Embedded newform data - 294.8.e.a.79.1

Formats: - HTML - YAML - JSON - 2025-05-16T10:06:17.968626

• mf_newforms •

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

  
  {'Nk2': 18816, 'analytic_conductor': 91.8411974923318, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 7, 'char_degree': 2, 'char_is_minimal': False, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 3, 'char_parity': 1, 'char_values': [294, 3, [197, 199], [3, 2]], 'cm_discs': [], 'conrey_index': 67, 'dim': 2, 'field_disc': -3, 'field_disc_factorization': [[-1, 1], [3, 1]], 'field_poly': [1, -1, 1], 'field_poly_is_cyclotomic': True, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 6, 'has_non_self_twist': 1, 'hecke_cutters': [[5, [220900, 470, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 275012124966, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 7, 3, 1, 3, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '294.8.e.a', 'level': 294, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7], 'level_radical': 42, 'minimal_twist': '42.8.a.f', 'nf_label': '2.0.3.1', 'prim_orbit_index': 3, 'qexp_display': 'q-8\\zeta_{6}q^{2}+(-3^{3}+3^{3}\\zeta_{6})q^{3}+(-2^{6}+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '7.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '294.8.e', 'trace_display': [-8, -27, -470, 0], 'trace_hash': 131304747767788344, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.038', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.205', 'prec': 17}, {'__RealLiteral__': 0, 'data': '13.035', 'prec': 20}, {'__RealLiteral__': 0, 'data': '2.389', 'prec': 17}, {'__RealLiteral__': 0, 'data': '125.643', 'prec': 24}], 'trace_zratio': 0, 'traces': [2, -8, -27, -64, -470, 432, 0, 1024, -729, -3760, 7268, -1728, 22764, 0, 25380, -4096, -20842, -5832, 13684, 60160, 0, -116288, 46736, -13824, -142775, -91056, 39366, 0, 5548, -101520, 11232, -32768, 196236, 333472, 0, 93312, 239698, 109472, -307314, -240640, 105924, 0, -1749464, 465152, -342630, 373888, 451296, 221184, 0, 2284400, -562734, -728448, 1943538, -157464, -6831920, 0, -738936, -22192, -1563908, -812160, 3183690, -179712, 0, 524288, -5349540, 1569888, -2128684, -1333888, -2523744, 0, 11389088, -373248, 2253878, 1917584, -3854925, -1751552, 0, 4917024, -132912, -1925120, -531441, -423696, 13901048, 0, 19591480, 6997856, -74898, 3721216, 10626510, 5482080, 0, -5982208, 303264, 3610368, 6431480, -884736, 4814180, 0, -10596744, -9137600, -7775750, -4501872, 13234024, 11655168, 0, -31096608, 7209444, -1259712, -3890374, 27327680, -12943692, 0, 29329444, 2955744, 21965920, 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• mf_hecke_cc •

