5M7TF81xjcegbQj+jFKaUw4RKGFEtdxkdqnPgRMTf/41xXj2zhslhj8lyxlDZ5uDOo3foHs5SYAiDlHIQk5qIZhwglMRT/TxAiP73yUzuhkw8Kn7X2QXikJEC5N2Mtu8ieOBLPK3xdLEBrWXfFssv/fQs/8u/Mzx7bA2J0USZIM5MHsUFYZIXzjyBr02+erlOKJWvaO76iJymiN7nfDNWUIB8EPB2IA8SeddV6AsmRxRD4RBzS4q9G+v83I+s8MrpOlK7biBrIElg+7qMB27MaLWqLDdGmb5S4/yMz4UrcGVR04pm2JcEH5089OLpJEn+4X/RCG7tUWDD5m889O/2nzx/FkHCxFDMtTtKTI1VXKLmJ4zXFUudMi8frvDEAUtmDFi3PmstGSsJdk0YhsuWkYpbOvsXKe8OFy4q9+3bYnUy6X6rT0sKcOd/v2+FdRFUa1c88nITUuEeDL0s580JpTBipNZmqNLk+aMp/+A3x3nlzBomhjQTpYyh0FLNwV0KnZxYgLsUZIR+Sq0Sc/Sc5YkDFXwp8ZTJv08fMQ7gkGSK1Gjuuylhx7YWpy+UmChDN7bujDLa3TwKa4XWHkravGhkuXYz/OJPLvAPf8Pwndcn6CYlokwSp5Zy6ihL4JFXh4vVy+QURbrWtoFVTvQALlaBfNC70rv8V9NDIVatAnEqmV8OyIyg3fXYvKbLddu6+F6CEAZjJGmmaXd9LlwOqbcC5pdCzl3RHD6dsdjqUK12mJg0xO3TvHzguf33vetvbv7GMxfPv/eujX/+AD945ArHzoxumZ17+l/U6+0PNJaqPHtUIXSTHRua7FpvGKoOMZlYPJ0y1LVM1VyRJs2criqEc7YFnhtzUA4F5dApGYW101GJfsTrwaLI7gfNQrjyt5B9C6wUFqkKWdCBQSsXtbW2+Hn/ZuAZAj8l9FPCIKYcRowOtVlutnnqMPzip6Z47dQ44zm4h0uWasm54Qqt3CkvxkVv3wG8FETEWUa3ExIq1wYnC8D0AkWuSGSSNNWOy+uIKLZ0EjEAcIPvZ/iexvOkq/pKrwdwBFy3VfCLP73ML/9RyrPHxrhcr9GtSIYzSzW1hJ673oFnHQ8fqBZrxQDA++As/OOieB284L1Y3v/94qFQSiCMmzHTjQT1lsJYn26kqDcDfL+KlqanJqVGEudFomZHs1jX1Fsx5VqdG/e12bFeIU2FJ1/1aDQaHyilj2e33Xnr37HZ9Dmh/tOoyn8ywJP2JQKxdNvBgxc/+NqhMzx4O2xeO8zTr41w/EzEzFzG9rWWatkJ9+XQEMeOE2aZs8iCu3ieoq8/B5IwX4Z9z/1ZQSuuTnqEcKMdBnmiEDY39dteUirfFNzGNSf37LEO3IGfg3u0xfxyh1/4wzJffm6ChdYIE0OSiTAHd+h4dzlPLEuBpBzYPII77h0GMRDz2Ks+y4nPWMAqPzaiv6Qb63h4nGhqgeb+G9s8fzymmQQMJYYodlO3/Mg9kL52AHcrkoeQFvIK5J6Nkn/+PzT4+vMd/tnvrGF6YYTOsGbYF1RTQzmFIHH0zNduoJFXJJo5uAs614/EA5F8YLVE9JsnintTNFW4ApFF4CKOxSXSna50D6l29wRRtL2JXGJ0HfytDpQCwdt2SkYqw1y4XOLpQ5aZRpt7rjvK/KWpDx4R43+Yxp1zf64RvN1uUSqVdx45/OTfGlMvM16p8uzhLrfu6XL7tTXWz5aJEks5dE41X4te02p6FcDdqAfR44OedlKd54GvHJVQPd7qNNq+OpIDHjtwcV3VU+ZSl8r1XSeDOc3X0yYHeIbvZfheSugnBH5CtdRB6zZPHsz47YdqfO3pSWJTY7ImGA8dLXESYKGTq/wUeeQejN4JWkc8c2SYdqxZW7b5A3d1BKdXHUxSRegpbr+mQ2ocwDuJoDs4kSoyLjnUIo/ihaxn84VNMD4s+OjbW1SDy/zOQx2eOjLGTFKiHUpqqaWiLYEGX+d5SB7B3QMj0HlgkFIMNEiIAVWquA+i97AW90VKgcojeKb7fbNpJokS6HRV775K0W9a7vWEDjQ5C6E4c36EKHEb2K60O9y939Jt1/jkF4/wsR/c/bfeds89r3S77ZNh+B+fe/gfBfgTBy6yNP15VryRda2l428LvdPcf2uNY2fHyIxlzViG7zmh39iiD1I60T/vj0x7/ZB9ji2ly+Z1ftGLJVPrfgGiL2HZPpgHoros/M1iddRW0vYGU2qd4SnT82IEXoLvJYR+TLncxffbfOoRzf/1+5Ocnh/FC0KmqoLRIKMWWCoBVPIO+1Lgqp1hXhBy/pUsXwkcPVloZLRiH18p/KKYUhRQ8sXdFIlmDoI49Sh5XaaGO6y0q3QSQZQ4muJ7Bs/LcplP5VRODVQgi8TVOR8/cE+LW/bO84t/0OWTD0+wlFZoBx5VT1LVllIOdGdXyK978TkVaGF7yWZPIy/ATn795VXRu7j+mUBlglTZXBt3tKhPgeh1NVkDqcl7P/MG5yxzkvBsPvd8pZXhacX0ZcXRSzFarfDUS4fedmkxXje3UD9p7XGE2P3/DuDWZlxM3r9l5tzrv/naC5dZXNzIjo0x1++MsLkvouRndBPlutxT1xvpOt1dISDNRG/OdrG0yZxOqJySaGnzRoQ+zSgunBR2gI70AS1lv9zsAG5ygLuIrZVx5Wmd4ekU33OUJPAjAq/DudmU3/p6hS9+Z4wzsyPUyh6jIYwEGdXA5qX3AtwyB7fsFYXCnHsHvntwapWILzyjOXm+RKhEXjHMAUIf5b0xDtbx8CTV7NkM77ulyW9/Y4xWWVNLXPdMELu8wX0PN/zIrXAFyL2Bm+VWhU3jkn/ww232b53mN742ypmZIRbTEi1PU9GCiraEyuIr66hKkfsMVDeLApksZFdpV+U7RTGt9/2KpF5akmJVUKbH8YvaBHlPqKuIml6zc3FmuZkuSixR4mjMlSXD3m2SzVND2OYJbt+/6ze3bbv1vVnW/I9Slf8gwK2NAJ/Xj7yw4fkzh7c///oi771dsG2tZXy4Q+Ab0tQZ+qNEE8WaOHaD4+NUEseuwJNk/QrYQFN7/8nvgdr2ksMiOhfzPWQvirvGhR4lESYHuO2ZiNQgsFWG1im+FxPmcwabWcyvfdbnd74+xaXFYYwqMTqkGPUtQ76hnEfucq98L3OfSk5Ncu28B27fVS+jJObkdEArDhgJXIKpRH9ZLwo9g8WeNJMkiaZW0WzdEKOCLs24SscXlBJLVABcZ3mhRjkdWxYW4DdLXhUTQ21+6gNtPnjfDL/z9Qa/+fkxFjsVOjqkqRVlLSgpB3Qv7/bRPT4+kMusWim56lUM3CdXdXYUx/aSVpkn2X1Q9accJL1pvuTFHydvRqmgk7gzNm5OjX/ZkhHz9hsWOHXy+PaF+siGW2+4+Vy95SYO/5kAPj87ix9WJyqB/mzQfc3zGOLzj7dZt6bNDbub3H9DGy0UYyMaiU+cBHQjj3bk0S3AnijiVPR6Jk2ubReRvIjKPVDnUVlJciAPgt3m0bv/+0qa3qsDuOm1o2mV4euEMIjxvZh6N+aZ1ySfeqTG578zRjer4vs+Y75g2DdUfEs5sJT9PrjDwCXCQU5NXGEoVyZygPueq3yevWJ56uUyceIRVOwbEszi6Je9nS01ThSep3ngliaf/laL49MVOqFwN9uz+Cl4icGLDUpJlBQ5jZD94T5cpbEbSTnQrBnu8L/8QJtrNkV88pEqLx0dYr5Toat8PF9TUoJQ4oAuLZ7sD0Eq6FUPvGKAYg44NYUEJfq0pvfnshAERG9ok7UDoydSS5y5WTHdRLjGjwRamUXIlPGhiFEZc9cNMTftkGwZC1hemeRTXzzt/Y2fuOezzdbK9Y1Ga/7PHMEzMS5fP3b8tldf+daQZYH33jnK+UtlHn4p5Nuv1vjXX+qC6fKxd9bZMdXm5j1NqiWP0SHXztRs+w7oSdE3WdxUsapQ0+d6g+DNo7ewvWRTFdG7F7kNUrn3ziGX5bMKXSIZBDFaJdRbCU8fFvzuN2o8cmCIpXoVWQqplhTDnqXmG8qepexbSj551HaRu5SrPKEvCH1yh57JwW0IPMe/lY44MQ2X6qErrOS06+rCSdHd7/ogRW79lcSxZk1NsHNjh0MXUtqJR5TP+PZj5433VJZTlKJQA/KqzpxVxqhMkmTOH/6RBzq8+9Zlvv1Kk997uMZLR2ssNsusSJ+mrwmUwJeCQIKfA71YgdQg2AdPaQd+PQDsHPRFUlpUh4oSf5J7VaLUAbrelbQSQxhEVKsR917TYOfaiB95Z4cs9Ql0hdnFEb7x7BDnZzsIOcPxww8PrRt9120btuz5Bv+B4UH/YYBHF4ORSvrvzp6/Upldhv07F6kM1Rip+ESxZrFboxHX+KVPjxLILjfvbbJnfZf3393k+u0t1k2GNFolOpFPlGiSxPVMZuaqfskB+tGnIG98L+UAHckB7sz7DtxaumhaChO0TJhvpjz5muahp6t8+akh5hoVRBjiVT1qGoY818lT8shpB5R8kZ8yt5zmvNsXBEX0LgCuU3w/JfRjrE147EDA+SslxkcFXk/ZEf1G34Fl2ppBC6qiE3lsXiN44MY2X3wuppV4dBJB6Fn81EXxKLEDD7Lq6esIuYqmuNM1X2f5maaaUhDxkbd3eOctS3zpO02+/nSZJ1+rMlcv0xY+7cBz5XwpXJFKOKA7N6RwCajoK1xKDCouV0V10b+3vebmnJbFqaCdQiOWLHczKmGL2/bW+Z67G+xan3HbHosioNkZo21D6q2QlaZmuduiXF1h/zbD/PzlytyK+HftU1euATr/2QBvtAxZ2v2hSxe+MLx+tEmzMcY3nzGstAXawnjVMlwybmlJFK2kyoGjNZ47nPDQgSZvv26Fj7+3yS27OjTbFTpR4Ib3ZIosc03BDFQvewkkbwbwAtim995RExexnfyXEoQJ3Sjj+LTl3BXFHz86xDdeqjG3XEF4IbrmUVaSqmepakPJs5Q8CD0H7tBzMwmdzVQOnCL/c5uD3PRA7nuuPe30ZcOhswF4Xh79+gqKGAzhsMrXkeVzXNLMjXPetzVi74YWxy6V6YSCcioIEkukyKU9k0fvQk0pJMg+V+np7LkUaYzKpw94dGOPUhjzY+/p8t13rPDNl1t85ltlzl0OOXa5TLwSkAYeHa1yOiTRQuBJB3AtcGeRiIo+fXF50sADXaxavc/jOrFaqaARW+Koy217lvj4e1e4d79h3VhAFFeZWwhoR67X063+klKY8cF7E+qtGmcvBRw8k1AaO8J/bPeIPxXg7VZTpGnys68dOTXcjg1hKWDHGliop7nhyeY8CmfRTARTVWh0NfPtUT75SI3D5xb4xZ+a5e5rV/BaZbqxT5p6+UXPo/hAObjXXVJEbGEGeHhOSfKWNq0ygiBFq5Q0zZhZsjz6uMep6ZAnXyxxeanEqcsVCAJURRNqRUVZKtpQ1nmFT7uKauCRg7g4ZX6qHODknDsHt5cReC56+zohDGPOzsPRc2U8uVoeHKzIFqt1z7RUKCm9djCPvZs77Jxsc/hMSjv1qCaCSIOfOlVBDQBcSoGQclUk79GU3lAf0Utm3VQwRZJ6RLFHrRTzo++KuGdfg0srdR5/MeDMxYCHD5S5vBiSdXwypYl9hZCuI9/JggIt8spzHskV7r3zlg88z7mvPDOC2Lr5Kp0kg26bt+1f4P/4iSbXbw9ZWK5x9lKJVsflb1HsmqqLuZQmf0gWlhWtboehcsLSzJHx9//wX/tbSwuXf2l0fJ39zwL4maOfIzMZzeU5FpbKWCRrJyRDVUU3zk32hbyT5Aaf1DIaGcYqMF9WHDk/yf/0bwX/909f5t5rm2gVkqQemXEzTLBisE8Beh0mBciLiG16fYRapXhBRpIZzlwUHD6rePSFMofPBRw5E9KIAqI4BM9H1Ry3LCsoa0NJu17MQEOgC59GYZt1vvAgpyW+r/B9mT8Ats+9vcxVFr0MX7uCkTUxs0uSyAZoLfGli3RyQC++2mftRjWIPo3I9XCBZmI0RqourcSjrQVBavGTvmFMK7OqvC57nQpAMewIgTWyH8mLCWCZIvUUaebGT7S7PlMjCZumIm7eFtOOO/zYmQaHz3s8+nzIobMhZy6EJJkmCzSZVCAUkZT5wyV7viGRg18NRO8ewC0YY8hMgkzaPHDDIv/0J1psnRri9MURlhohzY5HN1I5uIuJt3khKHUWhk7XMlKTTNQ8pi81Kl/+5rMfVUr90n9WBP/VT3yVV87U1Zh6RWxas8StexWzizXqrYB6S9LuuvaoJCkknoGuksTQ6VoqgSHKFEdODvPrX6hz+zULlMIMLwe4tdLdhJ423u8NlNKV1IUyCGlIYku7637/xLTijx4NaCWSg0dCTl0MWGj5RFkA2gelUTVFoCQlaSkrS6gg0AZf5WBVhV1WuOreILg9iZ/TksCHwCdXTVzJ3M0iT/OKaEIpjJlbznj02Sr1ZsDIkED3coU+yK8+bF7s6HfKSKJIMT6mePcdXb75UocL9QodTzqaosFLLV5SaNa5fCozJxcyOOtEDlADvepnZFnqgK4Vnqfwcuqiuz6Bl1L2Eu7Zl3D73pjvfVuXExclB496dGLFJx8tc3bGB6lodzRZrDHOvon1iqdZ0vMtF3yM4sumYBKqfouf+eAy128vcXp6iOm5Gkt1n1avddF1CiW5YazoVupEGY225fWzMFNPWTeRUjl/SvzoB7ao5UufSUfWv3Gn5TcFuK8Bar928kJ03dqRGOl1qMcxU+MVhipVVpo638BpcKKr7Us/qWVtnDE00qDd6PLkMz4Pv+Dxvnd0EXGCtiJ3Fw4cRflXWhptePZVxWJDUgoFLxwL+Mp3QqJcc78y62GER2I1BteqIgKFkpJQ5fquNAQKgqKgoQsvRlGuFu7V6w+sdOBWeY+m6EVv3zP4fmHQynrR2/cTlIp5/BXFF5+ronxNIJ3cNmiR/dMieKGFOx4uSTJFt+vx3Xd2+PIzDT752BCtNKSS83Cv4OHJYN3A5CX14kkqvCKy9xD19HFjenQl03k015o0TdE6I0lStPJpqxRPZ4yECXfszrh9Vwoy4vvva9NN3CTfr3wn4KWjHmEoWWgoDr4e0GgrRK+Of7Wh3H0YmRrec2+L++6KWGprDhyXXJkL6cau8lmMbh4cf+0osJvh2Eozxsa7TPoJQ5WAscrKdRNj5V+LU37qPymCdzp1wrBWO/rqp3c/Oq/VU6+sZalp8YOEH35XwuhQhFaZ07eTfKJrPs44ywq/tqAUSj6wtsVH3jHL80cMv/qZCl/6TsnNlyme7IFMROTmHKlgpaV46ZBPo66RShBZRWQ0VkgQGpQGqRBSomWR9UMgHbB9RV6lc6Dwi2KGdkUDXTQ86KJf0UXvQXAHntsX3jkPiwieDZwpgU6wNubSgk8chQRDEj+356peGXugijlgOS3K632QSzLjZvqNVBUbx2N80aWTBnRSQUm7trDCQ6JUrv0PmqKE7P0sm9MVi8BY058/WDxQuVaepopEK3Sa4WmNVhlKZcRphop9tHKyq5QZ68ezPNHP2LOpS2I7CG1pNAQvHtLUW05hefOuCXfTrYUtGzJ++0+qPHNomIUFjy2jMWGQ/x95U7mbFjcYNKHegeEhwffc4RHqCnPLklMzWv3Jk97un/6R76mt1Jcaw0Oj/2GAnz6/gFLLv/T4CxffHvpN3nW7xhiFFAFDFSiHMb6X9qa5Jqnjj1meNAlh8bShUkpYN2G4Z2OK8jJ+8zMjPPNqsRVYod2KXtQZfG+FwLgMJhdUpbt5+amkQAvwhQNvIA1aODnLV4OjIeiB3NPFqIiBjvq8q961dSkXxX0X2YMBm2kBdF8b/Lzs73kJQZBwccHwB9+sgPbzB22gwLMKfFcFNPoR3DUQSzd6LnMg/5F3d/jSkx2OzFZpZR7lVPRL68VDJEHke/L0flYPWKI/JtnIq3Z5EKTGuFHT2qAziacUSeoUqaJg5uTIQq0y+WpRqFiZo5SZYSQ0PHiHq1m4WzkQxUT/VWBAGlqZ5Zf/YIivPjnK5FRIGqVUA3e/evMbBybeFvPf0wxkQ/HlJ/z8/0vRepkb9h55e6dx3S/JLPsb/9EI/qWvPYqU0n/xtVlaXcP+rYvcvBvGa5YNkxmh73wG3VjTjXVeocxlP5xU5Hspw9UuI0N1Tpwx/NaXhmnKElkpAKlX8bSe+XLgvRACheibecgLDrk85fTZXLLKJblVr4NGIjUAbEVvF4eiq97Pu7r9vAHZ91wxp2hp830zMDgnxcujt68TpIw5PyOYb4QIrQkKzfgqBWVQKSoKPYV01ncWFomgIk49xmoRm6c6HJuJ6GSabgZBJvAyi5fmPDwtii1mIGgq95MGZsQ4OiR7O68VUdxoSWYydGbIcq9Lmqk8ie0n9wW4i2lYRQHO5U357+Hsu4Xbk2IMRZ5XFYNPpUoJVcxPfqDJ0ek6py55pEnASNkJAMV0DWMFmXUjm9uR8zRJZQi6GQQdhocMd17TZtcGxcjQBQ69+ohv7RvrPW8A+ObRswgB/p6Y6dkSp84EPPxCwtREnVt2xdyws8v2dRnVkmTjlEDgllZr3BKspCE1KTNLKccvZ/zKH43y8ItjpF6I1BopZK+s2zPtMPg+vxjkIKFfyi9A7ooMfc9EAfTCtKVV/9eeEqv8z94qcEs3G9EvgO4kQ8fNjYvceZNEQVE87TZ68v2ElISvP1Nidr6EN6TwB70bgwpKH+OrKamlN3NksOjTjdwE2wfvavHMa10aaUhba0qpIVZFOb3vAelr0IZ+51CxaaZYJU0aozDG4BmBMQadCbQ2pMqgs8G5KX3jWmGHKKJ3IduuknYLMK8CtvuyQqyWej3t885bI375Z+b45T9KubhQ48JiiSzVSFkkyG4YKGSsm4yZKiVsWR9z3Y6YW3ca1gzXOH9pjBPnNHMND12aY3WP0ZsA/PAr36RcKt39zceeuMUPL/Hee1JOnR8ifdrjxeMTPP5qytREi/FyxI6NEXde1yVQGVnWn9+gtWW5JXn6YI2jF8tcnK9C6FPSkiBfwp122h9TMGio7zFIUQBfDFTH8uqZGDQC9V1sxbLtAC5ygLuo7RUjI/L3BcD7UbxQVuxVZ5arJ33u7XsJvhczUzccOFUC7aOL77aqfN3XvwcR7tQj24/khp4eXmjiSeJx446IseEO9eUy7VRRVuCleVNIZt2ZDAIcB/LeT5K9aV+9UdLG5tKki+aetu7BUu5MpXUFngGASzVYTe6vGP26RQHkHvtf9XswYLuQBq08ktTnbfsjdv6PyxyfrvOdV0OWWwqpi1zFYjIIlOHO/RE7NxiGSop14z7L9WFePjbKQ88pjl3ucu2WFtdtHr/l2r33333/1x55+gPve9ebA7zb7WJt9l2XF7jhmdcME+OKNM5ox4r1o5ZKSbPcHOHEguX1ixlfedFgbYY1BovBWpBSYlFkicaTmnKIk+nym9/zZ+RPf/9i9Jfx4tUBw/YifB/kg4aevlfCAX2w0bgY6il6DQOekquaLfyCc+tBcBddNFnPydejKTpF6wRBwte+E/DM4Soy0PhSuPnbq8YwXN16d3U1M58a1YvibjXMjKLT9bjj2g7vu6fJb32tSpwFtDJJUFCUAa9ID3RS5lF88EcVEXGAk9tcl7ZuulSmjAO3kmhp8p0vZB655YA9Ige0HKg65/eo9+0GQD4I9N69y2lPN8rwvJA1IzHrx1PuuTZFiAgpbP/a5NdCyxICTavrc3EmoNkJKIUp997Y5o4bEkZLXYxKboiS7ndZmz79phG8uXKJsFR592sHvvXDMltmojKK7SgUUAlistRZT4cDkW9loeimujf0shh86eaagF/J3WnC5s60/vgEORCxV993OwCE1a1pPRqzyuxDD1BKOgVGy/7WHWpgBsibgduNUxiI3NrmOne/d9PTRcNBn554OiEm4TOP1chsgOpVLwcTzL4HulA2VnHwfDdi25uvmO9MkRXJpkbg8ZH72/zh1yNWTEInC4kyQZBBnLkoLqVFpmKANkgEZjUlKiL54HyTgvsri6claZYPWFKgsmJmiszlyEHLct831F91V0+pXfWzxcCKLPpuUJUnqo12CS0ztDYoYXsPiymS7yy3XyeF3UDSjTWtjkKYkFBYVhqGK4ttturmDz/47rc/cerM9Dd3bNuwGuD1Vkw79nZ0o+Xtt+y6wj37QywWKWL+7RdL2KZmqFSY1U1vY6LevpO2r/ytAqHoc0UY3CvmTY6edPjGCbFFdFhl7JH9/kGlnGVTK9xuxasAXky1kr2xCb4nBuajDFASXfivV4Nb5+DWOiHwYg6ckpy8HGKVh5ISPx/u2fdl5D7oP0UW7o1Hs/19hMyqQZeupL59XcLebS2eO1EiUT7tTBBkFp2BTgWqt6IJZFrwcBfJV19aMRDFRZ8a5T9bq1yey9wsGmX6rk6VR/HCL1Ssqo5nix4o33AvrwK6LGipLKJ5H/D9AaDuML0qrxjYf8lVaQPPEiVNfuuhAIOPQGGyFT6+qb490PGOWCfffEMEr6/MEoZlzl1Z4UuPZ7RSZ/kc9iX1JgyVoRy4oS1pRq8VLcvb0Yy5CqNXeTCKcu7VikLxndz71eN8+hFerP53Bh6gQWN9r4G216FfbBHoht70Rrblw3/cODOb/7o/TqJoTi7A7ahKnlzqBEvC5x4rs7hYQgQaX4JXmI6u2vRpFVtYpYP3h+cM+rh7U1yNIk4046OCDz/Q5MCpGlEW0s58SpnIacrAipH2J9gWIHfyXBHNZX9Ecu/Bsr1Oq8yANpBJgTK2tzr02gcH2gYRfbXjT4tTgzP1bP829l77/bWsSk77gz9zSTOvsRQ76mGhHGYMVyQ/9O4WQdDEV4aFekKtWmdmYYlu1DcX9gD+pa98A6UE8wsNZDyBl/dYNhVsHHPGfyXpVZaSxJLkOwcX8wIHN1hdtWSt4qADE7yvGiDTL1C88Z9ZfXEGInhhtu+NaetHbtfcLPuRXMu8/9MpJZ7K5cDeMKCByN3rosnQxancRlVHzsNnH6kSSR8llateqkFF46oKprhq2R68/wXYBqO3UT2aQubx4Xd1+d1vtHntTIlEebRTt2J4mUXnXTVKDCabopiCmAPd5Nd59b5Ftgdui1ZuJVEKlMkp30CjyWBXj7sPthfIBmNTYYO2A/e20OSvCugDUuLAdbEFwIsCWD77MHGV8zRz7XqlcISRkrs/xsKQtixfPs/jj3yGQblQu3/0DLC1/Mozv7T1yvQK3a6g2QlpNCVJJnvSU5wKmm1odQzdOMuLPANj1XJkvmFAz8BNtT2Ntvgytkdvrp6a9MYLcnUE77dEFRFcFqMQenvZ9wHuDYJbW9fJn/NuL+979Ipfe1kf5KqgJynKizl5SdOMc9+LlAPK0FXgHny4r7qJfaCt1sJ7cqHpc/GKJ9i9vstrJ2MyE9AxPmEm8FPhOHJOVdykWDGgbPQTebc9iYvkV3NxrUQ+Hk84cKsieS3az/r/Zj/yrk6Ye9InfVnSIvor+5vdV/vGt3ZQ1jT9AZ/dyG3W1e64rdqLYJcYRaMNy60EFabs2jW+9V/8k58p33jfT7bv2LfOAXz+8gzl8sq7Vjrr/96RM4fYu6ODFwZs3+A6ydPMTfSvt3zOXylxZcH5kNPM5MvswNzAwQhsB7+cXQ3iAtiWXrJVvB/8O6tBLq7i4f3ILfOxYf1hm7LX+VLMBNcFNckjtwO17c0L6UVwr2hU7hd43I5sMUtNw7/+kyqLnRAReI6eDEiUanDQz5tE7lUPfHHTjehZZ3tqSl66T1NNraz577+vybcP1FiMfGKp6UiJLwUqddSo730pPNmFDGt65itsEcndPkarwGRd3pJZizL93kwpIV314Io35FCrRrj1Ru3Rs7j2/swMrNiron7xD4lVK3qvAyiFTmSYXYw5P5ex0ulv0V4KM6pVQ2oz9k143Lp34u899sKJp+O486VeBH/6heN4ns/09CXOXQl4+miJ6YWEt93QZNMUJKnKpzCFmNgD8kE9Axs99T+wfUMkXjU009p8DHIxyNH2OLz7MzEwYFOsfuSv4uKFN7k/z0P0mwFUMYNvoLKpBzm3i9bas1fREoOn8lETecOyVimeSvD9mD9+zOP10yWQHlJKJ3+KotJqV+UHIv+wf6qbkAHv9oD5ykXxfPeLTJOmHvu2t/nAPQ1+9xshRgd0pE8gRa+5wj3kA9MIEL25KW6X+kITN73lpFhBjHVNLEaCsgIjwUhLJgdXyQF68oZVmd5+m6um0JqrEtqB77n6LAKjfUOUL/5/gPFRQ2W0TWwSZ71NM7ZNpdxzneDSXJVTFwwrC2cZrkAcu40hNMDlJR+pA5od50kITIXQpnzr2QrtxM2vEMIyVJJcuwE2T1nCQLxxoA19DmZ6kXq1Ab+/V3oBcovJrNvGzhSyWT4oyPYLIn2aIgaiVH+qUhG5ZcG9i0RTDwLcuQm1LqhIf6Rbn6Ks5t0FyMMgZrlu+MoTVRbqAYS5eiJybX+g2VaIqzm4WB3JB1e2PGoN7qZQgNzk3pQk1YzUFO9/e5svP9NlsRWQKE0ny+lRQSWKyH0V/3dc11Bo4u5nm9yyPABMmX8OCabXEd+fk/IGadeuXoWyVcB2E2ez3q/7Qc1R2v6W4tbagYA4EDHzFUNJQeArdq73uGaLpFZ1q3mWBXSjKs1OiIkD4qTFxEjGNZtTOp3UAfzc2ZOMjY5sefaFl3728eOLGBOyflIxMer2WulGruKlJJRCt19kGEA5dJHQNZj2P9QqDjb45JrB6JQnEIbesJfMgMn5vFk1Lrm/DXfvfom+xjw4A1xK2VNQBifK6pyW6ALcqj/SzVs1+Sqfp6IHizougvtezNlzghPnQwwBQjr1pFdBXSWNFp9xYBpKz6t9FRfNk73C0lpsAFU0QhjjmhOwmj2bY7av7bJ4rITJfBfFM9HrhFdFHiD7yaarJxT6xADIrYvsFoFVuRlL5gmvdO97K6Pp064BUyQMROQC2FnvtPn9LYKZ7b26QGYHwN4H9yC1LaZmecopQjMLmjgZpRw6F2Vm3LYpzbYgSSzlwGN2ZpH5jdf/7K49t7965vSJczpJM1rtaCrLzLulrXPrXp8kzVhpaZptTTdyT56UzjtdCgSl0M3VLlxtYkAHHUw03Ozo/igvY2zeWV9MdaJvtTX0x7wVF2KA2gwexRcfnGiqehRlwJfSO/N5fEXkLuYVqtXUpIjYbi8bZxvVyhV2lEr5+nMVTs6XwPcQOT3xBiwDV0fuq5PLN6MpvZ2GB+jCoPmqZ6ONNdvGYx68o82LR8pgfNIs5+JZ0SMpVk0CK+Y2pmkRHq4CeW8VMe5LFMHECGw+6Uqa4nq/MafodyYVA/FzYGeQGuN+nbrNZYtA5lbrvrTs7rPoUdcewAVI3D3V2uR7ghpWmgpPu3EZxkCUGJptQ6NtSDPYOLHAzTeZd2dZNGVtdk4vdwTCE5ybN1xcnOeBWyPKYYnlxigLyyW6sSvnIlyrVF8rdqacfse4XaWxFhW6rHez6O8nn7mLnhSbGeW6upKCVIr+xTA254lX8fBVSWZ/FrgcAHaPnki30rjIXYB9NT3RavUUrGISlqdc9C6VYp47LvnS4xU63QDK2lljxaBOTE/RuVpB+VM5+Co1pZ+UFa1sgzbaJPEYqmq+974u33imzQvHA2zVp2u8HOCil2wKI5BZbnFgENyO3pE6kA/Um9znUCDzV4Pj4wXtMmaA9gz+nQFwF0BOs6JpYaB5Ict3yBtYsfv0xaxKTPsR3PburQtCAk+nvUlZxrrBSAsNw0LXzaa547oVNk51CXyDJEOPlRIqQcyOKXhNjfMHX1fcfE2H/dtT1o53SY3o/cBeibWwUw7IUYVA7z6kfKO5PhNutFtvG7piWxPQCcRSINOBTD0TZMLkMlM+tTT/YavoiejPvRuM3mrAF651f9Ckp2yvO10XCWUuBxa/LoYGOeUkIklSvvFsmSMXyq57SCqCwp67ihbwxoRsUL8fHFBIvtLlSfmgimLNQGAo5MK88HPNppT33NXi4LkSUeKRCkVHqBzkILOiepznKtngajJAV9JBumJdBEegcoVFGYGVFmlFf87JQOGqV6yy/aid5Rtipb1RbP2+XRfQ8iJhbzvIPsizAdny6uKQzJP4ohdVDHyILIPMGm7fLblp1zDziyWOnQ3ZrjM6HdCvvPQlLBrNMg/e1SVOyoR+QK3coVpu5VtIF3nFai20nz2L/hJrxKqKXL/ZVZIkKp9bKIlTRZwYdCKJpFtyxBvWc1lAoMfAe1YAyepNphRXcW878JqDWpsc7AORW5u8a2WQljhqolVC4MccPi/45jNl2h0fKh5KuOjtDUhpg/NAVtOUN5HVCnAPJtK9aHg1F1dkJiPL3K7CtVrMe+6M+PKTXQ6ecX2osZF0jPOKOzWn78CU9KVDsqsiepaDfABQ1oKyBqucJ99asFIgLG9INAfVkizrAzrOm9DdafK+3bx/N6PXvJDkOndq+r/ur2LFXkx9Nah/TftbHioJQ6Hm7EXJ5VlLO7bMNF9g/cFjxEmK/uaz0xgjCYMOpbDJNVvqrJ1K6WYZppsgVdYbu9XXt/vFifFhw8RIvgW0zTdztRKsizpuBIDOd8fVbtPSRLst75TqD7vPZay+NwNs3hdhTV+fEgwM07nKSdgbmzzIvfNT6f77AtSeMn2QawdsL3/VeddOajO+9nSJpw6XIHStcr4UeMK+SWL5ZgrKIBG3/ferlJTBIHF1ZXOg894ooq7H2/a1efDuNq+fD90YDqnoGo2f5R4cY5FZkegWUdz5RgSr37OKwuA64nsrsrsHziUK9irJs6hbZLbwsbhpsXHiZptHsc3HQEOcQJS6uYPdLJ8/mEI3cRv8Oj+qwViDNQZhM9aMZEwOZ9isLyMygMWcVqC0YLYruGYy4caNhqnRjLGhedLUondtqCKVoNvxODWt+fWDGUvttL/MUeyX6L5Eat2WJNYY0iTj3us63HdDBMZgjLPO7tmSsXdLRhQrhkpudmG369PuBnQiN5Oj62nXAxhppNB5QHH0ZXWjgOjbMYXoRe++D2UA3Nr2+bcqptUWETwfp1yAWhmUNqt+rXUewbWL3r6X8Oo5yWcfqwK+076Fykeb5XRtEOgDVKSwJvSUn6s5+Cr+m69TPWeh4+H9sRKiZ6NNUo0xmo/c3+HRZ7u8dCYAlZBIRVcIvGxA0cn6xq8C5OSR/I2lZvGGwlofRIBxE2YHerB6leuicJcZR0ei2OYbaTkAd2I3SLOVCpqxoBVZOrEbmDRZiUiTlJ1bYnZviRDWYDKwxnLfjQl370+I49w6m/V3xM5Mjg4BIm++WGlUOHx6lPmFEgtLTnnRiYkRRiBUwub1MdOLPnNzIZXA9qaCZvk8uTQTRBlE+cCf1Fj+5DuGzzxhMDZzhMgadm3pct2WLkk345ZrY67bGbF/S4cN44ooLrPSLOFHPr720MrRnSwTdBMJwvaSrj4P63PvNwP3Kv59FbiLyK16kbsAcw76HkUZoCbSleaTLOWJF0ocOuWUE6RG59FbD9KTgnfLwULUAFe8Sk4ZpAODVb1VVtZMOPusKjzijqZkShPHHtdu7/K229q8fqFEJ/MwUtMRHl5Gr/DkQC76Fc6sWN7Fm3wa0AiyQZBL8oehWD2d3r7q+wwqRtYpYVFiaEeWVlfQiiWtRLASC1baljTtsHmyyY1b2ly7q8sd18ZEHcE1WyzXbDZ5FVeTGkWahiRplVRpkjRnAYkmRSFsPjzKgLCWcphyvgVnrsSUyz5hoDGZRfsqI/ThwpzllRM+nlXcuBUCr9861N+D0Q2DLIZCdlNBlMl8r0aPOG8SvTxf4/wlt9X0o6+nVMOI269p8uBtdR68tcHEcESzXcHXQa/JNTOCRlvljczkG7/mV61XtbzKB56/9rrMBwe6F9FbDlATOUhRVkfuQYAr5Tp2Tl4R/N43qkSJ495Cura0ojVt9ciyN6Eq/AeOgWV2sBhWJJsO7BJjTG+QZqbyZDP1qIQJH3tPh6891eX4JQ+UdjMOhcQzztPd08MNiKy//csqw1ROY/qNCsXUTNsDucipurT9Ql5vWkDRGaclKrUYm9HuwkpbUO9K6omgEUOrG7NpdIX33LbCg7dF3LLbEvoelVIpb9PTXJpVPSrWm8SV5hOKY02Ub1deTLxKshzggnyjgIS797U5OwcLLeUEgxtv/+iaEydP/a+zRw6wZTygWnIDb6QUvSn8ceI2RHLb27nXbpwnEWk/umdGkOa6qOuIVnRSTTcJefSlGt85PMIjzyzwd35oibv2Jiw3ytQqHhNG4+kKZy5NUG+6B8ragaKO7EfCVZbZHj2xA6+2t31JsUeP6oE5n+0nixl/xpnti+GduSyodUpsM77wWJlXT+XcW3h9Y9VVrWlCvAkHh1WqQ28JGrQxMFi67uvgPZCbvjelfzqQRx2PG3d2+L77W/yrPwroZBorNJHx6WT5oMwsDwwDVEUOJJqyoC1Fg0lOBwtq2Iv2OUssVpyru5V6HVMKOlHGxbrlwqIksZCQkbQi7r1unr/70Tq379KEXpVO7FNvauaXCtox2NXkVDeXt0miWNGJFZ2upN11+/l0IrcLRLHtuxSKwNdUQp+RSsS9t137v27cvOcn9ebx14fprLz34qmItRMlxmopWjlNO80k3UjQ6kqaHUWzbWm0MtqdjE5k6OaZcprLP8aYfiTCKSyZdZlyJxHMt8p8/SWPhQb805+a576bFzl21md6zuOLT/vMXIoZKbs967USSCXzCt1V45ZXUZWrti9RdpVM2NvKRBYqylWURA9Gbnf6OubEZcGnv10B4YH0QCg84UZV6F4jwOqxwm+WYIoc5auSs6sied+AtjrhzHrJ5sCk2ExhpKMqNlP8wANtvvhEmaPTHsgYYxRdqfCMcJ05uS9F9hJLuyp6F8pK1rNAQCZc1C6iu8x3gexbJhzoe8pVntQHnmDvtozt22b50nOWy3Oas+ck995a5//8qRWu31ZmfmmU2YUS3dhF6WKkhXMe9ps/UuOidJyIHribHUGjZWl0MlrtlE7k9jFK83k8SglGa5LRmmEpW35vcOLEsP7OaxUuXI44t9zlrptm2TJlXHtQJklTDy09lhsh8yshCyuawNfUPYnXSfEilzFnmRtqPmiMGWxksDk3Gym5ns1Xzob8498sc8d1KS8er3DqwhhQYetIBmOWatlNdfUBISRy4Oqu9oMzAO5BNWUQ7Ku1eyXzquVAUqn0oDSYksmUrz1d5ejJkrMfCr0qehdl8auHwA/uZTMop70ZVRm0lK42o62WCwfts4NqSpYp4tjjmu1dvvvuFqc/HRAbDcZtod4VbnaMMjlNKfTwAdAWlc4spySCPl/PBq51JkBYQeHIEPQfaq1cR1ToW4YqGesmM2671vKRB5Y4NR1z4KTirutirt0imFuscXFmhHrLI83kKqOee9NX51IDaepGubUjQastWGlmLDcSluoZcw1YblmsZ4gyi80MSZqxfSpm3/Yue7Z28MMY3Wq7jveRwPAbX6ox0/TIjCWOU2phh4+9t8mtuwWjQ8OE/hBCBIBECI2SGbE2vcpU4SYsstsi8SqqUakR3HZdg4+9b4Yvf8fyS787RsuOEJQrbKyCICNKLH7SVyiktFhp+92aYjCxs6tpSgFmOZBY9uhIX0FRueat82H5Sg5Ebz/m7BXJr32hSldqUEVy6aK3J/pD4a8eCH91k/GbWUvfFOg9qjJgmbWD9GSQhxdJpybJPEKT8DPf2+JPnqhw+ooGWVAV7cZpZAP5S05VMiEQme2vLAP6tvt99xCYHNTWgBUWK3P3aP7/F8m9p4vhpO7LJGmJ4WrCvTcsc+eNbX7x94b4mV8e5kffUWU4LJNm/Z3iij7dwZyl0NfTzDU5tLvQaGUs1ROuLGacW7BEdLllT5sff7BJ6Ht0Iw+TSZaammNnayRpwGRFo18/10CkLTCWYa8Mvoexhi7Q6FT4F582XLezzn3XN7lxm6TV8Wh3NXHinkCpRM8w0/MQFA0IecOBG40GY8OWa7YodkyVmRrpkCmNIaDmC0KdufJr4WnILEbbXpl+ldAvBoGeO/neAO4BOVANcO7BqU2q0MPTnuekGRl+6ys1Ls0FDtzCQwrpwC0tasA1qORAhW/QjCT6gzCvjuGDEu6gH7rXhFxEcTPg87CreXg20H2fph4bJrv8xAca/OLvedQTt+KkmaQrpHsgexxcoDJLWly/DLIBTVyKvIUtsxghMMJi8r/X305drLofxXUothi3COJE0e74hEGI1AmzSyVOTK/h609LrtmQMTIEoS9z3t6fglAEh/7cxnwniHzX50Yr4/KK4eZ9K9x/fcx1W0s02+tprHh0I3dtWm2DUk22b6qzY4tE79ns0VgJWExK3HmdxlrFctOj07V0I9e9c2ZmnC890WLjeEzoO83R+QNct09RRu9RB+W2CCyaekPfUi0bxocSquWUzEgsEqE8fKEpKTdyrejzc+VrwdWy7KpezIEk82q5cDCSuyje37tH9SqW/cqlKgAeJHzy6wG/+bkakfFd02YuDfaMVYNDd8QbE83BWSh/qhfFXgXuN+HfJldRCr98Zo3TxosonkkyqUiVJtSan/pQixPnA37nqz6oGIQizjw6uQFLmYF9dgb4tTDOlWKEM7zJPHIb48DvNni1yMJjNEhDrwo6YPPIK4lTJ+2pvICnpKDZgSsLCVGSUQ7d/HXXI9v38Q+aumzuKEjzANqJBaOjKd9/j8SmUzx1IKTZgW4E7ciy3HS27vXjkoszZbpZFb1rY8JZ2+X48WV2bFbsXK+phR6dSNOJJIt1xd6moNEOabd8lpuajqvrICV4QuQl88GxDeTgdgPjy6GhWk4ZrUXUKl3CIAIJRgYEUhBo15E++OVWVwH7BqZV+8MUCaZaTUvUoEw4UNAptv8o6Inb9iRFKTcKeWnF8iffLrMc+6BdcimEXNVUrAYerj4NGwA2q5fb/xARvzqa217ZvlBQWKUumExipHQ+cWncnPVMk6aaIT/lg+9o8cWnSyw23QxvKxWxUcR/ClXpqSoF6LNBwLqgZYzFyMGmFduzMA9+h6Jr3xQ7x6XOIIbQCJMSxRnLXY9y01Uso9hSCkw+F3IQ5DKvbvdXQSUEYaCYGLEsdUIefymk0YKVZpfFBnRj6MSWUjll18YukxN1FpuGpchHa+tRC3xqfo0XX/dodq9wyzUdlO9jU8XTR8okJiDQIWevBIR536LbdVfmXusB33Xu0iuGxpeCjHKYUSvHDFc7DFdbnJxO+NaBGqkJGAogKP7+qpavAc7d255u8NerPdCD44R7O66p/nYnWhl0/tqfuZf2QO6VE772eMALh8oY4Q1wb9GrXPbmuwwmuasUlIFBm2JwMf/TCLhbj3s8nEIHtz1PRtH17qqb/T13VGHCkopUemiTcfu1Me+7tc0ffD0AnYJJSYVLOK+mKg7kecJZUBUreu+lcL7wzM3LJJOgep+rT6EYoFTG5jtJpG7vz27s4/sBb7+py7cO15lZHidQEovJS/pu3yM3Fk/kIz1MbwKC68rKbdqhYs2oIPS7RFnEtg1tjI34yjM+cSLR5YQbdluu3TjKSj2k3K5Qrfno+bpHO9KsnZCsncg4eN7nK79XppbvvHXhis9wNWDXZkDVOTUdsm5cM1TRvXkjxWyRYGC+SLGPZClMKZcSqqWIkVqLcqnBJ76u+exjYwQlj4pnCXIzVLFE9Z15ogf2VcqJciBfnVy+uQ7em7On+tNSe6Yq7ZSTIIg5dVHwe1+vMtP0XVey0LnnO5cGe8WdNzNXiTfkB4NKyhv08IHkslfFNML1BctBHj4oE9qrZhi6/XNSo5DGzVBZU0n5sfe1ePpQyOk56aK4kETCwyuoSjagAOVUJR3wq0jhGhwyATKP3v1mBoHKo3iPxhQPX8/rL/NtUtyAnjAJ+dD9HQ6eX+RXP1NmVpYBR4eSzBKm+d5Hnsjn0kg8z7rIDi6H82CoYtmwpsuZ2TYi89mypsrYkGbNiEWplGq5yyunNE8fkoyXE7ZuSxkfStBRZllqpZy4tMLFpZDj54cxXR8hNNVA8o4bBVvWWq7dsch3jrQ4eCxkrGYwZRdFfU1/70g/37s9MIR+ShiklIKUSimiVu4wXK3z7VcyPvHwOMgyQwGUet7sgZmCBYgHWtDUgCQocw1WFjslF0nmAC3pF3IG6UmRXOa6t3SqSZxl/MZnqjx1oOx4t3K+Ey1Eb0u9XmPvoFXgDbzbUszoLrbzeHONcMDMlCeYFE3ZDKgpvfY+Z2O9uuiTGYXMDJnUpNKQJB733hjxUx+p83O/7hMljqoYIekI5fbVyYEtByJ6L2E0/egtpEUaF9GNyCP0QEdO0ahgBoY/uSE9hRVa5VukBJRLZT7+rhZHT83y8MvrmCHILbO5ndZ3yWSQQeplBLk2LgR5ngelwDA+FPH4oRbPvBqwf1OJTWurrJ+AsaEMX8Zcv7VDyWugRZvhWtcFsM2TCb6B8/4wUVRi55RifAiGq4LhmmXdRMz6iRUeO9Tm098aYtQv+h8dbwp8SxhYyoEhDDK3d3uQUQr+/+39d7xl11nfj7/3WrufdnuZ3otm1Hu1bGG52zI2JcSYhMQk1MCXXwglgUAoNoFQTQvYgLHBuFdZtiyrV0sajUZlRpreZ24/dbe1v3+s3e6VAGOKDd/ffr2Ozpmiue3Zz/ms5/mUCM+J8N2QmtenWWtz91MxP/FHI7xwZphmzaRRyczJXWBzsx4pRNnRZXmIXD73rk5PVLaRVJntWAWaLCvskgprygjbjvjSEyafuq9GENrgaWiyvHtX3iGWrehXLnjKVv23zcCXYfAK0b88ZKbLD5tZ8chsHi4zmCKyLp4kEikkkWHi12LecmOfOx/ocedXTU22NySxIegbGdswqXzuGetQZJzuAgImRnbIzG6IHKqoFKkq0y6ZiR0SdHHLbEFjSoLQxDItltoe6ydifuU/zRP/geCuJyaIU5c4FYSJopapueLMWUulSstnhFZhJRm5KoxMvuPmiEE8xwNPjnBqzmR6WNCqC5p1j9GWiyViFjs1jp2r49cdzLUTESqKGRqO2TiZ0PT1P9qshQw1+pxf7PLJR1I++OUhmtJjdAR9AnYEnpPiOSk1N8F3Fb6bd21tkOO7Ib7Xp+53uGdPwo++d4zD50ap+Q7DTkrNVjoHMsPxVpa+UDXuKdyqchJVlXtSgSjFAbM4cFa6djFFyScmWfygFbHYTfn8gx4HzjragVPog5E22M9Yg8ZyApMhluPuZXg8PyCL6kH577iqRa5WPgyUqMjZMpWUUAKpJIlSCKVIEokQJmFgsXUi4HXXdXn0eYelMDtwGpLAMDETHRIlVGlFnWsu43yqkt+8Ct2hjUqRJ2l2wNXLGFMZhfwwjLOfXSwwI5k1F7vwFt84mfKbPzTLf/ltxV17xjmrfAaOJMqsAPNo7/xm12l6CicQdPsGs0sOrcYQP/jmGYYa57h/b5PDL3iM1Qyanu72rVrM+EiXwFXIvkBe/YrvGn3+cPQDR0+cM6/eNWB0eIFUtGnU5/jkQxF/+Pk69z81xIRvs24UxoZMhuoWrbqg4afU/YS6l1DzY2peRN0LqXkBNX9As9bFq7e5d2/Kj753jEPnRvE8lxEnpVWJzXYtHd+nbYwNHEtiWQLblDqJwaK0W8ulZrn0LBcvmGmmyFHFSr58nfO8c31lgmNHYES873Mev/oXLULlgOWAdBBSWxV7Uh+A8zgUM0uMKJ1sS6NPTdPNqAVVjWhmYbFMN5oflqsqoNyiIY/iKx7LXaWMCrGrsC/OdLHa/1Hf3BdvCzi3aLDngI1K9T+WIkkNo6LdXHFTUlEjGRRQq3hjKg75+ZkoizDMfr+qbCr2A5U9gUoNxluKa3Z1OHAs5uhxk64yiVNZcgFWjobJPp4QgGYaOpbNDbsDrtjRxnZ67D2akliKuY4iiuGyrYrLd04lm6fd3zcjBbYN9Ro88WLIA/vg6UMNPH8YYkndFFwwlTJSNxhqmAw1TFoNQauuaNYTGllh19wIz4vwnQF1b0Cz0ePY2QF3fNnmNz4xxvHzQ/iew4id0nKy2Ows6SwvYDtzfjXzBUDe0UXZsc0Mc5dYOyc/KUqabNaxX0KFzQ+X2uPk0Fn49H0+3a4DtYxzIjTnJA+TyoNPCz/yYrGxQmjMyxw0jeU/qCo0KUds5WhQpSmKXIDLskOlyB4lIUkhlEAoiVQq40srhGEShjb1esJbbupxx4M+B89kGA9JbOjZuJlQJGcUUAVDW4QkFIsf3bXL8aI0tIe4yDC0EAKZGMjYIJQgoswbMhRIQ1Z8DfVXq1LBmjHBb//wIr/zqZDPPTLM4dND9H2HQElClYmUC9F5UjmhS5LEph8I5tsOo80B33HjgLfdMKBRW+SZwwb37h1iqQf9QYTjhZgqdYkSh/NzNsdPuyR92DWtZfmOBZ4t8DyDhiep1yTNmkGzpnkHDT+i7kfUvBDfCah5A1rNHmHc5/EDit/+eJPP3DdKbNWp+ybDWS58zc6isy2dZJZ3bg1RRMUss5ypW9lKOFfslLAkX95UoImo4O4sDTlfxetk5IgwSrjzUZ+vPOUXbEEME2kYWRQJRZJCaYu83PukSuEtu6ugerYsuCkrsEpaVni5Bc7HbaLkpxQrfLXyITI8nGp4YiiEIRFCEmfKn1deFPKqq3qcuN0iSDKoooSGKpUF0DLKr6oYCKmKxjMr9Dh7x0gMpXksIiWKs7NSlNEyQrH8+1JMjvLllcH4sOSXv6/LdbvO8tsfD3j2yBBnF2sMapIwSYmUWuaykKuFgtCkOzBZ6EjOzjl4TgPXTpAixQKu2qKYW4xo1F1aTRez3ly9aBudOyauSN7c7SuOnPJJkrRgi1mmzmn3XKh5KXUvpu4l1PPidgNqfsBQvYdj9zi7GPLRex1+66OjnJpt4nguI45B00qp2zo+27XBs/T6Po/xKyNFDKxs8G+9jPQs79y5QkcuK/JyBS8Lrkm1i2uIYtoR9zxh8Z4/a5GkVrnUyfjeTuZrXu3Uy2bfFWih34KN8rmyqi/zh/L6Nqqt+6Wq9mJbmJYHTpVvGJcXtu7e6bJOLlSKUCZCafGv6yT85DvbHDhhcd/jepoCEmUYBIbU70xJ5SalnKos03MmRnkDJ+UZRAhFLCgmRtUzSX6j85IC119DHEt81+S263tcu2uW9360x0fuGeLkfJPuwKPrS4ZcTaQK45QgShiEit4god2VeK7M1v0SKU097owNXjgbEyc2O3e37ti1be2ifOW1zW7QO3coTtJ32VIx2rIYaQmGGwZDTYORBgw3FSNNxUgjYqihowRb9QHDjR5Tox0atSVmlnp89D7Bb398iA9/eYKZ7hD1ms2wA0N2St3OYIkNXpH9rrF3NYA132w5WaRIbpJZWB1bJe4uPU3SwtfELNyplJaeWZkEzYw0NDEDTi6kvOcvWjy4p66TXqUD0saSAl9mQbESPSJcJl4ul1FVg6HC9NMwluHvAoMLoyCd5Zj1ZZ1oKySy6u/l+LpkUi5PyciLjwKrZ7+XpoyORrim4rF9NouD/I4UKCPH41qHuRxile82+TtV/nr5jL96Ay+/oct/Q1d56U9uaEetTL8bxRYtX3DlBSEXburS8vucnlWcXpR0+yYhmWQvSQteSh4K2+knLHUV8+2EuYWEmcWUKEkZHzE5dWb2nV9+cP8Bs+nrjtfpK+Z7A3ZvbDNSs5lve3odb+hisq0E146p+yF1L6Du9QmTAQ8+qzh63uAz945w//4WnYGPZ5uMN6BhpvjZAkhnw2vOcBmhnedUlnk5VmZxXHh25w6wFScq00xftnsvf2TdW8TZOl6PBpUT8+efbfDpu2ukngki01oKUah1rELUUC53ygCslY/swEW1g//tGLzSxFFprpTJDXdUKbwW2SRF5CvzcoIiVEZ1zV/nM3FDIAxTd1dlInoWt72iz3NH2vzq+01CR4IhSA1JaJgFVyX3IBEVsGJ1XwAAYcVJREFUWq3ItpyRUTJElyncl3HLc6tmo+SdZ1yawgs9T3irrvNjkyAyqXsOt1w24NpdA95w/Wk+cd8ix8/5PPh8i/mOh+9KWg4MuQrPzsxSJQgjIUlhtpMy3GyzfV1KEI/SXzKBBHOpH+K7BgdPJdy9R5DEMW+5sUejFpIk4NgKz9HBS1JEzHdielHAk4cNPnafz4NP1Vkc+My1HWquyWQTama6LBdeb6iyFDMz33xm4U9m1rnztLMipDVdNjVZ2a1XOlLpw+PymbeskKksqbv4XY87/OkX6gySnG+ilfKWMHDzeMLqWn6l9lJQ0AYK6kD+e8UsPOPPFNOJl58VlqQlLfgtDpYZiy/P0hHK0IWbKM3yy0ZzeuuYQxZVwBRDpRiJiTAUsaFwrITveW2Xh/c6fPkpkQXqroAqlP6DVLSbuWTQKCzg8sKu/FmWJmFAaYWAUdIPsiyg0vM7L3Bd5HZkEoQ2nZ6D54bcsCvgog0RvWiWe/cs8vH7auw7UaeXuJw772h2pwk1W9dKkgBGwCuvSHjjtRGPHxxw9KyJayeYdz4uMyWe4NKNLqM1jyiaZdXYDKYT8uxhycMPS2wrJUxS7tvj8sLxIZYSl3MLLiLV/tVrh1McqXDNtEwaNst04TyAVRe1sRxvWzk0Kb27c3hS+HdbKwq90q2LcWDG77aWLXNyKmxIP0j5pfc1OXzKJbXzqYmWojlG3r0pHFvL4q5uMY2X6eJV+LBi8fN3DMJf6rRKhYeit4hJBlWSVE9SEmUgDJHxRFKMROiwqCRFGBId1KVIjKzIQ5tNUwP++/cu8vBPOHQCfeDEMIgNg4EhkOjlTgko8lsv02wW7zs5ECmNg/Qfq/IsQZ6wnL0rKbLta24CpTJXM13gViSxTAvbtOgFDktdD9+NGfZDbrsu5MYLewzUEvuPS+7b4xIkAtOSPPS0y4uHHVLLZtWQxfycy1PPJ2xbH3LJ5jmdWnHJztUoZeKai0y3jjHcCjgx1+d3P+tzYm6YUzMmx47p8FaVndAtQ+JasLoBrkyxZcUWTVTIV5kvt1UpcCs/UFZhSZaX41grYEmel2Ot6N65K9VKF9jM8qHUVyZIGWGaIbFKeO8n6uw54JHKsriNrLjzsWD1cLmMkrvykJkXe7V75x2dl9doYiw/UFYLWitmciYhZRfPH4qMo511cCM/ZIqMMCUzSKHDoxIlEUphKBORKKS0uGRbxA986xK/+RFBGJd4PMQqCnnZ3LuUmZSn4qzIs6FfUeT669IMLE13FuSJEqpiqZwog9gk01wqwkhhmTI7O5nIrGG1u2W6nWtHNL2IyQsibrpA7zEMoThwrM/p85KT8wYfv7/BkaUai88JTG+YDas9BoHCfPub3oDn13nhwNPc/qVDPHZIcnpmipppkSQQJAYNX3+JlgDHTHFMVUSArDTeKWJExPIYP1NmxS1FNiXJU85K3riV2RvbVc9uK3OAtVSGw7PClpUCL9TxpeWahi3ZOt6P+NJjFu//eIOlvq3vpGJjqbnehdeJzI0sKXguZeissay4DcGK6UE2PRErlDwrpgnlnLAseDLdYxWT54WhYYoueq3G0SFTIsmK29BJG3n3FkogEllg49gwMWJFzUn4D9/a5Ylnbe58NMtcybptYJjLNJvFZ5t1b+1CmxvvlHz9woY5vzlToX9PsYIwlrsKa754lKRFXqlpZiPeLM0tp1rkAvF8aKAzSnUjAxj2JbVVJhunUm65tMep+bM88ESdCy54PTt37qbX62AKaeHYFv1Icuq8x7hrs3q9xVBd32GHTif0Q92RcmBvZZyRPJNy5aKjdHxdnnSmvxhRJg0XQVB5Uaca2lhlnN8ye+Nq55ZqRefOFzlxQaQypXanOnBU8Psfa3Bw3tEf0CihiSso5t55HHgpSav4DlbGhUVnX7GNNFbAk2o3fLkD5rIuntWSkWooYmSayVxRkyx7zg5rooLBC8ii7Ra0mEHosWGiowDjyGbj8IDvf3ubo+csXjyV43FDsw6RhdlTgbNjSGXuLFUJsKUcZRbpHVkXLx269GJHpaLCgtS8FSs2iE1tFKQjU1IMIZdPkIx8uVe+e9tmgmUlCAN6geTgCY8oMmg1hrDtkFWjPRo1kNLCsizMwlvEgKZrs26Dy9SYYmwo5sjZkBdOmfg2+I72StGdtuSKlCqclbYCaTEuywOgTJkXd6Vry5VZOcvjRExZdnOzOEiWBW5WoEnV18SUEY4bcr6tcfen7q6TWtnMW2poYgtwc2hS8fl+iR1csX5ffqAsD5vZgS+HLBVYUmZkrlj0rIQpqsS7BhqWGEoXdKl2NyisM5Q2KBVFR08zV9m8q2eQJVsAGYmpJx3C4i03BbQHi/zEb0nOLQpw9eeosOkjC++TXFmVF3RxNqASP6MqRvYKlJm/zqdB2gs8t4JI8uQ0U4swZNEk00LFkwuxoTz/mFldOJae7/tOgpAhTx7sc+y0xVhTMD3qMdoQJMrKzgACc7EnSE37bC8UX7pwe+3VLf8ch8+mnGornjigRzjDLYOmrwlWTjarzll/+Q9Lb50USVJaZRaRIrISwpoJI+zKhKTo3jmfxMyj/Co+glUlvFAst3woSVSmmTlTWRExMZ972OOur9ZIjXKhU4Um5cZy+cFSFpOUCjQxKG7q5YfOFdDlbxkXvqTIyTF4Dk/0yj5RpaQsWfHvKSP/87K4RSKy7q6nKEIthypCKBJlEkf6e/iqKwa84douH7xDEsYZHwGdAzFAvy0rlp8TEgFKajpB4e0tKdiPxeZVgTIzRqQpUKnCUimJ1DRf09SdPNdj5u9+aVr1jc994fNI9mwKZ0t8V5LUIyZGAm66dI7H6xaeVOw/5mJ5EzRqxpcmJ5yzncU+8o/+4He48cYrF01pLPaDwb/Z+/wZHn7W4ZF9HnHgsmrYYKQpNQelnj1qkmZN0KihjYIc3Z0NQxRFrbu1qBwojWJ541gptg12psR2LJUpgBS2nb22FLaV4JhJ1s2TZY+SQFXZUmaTE8uKSEXMZx+w+V//d4gjZz290BF6qSOExCvIVBksymJOrOpSR+YaT6Nc8mSvpSh1hOXZY3leUNW/PMfl5ait8qj+ovqyumDJXhgr3h2W0QRewodZnm1ZLIQUjDQSdm6JOHFO8uJxiUrLk3CKQYwgqRwzc8qAfp139TIAeBntN4csxTtURbWUpkWeT3HGyAIRothgEKR0e4p2N6HdS+j2M7OpAAaRUVhva+cri1Wjkqu2J0wMGwSRYOO6jTTrjf/nxYMHH91+wU06o2ehE2NaEfNtg7GmzbU7TU6ds3BsgesY1FxJzRPUPB1d4joJjqUPAcKAIBbML5nMLOhDhkIvIXRWzko5WyWXMttM2nnSglWOAK1lLMBcS6mQ2fpd5DyT4veiYplj2yFHZw3e/6kGBw65UM9osFJrLK1sHZ+LGcwV3bvqO1il6wpZFnM1Zbk6F8//rFzf87ItvLroMTKIUhZ3xWaNDKZkVfaS804GVfJ0YyNbBOWHTiHSDLbkkEVDlSBQbN8Q8O/e0uarz1gcnRGVw0JKikWYSpLUIEwNHGXgipQ41e94cWbTZ8nMySxJSUywMpJUoiAxdWqblRo6NEqBMo0szkSQmAamEgW7MgUGYcr8UsRiJyGM9debJ1M7tsBzBL4n6Q0E7Z7Fufkmjt3kxKxidr7NBVtCLNlHyUoI1fpNW3FdlyCK2Hf8MGMNySXbtdlhnBh4Dhk1VvNQPDem5kbUvAghYqIk5an9DY71G2CUuDtX6ViV4l4527ZXLG3yE7NVGf/lRZwXuRD610JouCJkrEXE2cFyoQO//ZcN7n3KA88sRoLawEf/oJzs3GFWoEjOVFyJu4vXRkmFLdf1lYzOSnG/BK5UhycrDG9yAXde5GWpV5x2MLIFTPbIN46JgYGoCBVEZguRwZSsuEvYohDKJFGKsJdw08UhP/xdbX7xfZKF/vLbL001lTVRglAYBEoXum4OYCUptjSIZUosjcyyT0eUWEVESfaQoFSiD5tSZFhdQ52cPSqERgTHZxV7TimSWGAZBg03pe4oPEdRcwxqXkLPk3iO0L7iSUqrDusmBBs3TrB95xaCQb8s8NbQBFdfuO7OL9z10Hsmx+v/bXp4gVZjltn5FnFcZ7QVM1SPaNYDmrWA4WaPpd6AM/OKu/eaPPJsk4aEkVpIq25hSlkq600K/kiBtfMpSda1bfPlIIjSIVD5NjIvZpFkBa4QhsLI2YLZOj6Uij/8VJ0/+ViDjspGNBlT0DDymTcv2VjmOfOlz/jLeY8vnw69XHEvyw6qHgqrtWMsn5zkVGgh9LjwpUW+gguSP3I1jkGmwBGFLYQubj1dESIt5uIiYx4ahomBouYo3vWtHc7NS37ng036Kv8kM5l9qsUSsRIkhmAgZHZ+0YXuqhRHgZ3hZtvMXKlkSmKWUSWJqZ8tBcpUmQdM7m6leeW2BcMNeNOGkG+79TyPPJ9yz1M1zsx5HJ51GK0bjHiKlp/QrCmG6pIoVcz2+sz3JJblM+jOv6feuuLOeusAkPmd//Hv/ybHOiJq93pbBmH3jU+90OOZF+v4tsf6qYTVE32mx9pMjs5zer7NJx5Q/NmXXf74c8M8vn+YqOfiW4KGr+X9mjxFhrkzhb2VZphbacxt548Ex4pxbP1w7RjHjvTD0gkLtqm9um07xLYiLVoo+CVxQYfFUuw7aPPLf9ri+HknszwuNZaWNDSFIO9AefraCtxdzO5F+Vrmz8IoDtgFhFmmPqoUej5RyWrV+BugSvXQyYoboTpkLOAJFUIVy//9fBphLCNspaV3eYHLU+33naZ4dsL4UMKD+2zOzQjSwmlTQZroR5KASkhVQkJKpCBItYdgHj9SzRuqpu2V2tOXahoKqCU0DKm5KeNDsH4crt4R8ebr2ly4cYmJsS6nFlJePGvRD4S2RhawYdrklssVG1b3aDVhuN7/4KHnb39o0/Z3lB0c4B23vQnXdbn/gYeQwZPs2mSybqrP5EiPRmOJ2XafD91n85d3jbPQ9vFNybAHQ/WUoRoMNQSuI7PlTXaYtNOswFWmtq92bb2lygf4emulfbktM8IyNf/FNiOkGQOKXqSI0hTTUNTdLEYlC3URVsrThyx+4D1D7DvokNoSDLN4CGEsU8jn3XvlYxk0kSVrsJDQrSzuavc2xEtEEC+dnKSV11lhpgapUeLQ3MU4Lf533cnLOEAjY++V1FZDGZVUhwohKxsdCkNhLJO5aYptYpgYoWL35ojf+28LvOuX9fcPUwExKA1/Go6GdAmCpcAkxSQRFl1p0TcljhTUZIonU1yVCYizd/BE5cFTRiFkKAPG9FcoDIPIFPQGBufnLZKkRavh0qwFXL55wLU7+rzzlvP81VcW+cwjTY4u1lgKTZYGEefmHTZMSV55w8VcfOnVBEEA/NbyAr94+wiO4xMtOkw6Hdav7lOv93lsP9y3z+XQ6UkOH68xVjeYHkupuZr66jsC3zXwXUnNM/EcoamwlQmJbani2c6mI3Ze0JZ+ts0Y29QTENcJceyQTi/m8NmUKE2Zbws+8iWPTl/Hprz5FQPWrUpYM6pw3JR2JPiDT9Z46jmHROZcC6nJVIbQGsti5l16quQOtS9xyKqs6XVBlwr/vLg1bhQVauwKRmEV0S6zaVtpUlp22zTVEX6ygtfzcRlJzgWpcrQp/L+1jlKQJBSHS/2s1/f5al8omfkdKpRIUEpiJgmX7Az4z2/p8pO/YdIJUhw3Zc1EwtrpmDffHDDSVHQHgg9/0WNxySRKTU7OuSx2XfqWTWhb9BNBTaX4MocnKYlpFDEnxfzczL8+VXRyza/X0rowErR7Jp7r4js1al5Eww941+t63HLJEi+eXeSBfS57nnfpRDZnFg2mN/hs3LWKXr9XNJGiwEdHFQgOmp5xaO/R5qYDx2wWU4tPPuiTDBxWtwwuXauoueBl83CnIEnpE65rG7iOFjQ4lXGfYylsOylGf5alYYltxth2VHRqzw1wnIB+EPPIAYNP3u3yuYd8Fns2SSqZm5WoBEwz4U/vCNmxNuA7XtXj2itD7nnM5qNf9ggKEWBZ5IbQxjeWkYuHKxOTanhVdQxYWFiUvO58cyulyF5XEpbFS5c8OdbO8fZyu7bS/6QKP5RIC6N5WVkE5Z083zDmw5lcbqbNfPIbTJTuVYk2MdU+KmlBeqr6jadGQqoETqL4tlv6HDktuecxm+uuDPmOVw3YviamXtfa0iQxuO3aENKUpT587mGXT36lxp7DNTodj67tEtgmA2lQU+Ar8AocXsnIXCbsUMVEKVEpUSTpDQzsjoljSRzbwrNdPNen7jcYbQXcenGbG3d1+PQDkl6nzsiwxKvLQ3Nd++BgEBQFnmcO8fO/8Ftcec23HIqT5niv174pjOeYWTDoL7lsnzJYNy6YGLYYH7YYHbIYaZq06pJGTVL3BTXXwHe1yt51UrzcI8VWOI7G2m6GsV070g8nxLUDreGs91Fpn4eehz+/vcavfWiEzz44ymyvSTeu0Yt9cD1wbZQ0GQwMTpwQPP68wDFT9h4w2XfAJsm7tigJVZYwcGWGvbNZt52LiHOoUp13myV/puTTiAyHl0suKQxMsxyHLjuY5hSGyvStVOnk3iL5D7uMtqbatbN583Lontszr7BpXnkArWLtnOtdMe0vre/0VEoY+tn0oR8YTI4r/st3dtm+PsZMbYK+R7/nEw5cHMvBs01GmoIbLoy49qI+40MBRBGnZ1PCPoRILVYoOCv5W1k5V6fA67qRJ0pbR0RRyiBM6Q1S7Unfg3ZXJ4C0eyZLHYfFjoc0LOZ7CWdnUlZPrubCHVvfO2gf/uOrLrv8pR0cYK5v4bre7efb6k2P7bMuJnK5aJ3J6JBe7PiegeekxQw8f0tVKp8CZGxCs4QjjpXg2Bpv21asO7el/UhcO8D3BgRRyMPPpfz1XXW+/ESDF042SFIX2TCxpZ5bm9kPMk6hH1uECIhiXn1twH98a5f5Rclzh2yeP25lt21J79PwJMPZRm7N/PJTkurSRlYgiiyKPFtkZWr5ckauYU01TzIv6sQoiVSFmWYRdFuSm/RoL3s3yP6uQP/PqVxR5MsM7Fk2uSmfDRKRY/EMnqQKoQxkFjSbq2zAwJBw6KTJe/6szvyiYN1EzHe9OqQ/cOkHPkFko5RmD4qcmmzGrJ8M+NG3h9x2/QJ3PtHlo19p8OThBp1+jdjRMYeNLDIwHyPaRbw3xXgxSgzMyEAYatmiCMpZuOsIaq6gWbc4N99i05TF5skeIeFTqyaN24NBUv1Gsezb9okP/xmX7F533JXplauGkksv2WywYVqyeiJl9UTCxlUD1k/1WDPRZdVYj/HhEM/Vyx7TXG7b5jjaus11kuw5xnV01/acAM8dUPd6hEnAb3zU5Tc+OMztj45yvtNCOD41z6JlGQxZKUN2StNJta7TSpGGoDNI2TS5xE+9c4FrLooYayhGWooH9zl0A6vo4oaQOBI8kcvQXrqxzMljOY3Ayju3WeniuRejrHJr8m6fPeev85SJDM/np0ftvKoDU/Mk4CTzHlEroqyrcKY8aJYv818V21HD0JOSFdK2UvJWdvLcKKkYt2ab4POLBj/7f5t85TGf8+cd+rHg2t0RNcdlbqlJp+czCGzCyCKKLeLEJE5MwtAEZTE+ZHDVBSFXXthj2A944nkYBAYRkjDNtqVp9WxRdvfSE1xrMDt9xdkFg+MzcHo+5exCyrlFmFtSdPoJi+2Us/MGh05YtHs+Ke7nnz9w9L23vPY/LyvwZR0coDE2RpoKtqw7S6/X5cptIb6jiFXMvsNwahEcR9Mag1Aw5Dk06016favo4jm91cm7tq27tmOH2FaI7w6o+30+/4jgDz4xxD1Pt2j36wjfoWYK6ibUTJUpgkp5kplh3EYAa0ZDvv8tfa67wKK/IDGtkNtu6vPuv2hwbrFgfOmNKmnGDEyXHyirnJICh+eZ9+XYz5TGMmhiylLxX0aHl4agOTzIC1RmlgxRrLtyFJfJGJWZSrEdTYQmqqlUf2wQ5UGzAlRKQbD+eLFhlIdNUdpNyGyzKYXIYrPLTM40I6kLkTK7KPjUvT4BDjQdvrK3zs++3+P7Xi+xaNIbmBgCbdGR01fNBNuyiOKIQWjh2hbbpgf8yNsGXL7jDL/3iRZfeGiIwPWJbYdQGTSVobPsc2ye6oSQ3NgpTaEXGDj1AesnBkSR0mNERzAIBHsOOSSxpOYmXLwppC+HuP66EeJErSznlxb4ba99DaY0w7/6WJtHnzrAU0c7BKFBEFt89VmHXt/CdyWmNDBSxasuhldeamZFUm4jNSRJilm2Y0U4TkC91ufETMRvfNThr748xP7jTZTt4dQtamam48zcad2MRutknil6ti5Y7wh2bXa5ZscQvf6A2ApwUwPH7vP2m/u85wM1wmwGJ4zlq/dlrrSVsWCOwUsuTfVZFAY+1Q1tWeAamonsB5SLgvN6zIsrjAziRDEINNG/+HlUOm5+YE1llcuhSKVY1r6N4kCZVooavckUSi9+MpVPIrTtW3mw1PbMOrBXf+xIwUfv9hiENlgewvKRQnL/UzWGHYOLNji4Dvrd2VaZEEFimwmOLYkSSWyZWUKaiecG3Hp5n01T81yxbcAH7xjm8PkGHc8jTiVRKgq4olJ9ALWy1b8wwHPg5ktSbrwEQGBbMb7bpzuIeeQ5kzBJCMOUycYQjbHV7Nh1W5ioBPixv73AV01MIu36T7zy6g07hTr2irv3+uzZ32TUh5ZlMDVi4NngOgZ1T9J0JUvdhKF6nGHvbEJix7gVrO05AzAG3LsH/vT2Bh+7e5hQ1DF8h4YpqZspdUvhmZnbqJkW4mTX0okAjmNQ8ySjLZPxIZPz8y1StFeLMBJsJ+K63SGmUIRZdQmjjPyr2q+tDJEVxfhPF67IBRtmtWsvpx8sXw4tj1CRslTHA5mZjcGJswnz7YRE5YLdCkuxchZQaYopykhB/bfLIi/5WbrI44RMuZ/5CopMtynytORKNErO0S7wt47DfHCfQ5JaGNLFMy2mPMVkA+ZmBYdtg9GWpO5rX2/XEYSRxLVjoljgxJLYlsSJfkSJSRiZbJjs8zPv7LFjfcif3D7g4Wda9Ac1YtshSgWxUmWytaXfyRwLGp7B4mKTfS9oB7XS8zLhqq0RQ40ej+4PePZIjQvHN90zNbXuJ+YWBn93BzedBo8/+ol2mloHjp6xbpg915TXbZH4jtZReo4mYPmuQd2H4YbCd3J2nyogiWNHuE6gD5Jun9gY8Il7LH76D0Y4v9ggtn0sy6ZhQsNS+GaKZ+fK+xTXyhX42lrCcwSeK6n7Js2aLqgw0vntoWNiK1PL0BXlFjDDpZJKIoNYDidewjdZsa2UQixz2Sr90DNHXDObwpgq24pW7JvN3ABU+8nYdsQXn7A5PyNpuDlON6hyYEwJZq6OEVUMnp3kM95JMW8vCluPBGMjhzlG1rn11i+RLy10KqxAIx/XGCaGkHiZcNwxtffKUjdBSkGscjafQRwnhYA4LlLgsj9LZBG34tomb725x82XzfCTfxDxqbsT2kGNxdQlNkW53cwaghSadHX8bMJSF+q+gedYuI6D7+iNeM2tMz3WJV7vJKMj3oEvfPkL7dd9y+v+7gIHfTcFg/YPXLvLudJJo0uGGwbCcPDdlEZNk819N6FRC3HsmDjWX0gOTRw7xHMDal6futdn36GETz/o895Pj3C+XcfwPHxT0jShZpWQxLP03Ztn+mjfFM1Ddx3NA677Br6rhREYZX5Nms900zKaV2QTlJX6yuUSu2qhLzf9NIUo8HeVTmvlZ4IqK7JiZ6GLPymmSY4dMzHcI6TN2c4IJ+ZbTDdz49F0mYZVVUhKprl8MZSiMjgjKjg8n4NTkLwKO+O8k4ss+kSkRXGXZp6izCTNJk8iy/YRmVwtilP6QYLV0zdAPjlLlD44xvnHysQMiVqRJ5R19ZHagPd83xIbVoV86v4W+w4O0XV87ZlIRcBNSjdIOTWf4NqKhgu+o5tc3RN4roGQiqPnXHrp6NON8c4PtJr1lyvlly/wK695K3fc/tGkPnRJGqp7OXI24vrdMDnWp+b1sc2Ymh/y4mlYmjWZHqpjSYEUCseKce2QZq1Huz/ggX0pv/7hYe57YojE8zE9G98UNM1UHyStFC/r2jl/JfdMcW3NNfds7WTkuwa+o73ILVPr9YxlzIb8J6X7tmHoQNSiyMVKiFIlTuVkqtLCWcMTUZmOLGdFWitUSGZF8W8VZ5AEzwlo+F1cqwtxjYW+hlwNpXATPZO3TUhkijK1drEIpKr8hHTnVuR2cFUnqdjQMdtJooUJcQZPcsvl3EC/jCPMGkMuDq66bpXfzcyoHoJQMTATpDQwMqsgfeNpqZxSlUQKteLdIin9zOue5L//uz6vvHiG//3hkCcODHO+00TUTCyhvxdgYDspk2MD2r2EF05a1N3cKkIwPWRz3cUDkjRl5/otqZGQvOZVr3u5Un75Age46JLrGAwGH3762QPbRmrHa33V496n9Yq9F/VY6Jvse7GJinzeer3NhZu0R6HrhIwOdemGPX7nYw5/+NlhFnoNjLqLY1nUZUrTUpr0lB0knfwgWYEktm3gWgLHlriOxHO1fZzrZMIIK48jyRxWs1GYZeXDaM1QK5IeCn1lury4X0Y7mmPuKp89L+q8yHPKb1UgbVsKayVUs2I8Z4DtDBBmDGnIIEqYC61CCeWamlttm2lhel/d9OVdvCh0VIUiaxBn06WkKPScfptnbGYFl+YFblQ2mgZKSURqEMWaYJWSFiG0sdK6ySACK9S8fE34Kmfo+aFVvcwjj1yp5ntGscUNu/tctHmeP/5cwP/5YMLM0jBWy6Ru6yZ2wUbJm18BSdpl75EBi32TXr+FLeDE2ZCv7re57pKp7tVXX/Fh23b/pjJePgevXr/+67/OW95yyxPjo7X/cPjogdbj+z3m5ppMjEiePGJw+4MjTNdcdq21mBgxGR+KGRvuMlRf4tEDAb/2kRof/vI484MhLM+lZpm0LF3cvpVZuFmphiI2es1vGzi2hiWOLXEcXdyuoznpvqMDrTxH4WUm+66jN6OOHSLEgD/9gsv9+5oo08WRkppEp7gVMrnSi7x8NjID/hKSmKbUErvcurni2eJURNE5t6ZgR1orNrZOiGNrO+mziwmfu9/j1KxDZJqoVKwgZK3QtBdsqzLq7yXC5mXiijzHyCi3l8XmMp/S5OEAWZ5RJgO0zYiz83Df0zWU4WCZAi9jXRYKJlFREeWjn8pxN824YHkYuD4cl88aDmlsHsUmNVewa2PI+sk+C13F4XP6Zzbipww3LMBnvOXwyksDOoOUU2eH2b3WZvV4SrsXsmPnVWcWFhe/+9JLroz+pjr+Gzs4wMjEBfR7iwjxVTaOw5UXBJyY79Jpu1y2XrJ9jcn6aZPV4xHjwz1Gm0vcszfkf7x/jOdODGE5Ds2ayORheq7tZtYQxZTErNi42QaOpTkuji10gdvZ1CYnb2V0WzsXRuRiCBGjUsUXHnWJkRhZ9La1Qmf58oLiTK1TPLJCrwo2Mo/waucuiGN5kefEMSvGyei9jhViWwGmDDPydwLJABULOjgkZFzrVJEU2sacq1LlgiuqzrVa8VMub+JlG8zM5k1QHC6TopuqymtRpLcZSG69csAv/XlEmCaEyiJUBlGSEsZgZ11cL4cqSqVCoGxow5+CMpttuAu8X348bRthEsYWru3wnbf0uXznDD/zPsU9eyap2ZLGbIRlGkSJT5RM0vLnOd/u8aE7W1yxzWRkqMmVF29jqNX820r4by/w1dNrgvNnlv7zrm3THzl18vnaF59M2H/UwVYeO9ZbrFslWTcZsX56iXpthrv2hvzcn09x5GyLiabENUvFupXxQOxMsla1cXNywpZlYNt5gcuso2varc4ByrjkWVFpYYQWRbh2xKcfsjhx1iEVFmYlettcWdiyir1XPIptJRU+eCmvK4XSeVFrvO0uW2hFurDtEMcKcLw+ohaS2hZGpKAfYAhQjqKnHGLTJM7mwkVUX2bnlg+qq16AuV1abtYZJ5rRmOPvMjNHB0NJUTlwJrqgl8EGJYljk3WTEa+/tsvH7qsTmQ6DxCBMDMIYgjjFjNBdX+Qb0/JAn+ZTmWz0k6exlaY/lRz6LEfTFIr+wKXb91kz2ucX3tnmfxrwxIExDp5zSNNIR5tELjs3DvP2G5fYf/wcew/U2b3zwm53YP3nDRvWBl93gZucVZs2rn/M91659MQzB2pHjteZbko2TJusnUxZM9lj9fgCMfP89Pt9Hnl2giT22DaW4pj6i8/HXFLkXZByUmKVqQ66wDNnWUfiZiJlN8sAKjp3xkzUrMSSP27YEU8dcrWZvV3G/5l/Y/dezjUxl3FMjCzNoXqopFLY+TJLlRybXKRhh7h2iOsEOHaf+V7Mx+4zGSQ2vcDguisHXHphwCA2ueOhBjNdjyCpkaSWxr0UgjEKamyRRpxWlkK6U8fZGUSKtMDfUmiTelnp4nGioZd2PtCswCSR+nW2nKn7Bhdv6vOJu0IiFdNLLPzEwE5SrCif9RsFgUufBTTSzQ+paeXwuZIWnKZmcQ6QIuObKP3/zS3VaNX6/Nq7Ojy8/wS/8IEJnj5ZY6kXZQ6yDhtXj7FxYsBSN+XVr7pxaWrVuseOnZ5Rf3sN/y3X0MgE4M4Y7H/7pRdefne3s9daP2WxcVWXydEOoery2ccUn3tkhEMnmox5gpFhhe/oH0AQpfTDlDgzVc9xsG0ZWfc2lnVubZucFbe9PL1NU241K1Gbv2i6rWVG+G7A4RMpdzzi0zdshDBxDK2WfzkxQ5GIXBEwlK9FyQyscEvMZVMTtay4NdbOitsZUHMHzLUD7n1Y8kefHWXPfp+wI7hie5df+ckZLtumCDuCPa/r8oefqfOVp0LOLjZZclwUIlPS5B07V+mky7C1FKk+XMZpUeh5F49z8pfSD13cmeml1GM9M+vgsSoXM46yePVVAX/+xR4vnPHoS5NebODkPJ0ow/AGGQOxhOH6cxT6FwXHRJT609QgJSkMhBKh5+X9wGQQakH0nOsx3PC5fkeb3/2hWT73aJu7nxzmzGGLk3MJ5xZMxocNNu24MuoG6u2jw80Z1/W+fohiGB4vHjyM6207ObkqOTQ6cmD7ofPznGwHSBlw95M1Dp9q0LIFOyZShuvQ8CWeo7N15pcijpxNIE0LzoZlGuXExNbuso5tYFm51M3AzmCJFkykuFYubcsoAHaiiztjJlpWyGcfdHjxmA/SwZQCN6PCWi8HUV5msSMqKbvV7WSey5Mr/YviNvORaFx0bs8Z0Kz1OHQ65Mff2+SePUMMVA3DskhsGIgUK/agZ6IiwVU7Qi7f0ebep3r8P++NOXBymA4eIMBQBe218AIXacWDJcvyMVIMobJNbJqNBjN/kezGTkQJVXJeShIL4iwSPI515n0U22xbF/Km69r8n4/UiGKbnjTxYmOZTV/pQZ7qz7NSM7nxZtHJi+1rfl4oD7ppCqdmLGYXTCzToOalzNYchhseE8M9fuhNXd5w1Qxf3mNhGBaeYWCICS7btf3QRbs2nJw9d5yxyXVff4HrKpfsefKeo81m612t0R33Pn/0YZ4/43H63AgbRgW7prQIolUzadZNmnVBs2YwNRLRi7o8/1mbKJJ6di3JnGWz4raygrZkhr3zBU+lwIvpRKXIzTgj+miRxPHzio/dXWMxcDE8C0doU1BLrCBE5fKzAm8vX/CsJFDlECUPuyo8Es38MJkUmNu1dRbooTMhP/H7Lb70+CjKruN7Fk0bUFDzW8zOS07X9NLGdfSW91WXdfjf3z/Dj/9eyounRujgIQyBNFTGa8lW8HG5jc3JYnnUXyJUttSBOINf+rX+uuPMaEcvfBSxEph5cUvdxcPIolmzeNvNPT5yT5fjMy49U+LG2ZQpV0HlN5qRjSvzBRSUlIK0JOMY2Q0rDC26ME1Fw05QxoC7noKo5zI5bFD3Jc26xXzDZL5tU3PrWFbCv7+lzYm5AXsPuOzatRMhwnc98tX7j154wWV/Z/n+nQW+ZdM6lto9GnXvtLS8++578vkbraTPt11r6nnuosFww2J0SDLSNGjVE0aHQrasXuCrh9osBBO4qaln1IU3uFEkOhS4O480sSuG+RWpW8kp1wVlW1rWJs2AD37Z4ZnDNTBdTKmnNkU6QwWemIXOcoVYOCdUVYp8WVyKmWIum3eXn4ttRzhZcb9wMuSn/2+TLzw2hnIaNB3JmJMy5CmaHmwY8Thxuo5lhLTqA+q+SZLohLFbr+jyaz8ww0/+ocHzJwQdw8XMXbOqRS7KTB2ZQwWht5S6yKUubEm25NEUXZl38cQglgKZpJl5TsYfiU1iaRJENhds6PLdtyzx7r/0iSKLrmHhSKHNMQvhRJo5CKhssaayPk0BT9IKXCFT/EuZYicCYaTUvR7tMGHviybbp2G0HtOoa5Op7pBOGplbDHj8uXEu2T7H+lU2q9dsv++ii288ncR9TMv/Owtc/p1/A/iVX/kltl72+rl+UmsHAd++rnWC1VMxT74Y03Adtqwx2TCdsGaiz7rpDlvWzHHw7BK/+ckG52ZqjNWg7hp4jpHFl+iDZFHktoHjZNOSLOM+Z60t45RXZsuuHdJsdDl0JuF3/7rFgdNDGI5LzTSoZ9tRN5/Y5NbNRZKbkblu5c/6del0m2b/X1U0nb+DqJJMlhV33RsgzT6/+dcef3bHOKnbpOlajLspQ66iVUsZbQpGmxauY2Ka1Xk1mZcM7No4YBBG3POETaQslNQWc6bILJmFUR4wRf7r8veqr8u/W/79nOdRxhNWizWPSUmpuQrTjnjkaZOZOYvEthBo4YnILZbJlUYl8etl3v6LoX2+YBZGeaYZbkSsm1xizzF4+qjLIDIIwpRBoAlYI62UqbEFvnpAcfKsyWtvvpzdF6z5/w06B+93alu/ltL92goc4Dd/9X+xcc10d9uqeIMlZnbc+egckhpXXyC5ZHub7RvOsn56BtNc5O6nI37700M8fWCY6YbBSB0taXO0IsO1JU6m63TzvJ4CkqSFrUSed+/mlhKOzpV37ZC632ehG/C7H/X57EMjhKKGbVk0LfCr6RJmGVFYFnoecpVbOcvKDZC73ZaWF3mR5xDJsXIyWYjvBlhWj08+IPi9T44y3x+i5tuM2iktV9HwUhqeQTNLqfMciW3lKv2yIwPYpmLN+ICzc4oDx2wCtBNXwYIUlcVNXrRFwWY5QNlzQcDKC11UFj4Vbs7KQs8nMpOjIYaI2XPAojOwSaREojM2BaVlRVbGywTWJVTJiVx5kRsFlDHQ2tatqxO2rmmzOAh4/qTB8ZmY2U5Cu2cQx5LpUYvRoT6xuZnVa6/75LqNF76vHzQWf+Xdv/Y11e3fjcGza926adLwyNGpicv/y0OPPyV3rF1604bJHn5tns8+qhDY+L7ixTOSe/aMkEQ1No3AWCOl7i0v7tzE08mK287osXZFha87eFxCk3zGbOmu6bsDvrxH8td3tmgHPqJmaduCiu6ypLOWfO9ls++Kt+AybneFNJXnbpYe5ElxuM3FGyfmEz5w+wiHTrawm7YmkWXvRm7GrzGt3PYYwkgQhIJBaBaY3jQT2j2PjdMx3/3aLo/ta3NwxqInfexYYAmFGZcmobFMdT5ljrOzg1uSPzIeuIYn5aFT5jBFCGScEgtBJAUyNsnjFwdBQrMR8e23DLj7yTaffdAhNCXtIn7QKEhRZXHnfoSlh3g+D8/hSr4MKlU8+kywc/USv/g9S9z7dJtDp1r4tgdGl4ef9vj0Az4Xbh7jwl2jn5necMV/2fPsyWOX7lr7tZbt197BAX7+f/0mb73t9Yurp9ddON44fuPeg8f4xL0OM7MN6k6DtZOKfcckR48Ps3VcMdmCVs3IGGC