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

  
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0.24227951669695527, None, 0.07057613510935293, -0.12242962190882789, -0.49733249018915915, -0.37991886982590833, -0.351089439240466, -0.24831921689965344, -0.07794363678934169, -0.35308025375162827, -0.2404440914818616, -0.40839770567487077, -0.3653252638984872, 0.09365099873735176, -0.1658734230685279, -0.23919906226105908, -0.154488258522096, -0.05345984833075997, -0.028279661991073613, -0.41908032702148856, -0.13376004068974715, -0.2693729124407812, -0.22862590899940008, -0.14459449721273404, -0.3149124371587281, -0.3707587205430607, -0.10631060457449829, -0.17067268913910807, -0.23663187874567465, -0.48953830497526496, 0.040455013653397195, -0.25508569374181933, 0.22670703528469863, 0.02673184275252062, -0.4806107636317081, 0.17561327377571032, -0.16783727605130447, -0.48391868418925027, -0.49578611019554375, -0.3243599115107895, -0.4028128669810055, 0.0344576412295896, -0.29427873463062465, -0.48272586476176355, -0.2673313205622912, -0.048353383571891714, -0.10489523058066624, 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-0.42691444837844056, -0.3909057557594444, -0.19764000284175537, -0.48434481765905985, -0.2392165191032373, -0.253765238157344, 0.050000187158648776, -0.3724426757011462, -0.4323141695941486, -0.4253827190327934, -0.286006464524007, -0.16898737187294302, -0.3887878606472516, -0.11453107571252774, -0.17785650609356976, -0.38282550006255056, -0.48230672542455644, -0.0928784114237471, -0.052142939050543805, -0.33955870209276184, -0.1980974519385769, -0.44526730373562134, -0.3461137220733196, 0.009691027507691482, -0.1337571755771283, -0.12541847899884564, -0.49762731787938513], 'char_orbit_index': 5, 'conrey_index': 79, 'dual_conrey_index': 67, 'dual_embedding_index': 1, 'dual_embedding_m': 1, 'embedding_index': 1, 'embedding_m': 2, 'embedding_root_imag': -0.8660254037844386, 'embedding_root_real': 0.5, 'hecke_orbit': 1, 'hecke_orbit_code': 275012124966, 'label': '294.8.e.a.79.1', 'level': 294, 'weight': 8}
• mf_newspaces •

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

  
  {'Nk2': 18816, 'analytic_conductor': 91.8411974923318, 'char_conductor': 7, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 3, 'char_parity': 1, 'char_values': [294, 3, [197, 199], [3, 2]], 'conrey_index': 67, 'cusp_dim': 752, 'dim': 92, 'eis_dim': 64, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 275012124966, 'hecke_orbit_dims': [2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 4, 4, 4, 4, 4, 4, 4, 6, 6, 8, 8], 'label': '294.8.e', 'level': 294, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7], 'level_radical': 42, 'mf_dim': 816, 'mf_new_dim': 92, 'num_forms': 29, 'prim_orbit_index': 3, 'relative_dim': 46, 'sturm_bound': 448, 'trace_bound': 5, 'trace_display': [0, 0, 4, 0], 'traces': [92, 0, 0, -2944, 4, -864, 0, 0, -33534, 3792, -4696, 0, 7904, 0, 21276, 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95381368320, 54549348352, 0, 195790259584, -2483181040, 39091327488, 110159231556, -75408827776, 63690076116, 0, -205844357544, 30153504528, 13060125816, 23469971712, 21390971724, -90508096896, 0, 5577375744, -44091101024, -154222648576, 352905984, 15164846720, -132289836568, 0, -431636311308, -18708226048, -17374538016, -232912019248, 86884685640, 0, 0, 246207506368, -85467653388, 3771564032, 115282821908, 7736415840, -87066954888, 0, 3496284000, 122249343600, 109382072328, -40654338048, 22605199644, 175861081664, 0, -90376104960, -109939948584, 38526075360, 243727418902, -4235067392, 190092670776, 0, 305595584048, 64506036096, 13520834624, 213216602048, 3303201060, 35558590464], 'weight': 8, 'weight_parity': 1}
• mf_twists_cc •

  Column	Type
  conductor	integer
  degree	integer
  order	integer
  parity	smallint
  source_conrey_index	integer
  source_dim	integer
  source_embedding_index	integer
  source_hecke_orbit_code	bigint
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_conrey_index	integer
  target_dim	integer
  target_embedding_index	integer
  target_hecke_orbit_code	bigint
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_conrey_index	integer
  weight	smallint

  
  
  • id: 3060981
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 79, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 275012124966, 'source_is_minimal': False, 'source_label': '294.8.e.a.79.1', 'source_level': 294, 'target_conrey_index': 79, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 275012124966, 'target_is_minimal': False, 'target_label': '294.8.e.a.79.1', 'target_level': 294, 'twist_class_label': '42.8.a.f.1.1', 'twist_class_level': 42, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 8}
  • id: 3060982
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 79, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 275012124966, 'source_is_minimal': False, 'source_label': '294.8.e.a.79.1', 'source_level': 294, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22517998271070250, 'target_is_minimal': True, 'target_label': '42.8.a.f.1.1', 'target_level': 42, 'twist_class_label': '42.8.a.f.1.1', 'twist_class_level': 42, 'twisting_char_label': '7.2', 'twisting_conrey_index': 2, 'weight': 8}