6exXcEscoCPSuDbatlo0EXTtffyfFOl5DggF1r8/eQwk/+8ctnjneAtfDM02aZta988CrfCyZr+MLGJIxBC2BJWWRMGGbpZWznQUd5bwXJ2MFljApwncHdIMBv/4hn4/fN0ri1GjYZiVVTifKFTe3kx+mS7JWNeNTSr3k2bAqwLIjHn/OoRvZpFk4be5dXqZOGCtW8VWPlorDVm5ClE9Aim6elqkUxeFR/z5pynA9Yf30gCdelJydsUiEBUK/o5Smn5WtZn5VLZALHk2ZspYoUUSYhJEkSmwmh+H8YsKzL46werjF9jUmV+zscXqxRyy28ppX3fTxzuLJj19+8c6/T8l+7R08v6anJ5iY3PCeP3jyqU3PHF38jk0TERduMti8tsMTh2JOnKqzc5Vi1YigVdf+cabU32xTCk2icsCzyYpGL09Ka7fMWsIuRco5JLAtvUCJjYAvPuZz/9Mt8DxsaVIzU9zcKF1WHav01CR/XXiYyHKSUj18lnrKrIvnh9UimlBvT3UHD3j8BYOP3NOkn/i4bvZ5FGQsTXnNP1ZeAonKIzwMnTQWSUJTYkUWg8Bh2Al52yv6fOK+NvfucwilSV8YuEnGn0k0hVVmyxxTkm0x886dksjSbKfo4qLs4rEwkIk+bOpOLolyraY0kcJGBgnX7+7wuivbvHjEoReZdIVbhMiWcKms5DyxuaQElMzIXGgRxtDpCxalwVJX0htIksRg/USK6UZ88oGYLdMuF2ywuO0GmF5X+/DI1EXvCbrH/77l+vfr4AC/9mu/jRy9MDg2P/X5t1114hWeN7tuZGiOu/bE3P1Eg2HbYd2EYGLEZnrMYnJEL3GU0rjXdcB3S+KU6+RFro04bTsnL+UPjbsdO8JzB0jZ50NfsvjFvxiln9QRtkPNMmiYOhrczXgutpmJjItDZdnFzfxgmXdvWe3eFOJpy0oLiORUJjia7z5goAb85l/VuPepEYTvU7ckzYzX7llkSqR8Y1vNAdUfx8zYidJUpehB6mnE6HCEUhEPPu7SSyxSaWLl7MhliqQVXTy/gYsJTOXgmZvrUM0ZojhcVrG6ITT8kCLl8u0Dzi+mPHvIIkotYkMWeffFjN4oeevlel6zI/N1Zu66lSiDxXbM7EJCL4AwNgljE0s67Fof4tfbPH8ioDtIOHxm1f3//numv60ePdYZmXrl37vA/94dHOBnf+TbOH7kq700fUs485W/5PTMEgcOjXP1Vpl9UyxWTxhsWNWnUevz4F6fQWjT9CWuDb6rqLlafmRZCrM46GgMaOez7sztyjY17va8Po88Az/9RyPMdusYrotrSuoyxZUZjq/6fJsl9jZFubVcPgfXWz+RYVtZ4G4995YyM+EvjEG1ub5tBTyyV/Cx+5vgOFhSauGG1J9D4WlolMZAucl71RNbK2MEUSSITE0ljaKIoOdw2w09PnxXh7ufcolii74QuIlROLvGCcRCS9uSvIvL0pYiF/VKVb5ryEwcIRMDEYvK2E9mLEOZ8U0shKHoDVyafsIvfd8Szx6zeWifSSwMlgyrxOJGaSuXU4D1SBDsWP9aZdpP29KQNYz6PPaCouFYbJg0iWOLc/MuwrC4YGOXwyfbDDVXc9ub3hQ+8lWjd82Vl3w9pfr1FTjA+ORO0lQ9un37ldd+8c7Ie/vNCkWPU+dtbNNh+/oOtjvH4wcV9z1tsnFCMtKU+K6i6cfU/RjfjTFNvQlTSm++8oNOETqUdUzf63NiLuaPP9divlMD18WWJg2Z4pkKp8gPSiv2D6UdRNU8s5h7L+OjlAe4stBVlgFUOWDKGFtGREnEB+9sstjxEZ6NJw0NkYr5edllC5/w7ErT3CM7K/AkZ9hJolgSxhZB5NCqhfzbWzo8sq9ON3HpJy5eok37I2VgJqku7NwirQharRZ5mhGtciFExoVP8qSKvNC1vZsUsjAFMjJbid4goekr3vWGJU6ftjgyJwkMQdsws1Q6I7PBKzN8VMYytGWKF4FSetvqOSk1D3ZviVmKOzz1osf+kx6eK3CcgNNzffYdrrFuyg4aI2vu37Fl06NCiK+nRP9hBe56NU6dG/zM1PrXpJdeeOzHwt6T7oe+5LFhwuEVl3VYDOZ5/6ckp88NsWXcpuELal5KsxYz1AgZagSMtvp4Tkh3YDO76BPFokjXKnCuqVfgR89F/PKfNvnLL4+gbB9L2tRzBb5ZshTzkCyrKmAofASrVsdV70GKQ56sYHC5bIqSRROaEbYb8MgzktsfbqBMB1tKzTkXK+O+SwiR7/R0gWcThCKYKUssiLPNYmJmndzmtdf0uPyOLvc97RGZFv1E4mUEqETqiOuyyHWhq0R3dLHM9FKLKjT+Tot3FCPOD6MCIWRldJjn+ygMod9l/80tXQw5yy+9T/DCrKRvCDqGoZU4QndpAYSxwfkOtAPwbMlEPWVE6X/LtXXWfK9f49/f2uf4FfP86e2KZ48a3Hyp5OLtAX/4WYO16zbPmmlw28hIq/N1VzdfBwavXr/+v38xvfzK6+/rR448PZtemwTImy4NUXKeD9zhcupMk80TFmsnLSZHJBPDMaNDIVMjPcaHF9h/sstTRxSLbRuV1EhToQ+bdmYSZIf4bh+/3uOX/9znTz87QmjVkZZLzTIKvFudedtWPvOuZnNm+UCmKGRolhT6EGi9HGMwLXgv+dxbz+JDfCcgVAN+/k8bPLF/iNTxqVWwt1vRlea0BNss41yKnKJlY8xSiZ8r84VQGIai1YioeyF3PuLqdGahpV1W5UbSc22jlORJg6rrrVHB4oWfYa7nfEnsiVE61hb4XP+8hYALtw1I04QvPuiQShOkqSPQM1GJa+nJ0eREyPaNC1hOyMEzjj6DCaXT1AyDRJmQuqyfkKybGrD3cMKJszatmsfOLVPh9Zdt/O2Ld0zd/ft/9FfJP6RGv+4Onl9KBaGwJt491OqGWzc88wuPHVgSR0/XcI0Gr7pYH6qGm4Kp0ZjJkYDJkS4To3N85amIX/3rUYK+z5WbHK65wGbtZIRrJ0iRYskY19bC5c89aPHJ+4YJzDrCdvFNQcNUGnfLlDLQKkuAy9Xv5nJ3Kpm5weakqpcsPwpilqp0b23Gn4fLOnbIA0+a3PtkjdhysIXEzz6PvOiqPoXLR2mUXtmVLl7CFL3ciGKBlROgQpubLulz9YUdvvi4R2RZDJTETwwd/CWNZfbEZaqCTjfLfRCTVHfvXNZWjUgpbgCRYfIs7sTIoQo5sSqlLhRvvSHgK0/M8blHJIEw6UlJXWluimcbrBo3uXo3XL4zpRvN8at/HXD3k2Okqczm5BEp0AtMDp0aYu2Ez7ff3OaFU+c5uziprtsy/Qtb14//n9PnF8N/aH3+gzo4wCc//hH+7Tu+PR4bm5g7Oe/957sePCsuXF/nxktC2gGY0mbzqpgta9usGl9kqLHIffsi/teHJpibG2L9kMnUsMVQQ9Kqp9T9iJqnDYKGGh2+8Jjgv//RGC+cHULYPr4laZmKmlWZd1fMgXI6bt4985l3ab2WO1SxzAYiH+vZFSqsky2Y9PxbG4W6bp9f/ECNR59vkVo1fEvSzCY4uWjaesnWVKyQxC1fLBWpbpV5uMjOAFIqWrUIacR88t4aqWkhDBOnahpakZXlOUKFh3kmaxNZIS/zfKOcgJTr97RkLlK5QbO/naaC4abi0m19jp1VHDjikJo2rmlQt/XWdrRpMtRw8F2bdeMpV25f4sj5iL3HPDoDSRCkmEZKq5bSjwc89KzAES5X7Qy44drL1eT0ph8dBP1Tl1/1rf/Q8vyHd3CA1N7ETDT6wvYtrR9YP2H+/vEj94rbH4sYDFrcdFHMUHOBozNL+LUO87MhP/+BSWbmmlwwpVg7LhltCTyXgqXnuwF1v8vtj8L/+L9j7Ds2jOF61CzduXPc7cgq7q4WVfmo6ixl5uVdJC8sm+WShZFmwmRZWcJUuvep2ZT9Jzxiw8WUJn6R0paWTrVVrL9iEVINn1LZJCVRmqMdJZrhZ8YSK5ZEsUkUWSjbZuuaiNVjPU4ueoTSZqAMvLSclKgiuSyfOafZTLo6udEuWOUe3Sh36wBGnrEJUkjCfFxYpB3n/zHYutrgl9+1BIbg8181aZsuQ7FW//QDxfkF8M+4CGOILWsT/ud3z/KuM5L2wGVqVcps22e07XLjZSlb1s/w1IEafXmLWr1m6w9MrF71AmruH6M0+fqPp5Xr2163i9dc1gvfdOsVfxImzo+fWVrN4qLHrnWSTavb/NXdfd79wRG+9PAqzi/WWGj7rG4aTLQMhpsmQw1B008yk/MBrUabe/cm/Pc/HmfviTFM36dlGwxZKlukaMxnFZOS0vK4KG7LyDgmGfbN7I+lXBnUWo36KFfemrecQxO93LGckE896HLomA+mgyu1LbMtqVBzy+zHwjGr+HjlIfOlB81MkBBrhl8Ua4ZfFJuEsc3mtXDbdV0IQ+IkIchuiriYnGTuUMsgkK7IXOOpbyg9SYliCGN9IAzzeL7IyKY5gjAR5RIqMrOHRRDa9AYu7U6NLatdfvk/LvLqS84x1w+Z7wu6AXT6isVOwuyi4Nycy7m5Ji3fY6ghee0lHj/9nQnfcet5Dp0Lef6wQ930uP6icVp168cnVl/3J3v2qtCQl/9DSrK4/lE6OMDY5CaOnjiTvPbW1x506pPthntHY6Qxw4fuGfDci02u2uqzfmLAc8d8Go7F9FDKSNNkpGUy0lQMNyNGW31GWovc93TMT//xNM+fGqFZM6mbCjfz9M4zLe3KttKSRjk9yfnmltSBtaYoJhmFELx6GQY6cGk5Ib986AmK74YcOZXyV1+qMdv3Mf0Se+cdvNBxirzIc0JUJel4WXGnxTxcT1JS/YjzmbieiweBTase8p239vnCV7scPOcRWiZhYhT2w6rStZcp8yvPOqRVh8vG2cfNhcH5t0J/zqKw2hCZ0FnfmNpuIlaSONb88Q0TA979rjY/8ceSB5+dwLVMfFtllAaBY5vUPQ/LqrNzneL4SYsnn5/gqt3nMcRZ7n98hEZjlLe95ab26vVXH2wvnk4uvXjzP1ZZ/uN08PzyfY+WM/jMba++4gdvufmVc4fODXHinMfOtR7XXKioNxa563GHEcdkelQyNmwx2koZbUWMD/UYH5nnqy+G/PT7V3H07BirWoJVtYRhN6Vml85XTu5RUqhysnW8mfNNdHFX2Yq2pTuq/kFRvHUXCQv5I+Nk5Pg3hye2GXHHozbPHamBaeEIQ48Gi6VS+U6Sfz5Vn+7ikEkGUSoRezrZV3MziqDTSGYHTg1Vwshi57qU117dgTgiUoqg8NwuIcpLPFRWxBiqRLvbBqFiECoGYcoghDAqO7k+7JaH3ygWhLEkiEwGoUV/YNPpeyx06pyeGWb1aItf/vddrtk+w6l2wtm2wXw7YX4xYmY+5eR5h3a3xS2XJiwOujz0NDx7cIRVTZsbLvG46ppb5lpj1/zgkeO9z1iO97WU2td8/aN1cIDxkRYA8wvtD1x08U1mP0jeEw3uGb9wXYdVk0t88iFJt93kks0WU2Mmww2DsaGIiZE+U+PzPHIg4Of+bJpz54fYOp5Qs/UPLEqymGuDZdKpXD6Vz5w1RNGTG9cReI6RUVM1Tu0HEA5ytps+jKlKNZSraj2mk9n827Jigjjhqy/4zPc8pG/hm1lKcmHdlk1tCq/BfAZfmaJQXWdnCvNs0xglesoRJQIzTjFNXVRmBlOCyKZVH3DplhDLGhDFHoFpEanM7q16w+bBTrnBUeb7kgL9GIIgQSktILYtgUplYYRkmdl0xjQKCGXEImP+GShpIKRAJQZRIklTWOx4TI46/OK/W+JnPzDLEwfGsKXANhOEiDKYVWfHBnjD9W0+e3+Hrzzh8Zrr1nDRxa84f+WVN/63OI4+MD6+6h+1uP/RCzy/hocanDqz+P7du28Up86c/5Vw8cvjtz+WsG//KNduN9m+QSFkhDQkw82Q0dYSjx4Y8At/Mcn8XIsLphKG6wa+JwijlNNzijAqZ635YqtKus/DZ7XGUxd3zUvxHYXraChw7Ax0+3rz5tgCKcWKt+jlcR8yC5z1nZBH9xs8ecAH6eJKQ8MTkwo1oIRJuadKNcMn52FQNXtXIBKIs04fCaOQdclIYEpJGEusrINHsc2l2wZctb3LA881iGxTQ42X6d45/8SU2Q1v6xl7FCecaUckCZmpqcw2yNoS20rAUcayt4FYGaD015Fi4IiEMBacnnEZhIK6p+j0bNZOmfz8d8/z8x8S7D80QsMxsKyYdj/hxIyg06tx5a6UMFxi/9GEsamLzl9z3c0/RRq/37SbX3uB/T2uf/CY8G+6fv3X3s3opt1PtgPOdzvJTQcP971LNvlcsWvA4fM9zsxIJoclW9cucX5pgf/+vhEW5obYMalYNSqZGrPYtNpkzVTE08cT+gNB0wff1TAkybof6ALLHbE8R+J7grqf6rDQRsyaiQFRusRdjys6ndKyzcyWPZbJMnqsY2ufE9cOqfkBierzvs86fOahEbB9hhyDhpXiW5lfi6WNQm0rP9yWS6Ui9kRUVDzZ3WlklbjcsWo5eUpWDr5SKKbGQub7ioee8QkTB880MuVSJtaQRmbJkRe2tr1r+CnToxFTYws8fjDh9IyFKTI3VyO3ztDfD6eiqjJNHVzVD0yiWN98rVpIlHT50qMOM/NmRjGwiCKT1eMGV25f4P5nJefmPaZbgh0bE0ynx54XBCr2WTsRsWXj1NwNV9b+a9jd+36/df0/VRn+42LwlddPff93ceMFyZ9fedGGH37lVVvaV1ywwMGzXR7c6xEGDsONEGku8eH7XBbmG+yYSlkzbrJm0mbDKsmuTRFX7Z5HWAMSpTdkww0dhtWPDU4vGgwiPQrTChGNwx0LfCel4SeMNANWTyySyjn2n0k4v6i5FWGslsXa5UbwYgUGd6yYha7iucMuUeTqm0iWyRMF39wq+ea2VRlNylJlk18qLacZcWWSEYQGQWQQRqLykIQZTBmEFpZpsWtDxHh9QBwrgpRskrIcbuWJEVJqdmXdVYwPR2xe2yESPY7OGSx09cSjHyiCSBHGmreSpvqmcu2YyeEujhVwds5kbtGiPzCRIiVKezx0YMCzRyOOnIo4dsbg2FmXgyeGGWu0+Pab2oQEzHXBkRbX77LYsLbLA8+06UTb2rHY8sOfubf25yNrvv+fsgT/aSBK9ZqZH1JBNPThLZtE3O0s/tmeZxfd63c6XLWrywWbZvjgVxR3PTrGhjHB2gmT1RMWq8ZTpkYDtq6b59C5NkE0Ts0xaPgG48M2m1anrF7d5kN3S+Z7NRquVnVLkQcVpfiuou5HDDUGuM4SX3rCZrZtMzyis83jJM2cpMrCK008VTE9kTLi0eckDxyogWfhCTLf7FJMYS8zMtKdU2YjS1GBJwaVMV7OLCzgRWWSkcVvCykzVy0z2xFY9Ho2V28LuHJnl6P3D+lkBaVzKPMxYf7vaGanPvjalv66Rurw6svbPPhMk5mOnSU0KJxQETl6G5qi4UyzHqKMBe58osn5GZ+Nq2xsy6Q7sHBMgVfr8fwJF4FiEKSEkUWiHCxzmFsvizh6bpa/unOSMDGZb/tcvA6aremB25j+j7s2THzs/EJX/b0L6u95/ZN2cIDbbnsLG1bvTXZsn/+Y6Wx8x3e9Ye3g4u2neei5LkdPJ7R7DkOOydoxk3VTFptXJ+xY3+HCzTPMtef4rY/5zM27jNShWZOMtCRrJ2Nec1WP3Zv6LPbT4gCaF5Vr60SAmhsx2urxyPMxdz1Rw1ASYWS+OtVDWUXlUgQ0SYUpY9I05uhZk7m2h2tJfbg0qwkUpVF/PrnJoYFl5XP48rCZZjzpONZhS2GUEoQQRDAIDf2IDIJIEIaCIJIEWRcPY5NBaDNcl6ybDBEiJEh0rHZSXdFXv658iiL0DWAYJt9yWcTVu5Y42zHoBgb9ICUMFXGsiBN9swkjpeWHPH0k5QtfNTl5PmF+KWGhI5lbcpho2fzY2xdojXR44pjB8ycTDp8KOXoajp3xaXdbNF3BpukBV120wIMvtDk0u2WwY+OadyQ18bE9x04nb3zz2/+py++fvsABrr7uh5k5O5287g3f/nG/MfHO509t6R0+4XLgxBCdjsvGScmGVSbb10dsXT/DfP88h2cXWAh7HD7rUzOllr75kmY9pVGLqHkxtqU7cD6/tWRu96bw3BjfjWjUehw6a3BuycU1dQEXSx6jAkuM0nVVP2up3OGzKZ+4pw44uKZRdm+r9HgpRpIVSZ7j5KahmbihKPA0SxJLCMJEj+oCRT9I6Yc6o3IQGAxCwSASutAjSRjquXMYWiSJzdteMWDndI8gTAlVOQ8vR6BVE898hm0QhBYjdcGOqR69QUw7NBiEEEQpQaSIYg2f0lTf9EEE7YHBUj9lsZuw1IHFtkV/UGPDuGDcn2P9qjn8oQ77T0e8cDzg0Ek4cqrBkOezZVKwYczie9+yprdpw+Q79zz/LR+P5pzkP73je/85Su+fHqLk18VXfyd/8aE/S//oY3MfecNNm8zrrzB///H9x1tnZ3y2r3bYti6hXpvj/XcEvHh8hG+5PGLn1lkarsQxoeYJ6r6g6StqbkgviFjserp4JJlC3tBMQFvbKw81As7Mhdy7t4aKbWqNKk/bWLamz1f1JV03QYqI8/NwbslFmha+pBBW5EXu5CkU2cNxMs1ltjWFzEQ+BhXq4oti3S11Tk82x4+1V2CqjMKiWMenpFp5ZEqcSHPFw9hmrBkyPjyAMzFhYhNnRKskTbN3qMxrPCt6jfkF/cBitOVw3UU9PvVon9lOgyE3YRDqd5MoTrNZuH73GKql2G5CJ4BuL6HTVyz1JEtdG6SLEIIbdnjccnnA/jPn+dS9I7x4QmAKk83rPC7fNqCvNi5et3PN94+Yez6yeY3glm/5t/9cZffP08Hz6x3f9T289VWT/MQPzf/lm28d+ZE33XL17Oa1DRw7xJBt3veFmAf3DLNprMGFG1yWuh6OFDRr0PAFdd+g4cf4XsATLwjuf8pnyE+Lg51jGbiOyiJWIhp+j9lOzLEzPjUh8ewUq6Kszw9hhTlnhf/tmAlhnHD7Qw6HTvq4rigya3LzIteuFLcj8V1B3YW6l9KoKRp+QsNX+K62n9Cm9DphrR8ouv2Ebj+m00vo9hN6g5he3s0Dg0EgGIRagR9WVuadns3GaYPXXNujaYYMEgqYUoofUp3Nky2R4sQgjLWSP0ocNkzAVLNHZ5DSDQ0GYUoQ6s8tiCCIBIsdixsvjLl8e59OkNLpp3R6ik7PYLFjE0UODd9k30GfIyfHuekCj//wxhmU6NPt9wgTn6m1r5gN7XU/8sdfEH95urfrn7W44Z+xg+fXj/3g9/BjPwhpMv/nt66zzHZ437sPPHvX+MfvnePk2SYXbXC5YmdKTI/bH7IhMhkb0elqDT+l7sd4bp8kTbFNm5qdYWBH4DkU5vh1PyA1+nxlj8uhs3UmfR2qVKjqzTyGuyxundSsZ9+mjMGI6UUuGA6uJPv/04J3nvuYu64u7pqn5Xi+o31dTFPDgyASCEMyCLVAoR8kdHuKINLqF1OCbQniWFNcwcQwZDYVEvpjRpIw0sbxUWyhlIVvKaQRMlBa4RNXZGpJkhV6khLHRjapEQShZKHtsG7C4qZLOuw70WJx4NDyNFQaBErDo1AbY0aRh0lEJ1K0B5JeP6Hdk8wsWGyq+bz+mkU+cleXx55r4jnjbFlr8pYb5zk1s5Ybbnjl+frYzT+ZptGfr1s9zO/+3D93tX0DCjy/DDlMmvbf97Y3v9L4vJv+yuFTXxl3xBJrxgy2bWjz0PMh+w+OsGXSYqghNETxYobqA4I44P5nfOq2pO6ozJLCwHNTap6i5oUMN3ucmo/43CPDGLFN000yewojM/sRRZBU7oNiFat5hZQxR87AvU/7mK7Eq7hkFROTzKHLc3RxN3xF3U+oeVqO5zsxtqXoD0zOzHm0exZRnDLfVpyZT+mHegJTsxWerYhdrUgnW9JImTtu6RtJd3G9uu/1HW7Y3Wb1VJ9nTjYJkmzpk1A+x2lhYK/HkIJ+aNLp24wOebzh6kXueKjNiVmHEd+gHuibrz+Q9AaCbt+i1/e4YdcCdz4RsdCV2buOYm7JxLaa7Fob88zGPg/vddgw7RJGJsPD07zm1TefH139mp9K0/R9k2P1f3jB/EsrcNDutWdnen9y2aU3xiMN5zc++PG7hzeuXuDpIwP27G/y2itM4iShN5DUPGjWI3xvwH174StPNFld14sf35XUPIOal1D3Ipr1gEHY58P3uOw90mJVQ3NZnEqChJ3Fk9hmbguhCoqszNbzC114+oiPXxMZ76Ts3rYlcC0NTzwXap6iUYtp1iNatYDx4R6u3WWhl2DZJoNoHG+uySBUzHcTFoIBEbAw5+JLk+mWIlaKFIFhKJ0Fb5b20kEoCB1ZMPz6A4ud62G4FpImCaEyC3ZhkqTFKDSOVda5s4NroHH4/JLHznU93n7zIu/9XJ35nkvDSegNFL2BotuXdPsmi12XV14CX967xCNPOSz1oD9QYCQcOR3z4okWl2zqsNjtcvSsycUXjDC66lvmL7jw6v9qWfGfGcY/LrfkX1SBA0yO+URR8AF7x+VzV1x8evPYcPdXf/EPH7Gu2uxx/SVLPLAXRGgzVNdLm5rfYd8xSRg4jEym1DxBzZMZ7o1p1AKatS4PPxvzvk9P0bAtRlyl4YudB1yJLC4lzdxjq7xvPf9OVMLTh22EaeMIA0eqigWcgWOKDBbp0KS6l9CsxQzXB0yOtjk52+HupyUP7hti/Yjk8i0WjUaXhYHBhmmLt75ywKqJRR54doG7n25y+EyT9UphoJAGmgNjCmxTJ13kix8tSjaJEs0Vv2hTyGMHIkLlECcU2ss40QfGMMpxtcxgh6Q/MFnqOnhOne990yyPHV7gwacmabkGtZ7Cd2M6fUG7J1hoO6yZcNm9vs+XHk2Y65qMdhNUYhCnfe5/RuDaPt920xlOD66NmiP1n7jqyisOCmF/zjCcb3R5/fMeMv+my7IcJdKjn/med9z4e/7wrh/6zjfckuzaKtTDz6Ustuvs2gTrpnqsn5rnzFyPLz1eY6yuD3SNmkmzrl1tW7WQ4UaPSHV435cadIMGE35K3U0Ldymd+6O5GU6Ws6PT07RyPl/wDMKETz/gYygLZ1lGJtimKPKEPAdqrsoKPGBytMNCb5H/+ac+f/ipaU6dbDE/Pwypjev2aYcRKJMRf4iN4yP84Bvhl/79GZqtNscWBUt9g+4gpR9oC7UgTAlCjaGjzF4id4QVwuTN1w9o2CFhkuPwKt9bF3gQ6kVMPzDoDwTdvj6oLrR9PLPG9966gGf1ON8VLPWh3U1Y6iQsdQXtnsXcksetlwdMjrd5YSbl2PmEZ48kNH2HS3dEHJ211NDE65Kbrt75Q8nQrb/31P6TnzFN5598ifO1XN8UBQ4wPHoxe58Jw6nx9R945dWbLphNdvxsKrdwxY4Ow40O0uzwxcdjFruChi/wbD1ZadYkI01NuR1pDmjU2zzwHDz2wghTLcGwl3kjujql2bMzvO5kkdQrIglFdshMRUI/lAhDlIqdTNupuSay2Jp62da0VR/QqC3yxSclTx8bYdS12L4KNq2STIwk2HZEGCvOLyQcOik5cKzBYnuUC9Y4vP7yOdpByGxP0A20w2o+1Qgj9CPWbMNcfZ8kJp4FgliTt1IKJ6soSbVTa5gyCBMGQUI/gF5g0O1LOj2Lpa7HubkWl240uW73HHNBwkzHYL6TstCJWeykLHX1cmmxazHkJ7z6qgUGKBZ6AQ/uC9m9aS1vf+36nw244ILh4U0f2DmxGF518a5vdDkV1zdNgQNcvHsrF2xb2//Lu84f+Okf+Q/v/g9va/3CxKp1Sbtvcex8j88/MEkcTnH9boUpDJo1wWgLpkYDpkfbTIws8NyxgJ/5kzEcXKYaiqGazj33M29A1828OdzMWctWRahsKS9LSQQY0kQIoaP0xPKUCruIWVH4TkzNi5gY7vCFr6b80acmaEiL1cMpww2tWKr7OqovThSdvmK+rZhdNDk949EfNPlPbwx5/VWznFuETmDQD9H8kLzA4wpXOxFZto62mxBKJ/vky51EGUSxXtL0Bor+QGWHR0VvYNAdGCz1tMn8zIJPkjT5X9/bYeeGBY4tGZxYMDg7p5hbjFloayH0vU83sdNh3ny5x6rRDuPDLhft3pAcml/1C6989c53X7juwIGRsTX9Neu3fKPLaNn1DcfgL3e9+8ffTO/cexNv4od+bmxpxjy0/84f//W/2OOsnwg5fr7Pk/stRusw0jJZOxkxNrzAM8eWuHG4RzdI6XYbbB5NmWhCq56ntZU02np+IKxF1NyksgHUNFEhUp561uLIGRtpGtruIM/6kQay8BPXbrieo+FJZ9DnC1/1afc8No+mNGuCRs2k7oPnxMRhTKIUYZjS7ScsdU0WOjZziz5rp3xuvaLLfc/0mOv6NF0NT8JY6cVQFhwVJ2W2ThBJ1k6l7Log4N6nK9I7I2UQQy8EP05JURmNIdFxMaYOcY0izfE2ZcKGVT2G3ICG2WPbloCjx+u4M4KRpmRuyeLKbSFHjvY5cW6Yd77O7h+Zv/T4O972+o9NTIz9XJD8Gb/yE9/zjS6bl72+KQscwJ/4QQb9DifPRD8zsf514nu/fce1B5/5rPjKU+rao2cG5hUbYMuahNWTC3zhqwEPPTWGZ8aY3iwtXzA1BKsnbJo1QW+gAD058eyUmpcw1AgZbnTAiFns1AlDW9sPe1qi9eR+i5mzFv4QhRdgNXpQTzgyH3Mnpu71uf+5lIf3NWhYkpanqLkC3zPwHK3Sl0lCkqYEMQyClG5f0e0LFjsO4wOf63d1uWpnm4ee8umFBo04JYoyYlisFzZ6vq3X7lEsWTWZcvn2iAf3aomZY+rzxiBOWQoV3UigUrBM/W4VxbrT94OU2UWDds9Cyhqteo0kMbh8s8N/fHXIPc8scufDQ3iuZOs6gx0bFN/+ahnveWHskcuvuGnf7EOnftD3/XRhoc3QUOMbXS5/4/VNW+AArlfMT3/q45/4FBNTlzXeONT5o50bj337/Ow50WrMMtvu8+C+GqO1Jq7d5+h5m/G6YNWYya5Ngmajz91PQJq4jA7pKPCGHzMx3GVxsMhffbnGdMtm3YSDaSoSJTDQfGikKAhYVX52bv2Qxwp6ToxlDbhvn82JWY/dUym+A56TS+a0iZAIFCrVc+kg0nKx3kDQG5jMt122rrO48cIedz8Z0wslUZwWOs2X5MFnNsTEgjDQSgdTaPuKsaZk7aqUsYlZ/vIuhzOLNXxbw7IkSal7itTo8tX90PRcTGkx2qqzdqzNyVMmc/NDXL9rhoefizm7OGBmyePQ+cvU9PTWj77ulqHvO3N2rv2u7/523vWNLpCv4fqmLvDq9a1vfQsnTxxs247zwxed2/zi3qef2H12aeS2mSPPMOqbbF9jYNldbn+4wephwfppk3XTHQ6cWuLUbIM1I3lkuKLuRdT8Np98TPCFR4Z5xU6b4ZogHhYYQKIUCz2BISysqnlPbpIjdKyImcUKOk5EnEaEiU/dNrV+NJ/YOOitplQIoUgyCZ5mESr6oaSfzaZ7AxdH9JEypB/5RYEXq/eCQFUKgJPEpFVLMGRMio1ppjR8weZpkxsukZyaXeKv7nRoDyStUB9cVSpZMxkyOjbg4BGDVt1lcqTG66/u8DsfG7D/WI0Nqsb26YiLtm2k1Rj95I7dl++bXjX5W4NB0F6/7h9PFPxPff2LKXCA1Ws2A8w89czx/7H70retDzsH2Pvs6G3n5l/k0q0zPHtsQHdpjIs2WmxbF9KPF/nEfQ516TA9JmjV9TTEsWMOno753IPDrG4JmrU8YDXFsmLOLyTc/vAQqWVhVtyoyCwmhKEdabV3uKLmRjx71OCR53xqtoZBTs5VsbSZkGUmOmI7TbP0YF3gQZBmyxdJf+Bw1Y42uzf0OXTUJ8rW7VXNJVT0ncogCG1ef3WXP/lin37gFF4oi12DM7NN3nx1m0ef7zPo1IkVLHUTTp8XrJ30uO3GNr9ztssLJ0wmhy0u2tZk+7o2Dz1jsGHNEG+9dTOTUxd/8rLLdvxo3O8ctfw13+gS+Htf31RTlK/1unjXWrauS45eetmO/7pu46Vve8d3vOXe7bsuYP/xCbatMti5IWW42WXPQYN4UGfTlMXuzQOCaIlTs5rR9/QRizPnPCZaUHMlNVdj6Watz4fusnn++BC+LRBQzJdVpcCEkeqwVZniWBGL3ZSZRad0uCpiEbUEThe4Vk/nE44gUgyilEFkMAglQWgx1pSM1mKCKC30ljnlNf/YuRgaDPoDl62rLd75LQt0+4peBINQ0e3DuXmb1aM2F2wMEQZMjwo8b8C+IyGHTrq4YogLt8TMdgOeO5qw7wWHGy4a5uprLuSyK99679WXXfy2qekd//XU6eio5X/tsSHfTNe/qA5evRxvHODFNE1fBPYdfvHM9Le96Zo/PHX6xS0nju2VR84mHD/j8qpLI8aGAHPA/pOK0RoIkSBESsOxGG4ImnWDZi1ibKjPoTMBn3p4mFbNZcRTzA1SZvoGdVvTUQsnKAMEpTmQNMG3Ba6RFqv8fIzoOjqhwjRjDKUIYuhFEIZaaKDZgoIgMkFYOm5bKWJlvEQpL4U2Bm3U+kDC3FKNODF541XzfO6hJc4tDjHeUCx1EuaXTDq9OkJ1USqlWZcMD0ecOJ/y4gnJQtdh7VjA2vGQ0WGL9VsuTi7evfPFxpG5/7T70mtPq4QDo7bx9fx4vmmuf7EFnl/aeJ0D7YW5AyOjyWtqTW/1pZdc/NFn936puWZ8poaxwNJAceRUxNkZn02T0A9DPv9gk/VjBiNNi5FWysRIn5HmPH99v8HZ2QZbR+GSzYJNG5b47GMxJ08NMZl5XwNFwTl2ysxiymce8Fhcspia0Ashy9J+LL6X0KwNcJ0uURzi2j26cchC32Iso6hGMUSxPmxOjQlef32PZ49FBNFLV91SpDRrA549FvC5h4bZMT3EJdsGrF814DVXzvNHn65xZtFkuJ4wsyg5drbBG6/u8MyLCUudlB2bbNauDqjJgEEYE4RjXHXZ6u6tr7p5yTLCtw+PbT1586Q8ast/2YWdX//iCzy/GkMjDML06GWXjh0Pegu7XPPV11x1Zfx/n99/IJ49v3/kzkeSxljTYXo04u6nYrqdJjs3m0yOCqZGByz2O7zviybPHLVpOIKpIcHqcYsbdxtgDvidjySkaGsFkcVwJJm0K1GKmUUXEpH5tmh1kesohmohKu3ymx+3OHxugne+psf1F5/h0/dPsti1GW9pyKK3jwbCMBlrDJAyIc2leCIPb9J3lSkjPvuwyyN7PepCMj3mMT7ssWv9At/9mlmeenGIMwsudT/mRcfiigvq3HjJPAdetNm6YHPJlpiDpyfbl1y4bW7N2m2mZ8t3Ta/a+PBIq7EIqTKMf5HI9WWvfz1fCdrnwzIMlUbB/OTk2jtazea2r9z58c2vevW//aVXXveKZ265dnTPyIg/ODk/wbZVgou2hnhuwFI35pnDKSdPTbJpoknLS2nWtMjZNLPxXKJwTE0NSFJN/g8jA5UqTs/B2QUbz9G2xGT6UM9O8bwBdz6p+N1PTDF/bjWjtfX88FsEN1+xRDtzlsoLl9SgN7AZbwkmRhMwNNSp+RIhEhY7mlsupQKhHac6PcVCW9Lu2Rw+McbG0WEu2din4cf0woA9LwQ8d8jjgg1D2F5zcGphas+mTd/yzPe84x2/9Ncf//hmz29um5xYdcfSQnfeMIx/VcUN/4o6ePVqDE2BzpbunT1zCMsyf1VK+atbN+2Ujlv7vbd7vW29xeM3dJaOyeOnYk7PS545WmPnasn4aMr0kElqGPheTD9IsAyDsWaM63isX6W455kBdWkxMWSSKNhz0Obw8RobxlIGsUEQ6YOhbSd