  • id: 3060983
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 79, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 275012124966, 'source_is_minimal': False, 'source_label': '294.8.e.a.79.1', 'source_level': 294, 'target_conrey_index': 67, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22518273148977446, 'target_is_minimal': False, 'target_label': '294.8.e.f.67.1', 'target_level': 294, 'twist_class_label': '42.8.a.f.1.1', 'twist_class_level': 42, 'twisting_char_label': '7.3', 'twisting_conrey_index': 3, 'weight': 8}
  • id: 3060984
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 79, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 275012124966, 'source_is_minimal': False, 'source_label': '294.8.e.a.79.1', 'source_level': 294, 'target_conrey_index': 67, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 275012124966, 'target_is_minimal': False, 'target_label': '294.8.e.a.67.1', 'target_level': 294, 'twist_class_label': '42.8.a.f.1.1', 'twist_class_level': 42, 'twisting_char_label': '7.4', 'twisting_conrey_index': 4, 'weight': 8}
  • id: 3060985
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 79, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 275012124966, 'source_is_minimal': False, 'source_label': '294.8.e.a.79.1', 'source_level': 294, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 45035996407922982, 'target_is_minimal': False, 'target_label': '294.8.a.k.1.1', 'target_level': 294, 'twist_class_label': '42.8.a.f.1.1', 'twist_class_level': 42, 'twisting_char_label': '7.5', 'twisting_conrey_index': 5, 'weight': 8}
  • id: 3060986
    {'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 79, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 275012124966, 'source_is_minimal': False, 'source_label': '294.8.e.a.79.1', 'source_level': 294, 'target_conrey_index': 79, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22518273148977446, 'target_is_minimal': False, 'target_label': '294.8.e.f.79.1', 'target_level': 294, 'twist_class_label': '42.8.a.f.1.1', 'twist_class_level': 42, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 8}
  • id: 3060987
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 79, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 275012124966, 'source_is_minimal': False, 'source_label': '294.8.e.a.79.1', 'source_level': 294, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 134217854, 'target_is_minimal': False, 'target_label': '126.8.a.a.1.1', 'target_level': 126, 'twist_class_label': '42.8.a.f.1.1', 'twist_class_level': 42, 'twisting_char_label': '21.2', 'twisting_conrey_index': 2, 'weight': 8}
  • id: 3060988
    {'conductor': 28, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 79, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 275012124966, 'source_is_minimal': False, 'source_label': '294.8.e.a.79.1', 'source_level': 294, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22517998271070544, 'target_is_minimal': False, 'target_label': '336.8.a.f.1.1', 'target_level': 336, 'twist_class_label': '42.8.a.f.1.1', 'twist_class_level': 42, 'twisting_char_label': '28.23', 'twisting_conrey_index': 23, 'weight': 8}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 660700
    {'charpoly_factorization': [[[64, 8, 1], 1]], 'hecke_orbit_code': 275012124966, 'p': 2}
  • id: 660701
    {'charpoly_factorization': [[[729, 27, 1], 1]], 'hecke_orbit_code': 275012124966, 'p': 3}
  • id: 660702
    {'charpoly_factorization': [[[220900, 470, 1], 1]], 'hecke_orbit_code': 275012124966, 'p': 5}
  • id: 660703
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 275012124966, 'p': 7}
  • id: 660704
    {'charpoly_factorization': [[[52823824, -7268, 1], 1]], 'hecke_orbit_code': 275012124966, 'p': 11}
  • id: 660705
    {'charpoly_factorization': [[[-11382, 1], 2]], 'hecke_orbit_code': 275012124966, 'p': 13}
  • id: 660706
    {'charpoly_factorization': [[[434388964, 20842, 1], 1]], 'hecke_orbit_code': 275012124966, 'p': 17}
  • id: 660707
    {'charpoly_factorization': [[[187251856, -13684, 1], 1]], 'hecke_orbit_code': 275012124966, 'p': 19}
  • id: 660708
    {'charpoly_factorization': [[[2184253696, -46736, 1], 1]], 'hecke_orbit_code': 275012124966, 'p': 23}
  • id: 660709
    {'charpoly_factorization': [[[-2774, 1], 2]], 'hecke_orbit_code': 275012124966, 'p': 29}
  • id: 660710
    {'charpoly_factorization': [[[126157824, -11232, 1], 1]], 'hecke_orbit_code': 275012124966, 'p': 31}
  • id: 660711
    {'charpoly_factorization': [[[57455131204, -239698, 1], 1]], 'hecke_orbit_code': 275012124966, 'p': 37}
  • id: 660712
    {'charpoly_factorization': [[[-52962, 1], 2]], 'hecke_orbit_code': 275012124966, 'p': 41}
  • id: 660713
    {'charpoly_factorization': [[[874732, 1], 2]], 'hecke_orbit_code': 275012124966, 'p': 43}
  • id: 660714
    {'charpoly_factorization': [[[203668079616, -451296, 1], 1]], 'hecke_orbit_code': 275012124966, 'p': 47}
  • id: 660715
    {'charpoly_factorization': [[[3777339957444, -1943538, 1], 1]], 'hecke_orbit_code': 275012124966, 'p': 53}
  • id: 660716
    {'charpoly_factorization': [[[2445808232464, 1563908, 1], 1]], 'hecke_orbit_code': 275012124966, 'p': 59}
  • id: 660717
    {'charpoly_factorization': [[[10135882016100, -3183690, 1], 1]], 'hecke_orbit_code': 275012124966, 'p': 61}