0BxF3Pu5wwbTLtlWSF441GK6nvPbyszz9fEwQ61wjnQ8ac27eY+uqPhdvDnnkiRTXEaybUnjOPPc/NcTaCYO5tl72OG5KL9AHg9MzHidnY4Ka5ML10HAMbEsy1/XoG2uSbevX3P+tI40D7Xb3B4SIEs9z+bVf+bV00/p1vW/0z+uf8vpXWeDVa3JqE5Q+TXEcLnzfjgud4dmZmV++40tftGv+8WR6Ul5Wb4rLG9Y5Ts6EbFods/+UwUI35mP3Sq7Z6fCKi0LmF0zWT3VYeiIhjCX9QAdnjbZSNk853HxRzJG5kKV5hyjW3t9RknDsXI2bthmsnY44cCymWfO45mIbTA1NLDOl5oW8cGrAybMtbrp4jIWFLqQKzxGMthIMs8/R8w2uiSX3POVz/rzgW2/qcuqMy0gz5OkXJDUrpN1vgLMGr2k83rR7T+y6YLO8/KpvCf36yE/HcTi/amLoG/0j+We9/tUX+Eu+YHsIYB74foCjL3weU3LT4ZPiVsdcfLs8kGwfrXcJ7juEIXscP2OwdVXEmVlFy1XU/QHTTUm/Dd1ByuyS4OhJwYYxk9df2+fJYx0+dZdJnGT6TivFsmxGmtCoRyz0DeaWLPqBTRgbqHwjaofc92zCcy8INk55bFu1yOz5GN8VDAJod3zag5hOT9DwYzwpWTsiWGw7BHGNdZt28Iq1Lsdm6vvXTDY+6i+ZXxQG977tjTd/o7/l39Dr/3MFvvJav/X1APdGg3P3Avdt2srmuflZ9cxz59TObas27tgx+ZPnzx9kfNJhxFngrifOsLhg8apLZ5lZrHP4lMlX9tS4cpNiqR+xYXLAxHCMaabYZkyvZ7NurI8QGddFaSPLM7MJQy4MIoM4UZxbUBw5K/G8gJPnHG64MOHE6RRFwBceC7jlspBrtndQYjuXXzhNYCgak5uYCGbfrYy5wzfdeKNoNkfFFmUeBO545cTwN/pb+01x/X++wPPLcicA7sh/3V2aRUp3qNc59tDTzyo6iR9duNn9sZnOVa/evtvgih1LfOrzzyDMLrW6z+pJkycPtRiuWSjAtfv0g/PMLtZ5zWULHDnuo9KQfmCCCvnMg4IxX3G+02a+7TA+HLN9ssaqcUk7cEhp4Xk+a6ZH2Lr7Qq7dLbn0ypj5dvNLQyPt35halVqr1+/m5ptW39sfBAurV49+o7+F35TX/7/A/4ar1hwFWAA+DTA7cxoDnu8MkkmlUA2vh2mfwLZC6r7Ec+HAYRnd+KZX/M+ltPvG1UNhdGixzZapGq1Gh1pzmPVr+lyyKNk87ZC2AkY8k61r5zlzvsHGNYblDI18Nm4/+D8PnTGtWLkIYTE63OCKqy9ibNhBpamYiu2zwOF/c/HUN/pb9C/i+tcxzf8muY4dvBchjMkvPHS+NewF6d5DATfssvHdAefna0xNBjy2X7Jh1OJ0O6ZhSV5x8Xme2D/E9KQ0Ti+sWTSM9Owbbr3pG/2l/Ku5/l+wH/T/VCtJmQAAACV0RVh0ZGF0ZTpjcmVhdGUAMjAyMC0xMS0wN1QxODo0OTo0NyswMDowMInNf74AAAAldEVYdGRhdGU6bW9kaWZ5ADIwMjAtMTEtMDdUMTg6NDk6NDcrMDA6MDD4kMcCAAAAOXRFWHRTb2Z0d2FyZQBtYXRwbG90bGliIHZlcnNpb24gMi4yLjUsIGh0dHA6Ly9tYXRwbG90bGliLm9yZy9IzyijAAAAAElFTkSuQmCC', 'weight': 12}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 137713000
    {'hecke_orbit_code': 13510799083438143, 'n': 1, 'trace_an': 3}
  • id: 137713001
    {'hecke_orbit_code': 13510799083438143, 'n': 2, 'trace_an': -77}
  • id: 137713002
    {'hecke_orbit_code': 13510799083438143, 'n': 3, 'trace_an': 0}
  • id: 137713003
    {'hecke_orbit_code': 13510799083438143, 'n': 4, 'trace_an': 5493}
  • id: 137713004
    {'hecke_orbit_code': 13510799083438143, 'n': 5, 'trace_an': -5026}
  • id: 137713005
    {'hecke_orbit_code': 13510799083438143, 'n': 6, 'trace_an': 0}
  • id: 137713006
    {'hecke_orbit_code': 13510799083438143, 'n': 7, 'trace_an': -50421}
  • id: 137713007
    {'hecke_orbit_code': 13510799083438143, 'n': 8, 'trace_an': -125103}
  • id: 137713008
    {'hecke_orbit_code': 13510799083438143, 'n': 9, 'trace_an': 0}
  • id: 137713009
    {'hecke_orbit_code': 13510799083438143, 'n': 10, 'trace_an': 610764}
  • id: 137713010
    {'hecke_orbit_code': 13510799083438143, 'n': 11, 'trace_an': 1039052}
  • id: 137713011
    {'hecke_orbit_code': 13510799083438143, 'n': 12, 'trace_an': 0}
  • id: 137713012
    {'hecke_orbit_code': 13510799083438143, 'n': 13, 'trace_an': -1881222}
  • id: 137713013
    {'hecke_orbit_code': 13510799083438143, 'n': 14, 'trace_an': 1294139}
  • id: 137713014
    {'hecke_orbit_code': 13510799083438143, 'n': 15, 'trace_an': 0}
  • id: 137713015
    {'hecke_orbit_code': 13510799083438143, 'n': 16, 'trace_an': -9117711}
  • id: 137713016
    {'hecke_orbit_code': 13510799083438143, 'n': 17, 'trace_an': -15797334}
  • id: 137713017
    {'hecke_orbit_code': 13510799083438143, 'n': 18, 'trace_an': 0}
  • id: 137713018
    {'hecke_orbit_code': 13510799083438143, 'n': 19, 'trace_an': 12340356}
  • id: 137713019
    {'hecke_orbit_code': 13510799083438143, 'n': 20, 'trace_an': -37982168}
  • id: 137713020
    {'hecke_orbit_code': 13510799083438143, 'n': 21, 'trace_an': 0}
  • id: 137713021
    {'hecke_orbit_code': 13510799083438143, 'n': 22, 'trace_an': 31890144}
  • id: 137713022
    {'hecke_orbit_code': 13510799083438143, 'n': 23, 'trace_an': -7276752}
  • id: 137713023
    {'hecke_orbit_code': 13510799083438143, 'n': 24, 'trace_an': 0}
  • id: 137713024
    {'hecke_orbit_code': 13510799083438143, 'n': 25, 'trace_an': 68924781}
  • id: 137713025
    {'hecke_orbit_code': 13510799083438143, 'n': 26, 'trace_an': 133487872}
  • id: 137713026
    {'hecke_orbit_code': 13510799083438143, 'n': 27, 'trace_an': 0}
  • id: 137713027
    {'hecke_orbit_code': 13510799083438143, 'n': 28, 'trace_an': -92320851}
  • id: 137713028
    {'hecke_orbit_code': 13510799083438143, 'n': 29, 'trace_an': 126853406}
  • id: 137713029
    {'hecke_orbit_code': 13510799083438143, 'n': 30, 'trace_an': 0}
  • id: 137713030
    {'hecke_orbit_code': 13510799083438143, 'n': 31, 'trace_an': 162184512}
  • id: 137713031
    {'hecke_orbit_code': 13510799083438143, 'n': 32, 'trace_an': 167636249}
  • id: 137713032
    {'hecke_orbit_code': 13510799083438143, 'n': 33, 'trace_an': 0}
  • id: 137713033
    {'hecke_orbit_code': 13510799083438143, 'n': 34, 'trace_an': -79664298}
  • id: 137713034
    {'hecke_orbit_code': 13510799083438143, 'n': 35, 'trace_an': 84471982}
  • id: 137713035
    {'hecke_orbit_code': 13510799083438143, 'n': 36, 'trace_an': 0}
  • id: 137713036
    {'hecke_orbit_code': 13510799083438143, 'n': 37, 'trace_an': 567121338}
  • id: 137713037
    {'hecke_orbit_code': 13510799083438143, 'n': 38, 'trace_an': -509512430}
  • id: 137713038
    {'hecke_orbit_code': 13510799083438143, 'n': 39, 'trace_an': 0}
  • id: 137713039
    {'hecke_orbit_code': 13510799083438143, 'n': 40, 'trace_an': 1827265440}
  • id: 137713040
    {'hecke_orbit_code': 13510799083438143, 'n': 41, 'trace_an': -893682734}
  • id: 137713041
    {'hecke_orbit_code': 13510799083438143, 'n': 42, 'trace_an': 0}
  • id: 137713042
    {'hecke_orbit_code': 13510799083438143, 'n': 43, 'trace_an': 460197828}
  • id: 137713043
    {'hecke_orbit_code': 13510799083438143, 'n': 44, 'trace_an': 1666161688}
  • id: 137713044
    {'hecke_orbit_code': 13510799083438143, 'n': 45, 'trace_an': 0}
  • id: 137713045
    {'hecke_orbit_code': 13510799083438143, 'n': 46, 'trace_an': -6171574224}
  • id: 137713046
    {'hecke_orbit_code': 13510799083438143, 'n': 47, 'trace_an': -2723825664}
  • id: 137713047
    {'hecke_orbit_code': 13510799083438143, 'n': 48, 'trace_an': 0}
  • id: 137713048
    {'hecke_orbit_code': 13510799083438143, 'n': 49, 'trace_an': 847425747}
  • id: 137713049
    {'hecke_orbit_code': 13510799083438143, 'n': 50, 'trace_an': -11374112959}
  • id: 137713050
    {'hecke_orbit_code': 13510799083438143, 'n': 51, 'trace_an': 0}
  • id: 137713051
    {'hecke_orbit_code': 13510799083438143, 'n': 52, 'trace_an': -4409363868}
  • id: 137713052
    {'hecke_orbit_code': 13510799083438143, 'n': 53, 'trace_an': -93426522}
  • id: 137713053
    {'hecke_orbit_code': 13510799083438143, 'n': 54, 'trace_an': 0}
  • id: 137713054
    {'hecke_orbit_code': 13510799083438143, 'n': 55, 'trace_an': -4073739768}
  • id: 137713055
    {'hecke_orbit_code': 13510799083438143, 'n': 56, 'trace_an': 2102606121}
  • id: 137713056
    {'hecke_orbit_code': 13510799083438143, 'n': 57, 'trace_an': 0}
  • id: 137713057
    {'hecke_orbit_code': 13510799083438143, 'n': 58, 'trace_an': -2792521998}
  • id: 137713058
    {'hecke_orbit_code': 13510799083438143, 'n': 59, 'trace_an': -5899174428}
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  • id: 137713975
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  • id: 137713980
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  • id: 137713981
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  • id: 137713982
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  • id: 137713983
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  • id: 137713984
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  • id: 137713988
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  • id: 137713989
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  • id: 137713990
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  • id: 137713993
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  • id: 137713999
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