  • id: 660718
    {'charpoly_factorization': [[[4531295571856, 2128684, 1], 1]], 'hecke_orbit_code': 275012124966, 'p': 67}
  • id: 660719
    {'charpoly_factorization': [[[-5694544, 1], 2]], 'hecke_orbit_code': 275012124966, 'p': 71}
  • id: 660720
    {'charpoly_factorization': [[[5079966038884, -2253878, 1], 1]], 'hecke_orbit_code': 275012124966, 'p': 73}
  • id: 660721
    {'charpoly_factorization': [[[17665599744, 132912, 1], 1]], 'hecke_orbit_code': 275012124966, 'p': 79}
  • id: 660722
    {'charpoly_factorization': [[[-6950524, 1], 2]], 'hecke_orbit_code': 275012124966, 'p': 83}
  • id: 660723
    {'charpoly_factorization': [[[112922714780100, -10626510, 1], 1]], 'hecke_orbit_code': 275012124966, 'p': 89}
  • id: 660724
    {'charpoly_factorization': [[[-2407090, 1], 2]], 'hecke_orbit_code': 275012124966, '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': 5, 'hecke_orbit': 1, 'label': '294.8.e.a', 'level': 294, 'portrait': 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mWBIx1mF1yOnhOcPB9zejnGK3V5240d3nszeHKcw6dqnJ5XzC0mzC9HnF6yHF203HDFIv/q4w02jNU5MTvBuYUy55c1Cw1IsIz7lgPHArr9kFqtxvh03bzl5kv+dMu6+ic6vaD1jnd+4LsNiW/r8dca4K1WC6WUfPKxe8WGTRP/ZenMfVc9+7J36ysnj+sffLtFmHGWVl2WmprVtiQIod2NaTRjlpoxcw04uiSYnl7lX//wMjddUubM/ASzCxVmlzTzy5bzSzFnFxMW2jHjE33efFWHW/aCK0t4ymN+xWduSXN+RdANII4Nvmuo+An1sRgDnDof0+rAtnUOlVKAtQKES6dn2Lo+YHlVg02lyGoHghgslpVmyKYZh3ZPIZRFmICa77B1Q5/VruDUrCYxmsmapOoLPAfiWNANJOdXJHPLlvlGjOf1wYm59fIOb7pCMF0rsdyocWbeY3YJ5pdi5ldizq2kzH3D5Uv86x9usH5sjNPnJzi/XGJ+xWG5KWl1DGGU0OoYVloxSy0IRMBH7uwSBDvj186LJ//xj33Q7Ny++8luL/ln05M+lUrluw2VN3z8tZUov/Brf0KtVmN5eeGXoij4yKc+842t862l0tuu6+PNxfh+m3VjAkQVpTw8R9PqSoRQGAvGWqxNEFiOL4/zrz8j+OWfmOe6HSHV0gSVUpVa2aNadhivKeaXFecbmgef8vnaEzGXbOmyd2fMSqPHZVsCfuBdhihWCCxfedpnoelTSgJOzik6nSpX705YaMUcPOxw6RbJkVm4dQ802xAajadDpirw+rkS5VKEp2LGqoLVNtx8WZtjZz0u3WY4MRvw6rH05zlb+hybt4xVA1ZaIV99sIwViiRJuOvaLrddZzm/6nDdrj67NjrEUY1ur8TB4z7nlwSLjYSFRsz8iuH0imC+E3Ltpcv8H3+3w0y1zqm5OvMrPksNh0ZL0uoktDox7W5Cs2tY7cDxJcXEVAg64blX5/T33BLduf+Zr3D61I23ve3uN5lypfIvFk/+DtPb/953GzIXffy1BPh9936Fd737aiWSz/wff/7FX/+5SWde2Vjz6lGX548lKNnlvbd1uXyrIAglWoFWFq00UiikUAgBQgqUinG05UxjjJ/7TZfbrljh++9cYsfGPhNjNabGSyyuuKyfdNjSVCw3NY22obni8+CcpduPee2Iy3OvGkDgOZazCw5Ceth+md0bLRtnusw3AhaWq7z5Sku51KDdmWCplRCGJSbrhk7PYet0n+WOz/QEBIFiZlwSJT3mV0qcWuiz0Khw7aUxcysd7n3GZdNkjZ0bYOt6jdrssnkGXMcgBGxblwaz7Z5Hp1vnxBmHlZZiZRWWm4aVZsJSM+F8E5b7CVs3dfiHdy1x216N70xy/FyNpVWfpVXNclOw2kpodiKaHUOra2h0LPNtxVIr4fJdLW6/epk3XzmGCad58NlV7n36G97iyvM//479vxn/m1/76L/58pdmkvd/4IPfbehc8PhrJVFe2v8ayGpJxa9sXZg78dGDR1d/6ckXTjAxHtLpljk5C0cX4FQr4Zodi/y7n1rmqh0V5lfGWVktsdr2aLQdVluaRhuabcNqO6bRjllpWeabgtmOBdHhQ7c3ec9Nhp0bfMKwTKPps9pxabYVjY6g3RX0A0sYW5IElLR4DpQ8y3jNMjMRoZ0+x+ZCDhz1MHGFd90cop1Vnj84xvYNcO+zMbdf6bHQ7OFrRZxETNQhjhy0E7O8XObN17W496kqOzbAviMBDmXeeZMhFj0OHEs4cdZHS5d1dU29Iih5AtcVKAGxgTCy9ENody2rHUO7a1jtGpY7ll6SsG1zl/fc0uRDbwrBVFleHWNhpcRy02GlpWk0YbWd0OzENDsJzY5ltQvzHcn5puHaSxb41Z9a4LItZeZXJjg5W+f4OUU7bFNxNJ1wO6o0/S9vuvGSP7vl6p2nV1u93obNl3+3oTR4/LUB+JGjr7N7x0b3wcdf+bFjx1/89Yp9SjhU5ctHfQ6fioiihDCyLLVgti05tZpw/e4F/u1PLHPtbp+lxjjLqxUabY9mx2G1rVltC5ptS7OTsNqOaXZSZlpoC+aahvp4l7ff0ObWvTHb1ilqJYdW28dzJKAIY4kxAmOh2weEoV7tc+ScxdiQ+/dVCLoldm9yue2qLpFZ5dEXxrn2Eocj5zs0GzVuuarLg897rJuwHDxl+YcfbHHwpMe6CckDLyhuu0yx0m1x/MwE114a8uiBHnFQ5tbLXXZt6dOLO3zjeQWJ4NhZTa2s0QK6PYmxgsRYohiQBu0amh1LpRqxZUPAmy7r8vbrYyYrPvMrYyyvlmi0XBptTaMlaHag2Y5pddJr0+wZGh3BfEey0Eq4ae8Cv/STS1y5rcT88gSLjQpLqz5BqAgiOHRCsP9YwMxMaH70w9faHTuu+Wm8az+VhOfCXbv2frchBfw1Abi1Rva6vff9xZe+urvR6n3yN/70YWfP9h7/8P2apZVpXjnmMLcc0WjGNNqGlY7gfEdyupFw894FfuUnl7hul8Nqa5zF1QrNjk+z7bLa0TTbimYX2h1LqxvT6iR0eoZm17LYESx2IEoCrr6kx/qJhE7X8u5bAravN8SJREtLGMEj+31OL/hsqMe8cswHU2bvZsV1ewye3+X5I10Wlypcsb1CbbzBUy873HiJz3J3lUajxvr1lmcPKv7uWzs8d1CzecZhqdOksTLBdZd1eeqVhInSOFfs7rDQbPLsa+OUdIUb9lgu3doH2WH/CcHMRMT8YsSj+x36kUJKSIxl+4aQt98S0u4oNtYN110CYVhmpVlmpemx2nFodRXNjqTVgVY3odVJaHcTWl1Ds2dZ6UpmW4LVXsgtly7yb36ywfW7feaW6tnP8Vlpuiw1FXOLltdOhix0u/zU+2fZs9EhdD8QhVHp525+83uPul75q5WSMt9tbH3XNfjZ811Onmv/8CPPPPMfOsuHJg4dbrBprMqrxzR//libd97QZt3kBJ2+JowMcWJJjMViQCheOLKOf/Z7Dh+8bYWPvXWZHRsD5ldq+G6JkudS9hwqJU27JKn2HMYqmm4/odNLWBcYeoGl3fdYWfQ5e8YSxoZz52M8zwICV1m0FHR7CoFD3NVcs12wa6Nl66YuQdLmvucUh47Wecf1Htdd1uAP7rO4osz2TV1efkqxaVwxVeviqxJh5LDQhoqv2bxO8NKhkOsuLXHntUt8+p4erlPlbTdbHK/LN58NufeZCq+dKLFzY5ntGxKm6yE7piKu3J6glEErC1jKnsf0uEcYObS7Lq8ccej0Nd2eotOXdHrQ6Vs63fSzt3sJnZ6l1TM0e4LFruJ8w1Iea/LT71rkA7eGXL29wuxijdVWmWbbo9XVtHvpAllYiQlMjw+9tcG1uyqcnp3h9dOvOH1T/Q9XXFZaGd9+5z+xtvVpIWr/8wLc2iYQ/+TDjzz5K3/yF/dM/PR7F0i2b0QIByngiZegpARbpi1aC3xXEvuWxBjAIoTBFZJXjk7z0pEyR2YX+OCbOrzp8j7j1RorzTKVlk+t59LpatrZze71Nd1A0w8s/dAQRpYossRJ+gxjF2tAKoGjBb4rGK8K6lVYP2XYvK7LVL3J15+Hx150kGaMd1zvcM3eNk+8FhH2a9x2jaDZ67GwXOHWSw1T411K2qMfKxZbEcoIrrlUU64GvHDY547rxrjl6jYvHFZgx7j+cpefeO8KD74U8sBzFQ6e9tk6rVg/UaJeLTNWhZIHjrYoCcbCwROCJBFEsSCMIYhIP2OQ0AsM/cDQ7Ru6gaHTg1YAix3FYgf6ps/d167wvjc1+cG3GaJwjLmlCs1OiVbXpdV16PQVvUASxhbHEdx5jeHOKzxOz01y6JTHoZMRh8+d4I7rTk4cP+v/nzv33q7PnG//7pb11f/5AH5+ocHCsvqJxtw3fuXVl56eUWHAkfOCq7Z36fTGEMDUqqTVkixqCaTFRqXEYiwIYZDSomWCpyWL3RJ/8tBmvvlii9uvXOXjd69y5Y4Ok+NlllfLtHse3Z6TAVulz1AQRJIoFsRxutWntVtpUKk1+C6US4aJasSmmS4xHY6ci/jTR32On6kw7pW48XLNrVe1ePb1Jvc/XePmS3y2bujyRw8JlPCoVSNWOwHGghIwXevSaruYuMT7bl/gs/eW2TXv856bu4TRMo8emCRKfG66fIb33Njiki1NvvlCl5fPlNl/wmXzhGSiJih7AtdJF6EUIER6bYyxRHG2WCNLEKULuR9CL4R2X9AIBCttELrPNZeu8vG3r/LmyxOmqiUazTKr7TLtnku769LuadpdRbeX5hpAMDWuqfnjvHZ0nIWG4txCzKFzMXt3wdx5h+cff3Tm2kX7Kz/4/jtt0Gv+nlca+58D4J//3Gf48Lv7LCz+xY+cnROffP7FY1OrqyG7NlZpNyWJgYkxi7GaWlVhrEBKgRCkwZ9RIEAKkDLdoh1l8LWg0VcsN+t87pEKz7zS4barV/n421a5dleTyaREHHt0+z6dnkMv0ISRIoolcSJJjMBYgcAihcVzDWU/xnNDXCfg3HLAPfskR8+6nDhbRxmPXRtcLtuhuH5vC+UtcuBYlU3jZa7YCeunG6y0aly5SRIby9ef8wi6kvFKzDtv6vPVRyNOn6+yZ7fD3GqfV487bFlX5+odizzxcpunXhUEocveHRPs3eKxd3ObY3MrHD0Hzx0qc+R4hbIWeFpS8Sy+A1KmQZW16WKNEwhjCBNBJxC0+oJWBKGJMbbPDZe0+PjbW9x+ZcKGCY9ef4zlZolWx6Xbd+n0NZ2eotNXdPuSXiDoR5AkFmst88uKOWvp9RMarRhHWMa9CifPlei2WrzwzOMzZ88tfrJlS/HP/Nu/+IO7dgZ8//f/wN9egH/yP/8hH76txefvG/vB146c+I9T1VfHr9klWTdeZ+OMi6BEq2Oo+AZrJWVPECWCxJBZdRIlU+mgZILWAlcbXG3xHUvZSxj3Ba3AYbVV5/OP1Xhof5919S4fvavJ3i19+r0OV+ywbFmvCCKHJFEkRmJzcEuDoxNOzVtOnBes9gxffqLMuaU6NnSo+4qNk5pt6zU7N8EVu1oYucRvf7XCysoYN+/VXLGryTf3C0TsMFOXVMox3chFWglWorRLsy+YXxFcbsvcdX2bJ18osXHK5eYrJvjx9y7xqXvbPHe4QqfvsLxaZcfGEns2dLnp0jYfvqPN7MoKX37CY7nrcWrO4dw5F0cJpJQIBMZaEgORsSSxoT4ZcdXlXYIgYu+WgI/cFTAzppioekSRz9yiT6fn0u2ni7/b13QDRa8v6AXpMwghiAxhZEgSizHpLtEPDb2+YawEc+clc/MhS03DfOs81zTPTL391kv+Y3nDzugf/pL540Mvfpq91/3o3y6AR9aiQYGZ+e1P/eGd5+ZO/s7S+dnyy6tjvHB0hR951zzrJsdodjziWKK1RSmF5wrCXEIk4GiB1hKlBFoJHG1wdYKrDZ5r8UNLybXU/IR6SdANJe2wwomzFf7tH0+AiRFxzPVXddmxPiSOwViDtWkSRwqBVALtuBw+7XLwqE/F11RdyVRZMD0pmZnQbJxWbNuQsGfbKolY5j99ocap0+PcfKnD3u0JvbjN0wc8xksOk2OW8WpIuZR+DmMkzb5ipWNZbiY0OyXefMUq+w52OXRaMV7zuenycf7e+5b5L1+EF45W6PQsq23N/EqN9VNlZup9tk32+d+/r0ut3OTlE3D4jMRxLEqlsQnY9P8W4hi2r0+47cqYJHKIYg9ry/RDh/NLLr0gBXU/VAP51gszxg4E/RD6oSUMU3BHsRlIoCi2BFEqf8LIstpJaPQkuAE/+r0rTPqTnDt9enzXzuh3/uT/3Bbv/eBdn/tPv/XH9h994gf/9gD87LkGrlva2Fg594Kn5mo6POdVfI9S2/LoS5KbLj/Ne24MKHnjdHoe/VDjBQrPVYShJIwlYSQItcR1wNUC11G4jkyfboIfphc6iAxhaKnFKdsEMYSxoB9JgsQjSnwOHa2w/xAk1pJCO9XGjgRXpTUfVQ+u2AC1EoxVJPWqYnJcMzMBW9cHbJheJbIr/KcvjHHs+BjX7VTs3CzZtbnBw6/GzC+Pcf0OSb1m8N0envSwShAnEmEtcRLS6PjMLztct7fENZe2eeIFn3V1Qdmvct2lhp/50DL/8YuGV89VWe0YVtuKxYZmarxCvVaiXhujVo6YrkRsuy7Ec2IcHaNUghRpMGFJF1UUKRYWNVGsiGJFGCmCKHsNJUEkCUJJP5QEoaAfZYwdWoIM2GFkCGNDFKUJsCiCMM40fgT9SNDsSxZ6Me++pcGdV/g8/1qNfmh5/LnF8sbN+g++9B+/ad528/Yv3PrYHye33PFXD/K/coDH1oooit78xS98YefBo6dqrxx9zfuBuxWukBw/63BiUfL4Ac2Hbm8wQdoZ4/RdHMfBDTWBowgjSRhJgsgSRmlg5YYCzxEE+SJwUzckjNOEUBQXngmpvZiYVO4YgTEMwC0EKAlaguOApwW+Jyh7kkpZMVaW1McEMxMx29Z3qVZW+cKTIY8emGB1qcZVWxXbNjhcsqVPIlb5+nNlKo5muq6olvscOEbacb/F0g0UV18ScdUuy/m5hMWGS69f5l03tnn85R5HzikqJYnn1rhyp+Hf/Mgyj7za46uPTLHcsmybSWg0NeM1xVjFoVp2qJQsvmfwXIOnE7RKpZZMY3OsJU1YGUFsJHEiiGNBFEvCWBBFkiBKnZcwEmlgGtohqDNg59c1zICd/n1LPxL0ImiFksWewEl6vOWqDouNMfYdgmOzCdoLuOKSV/ygIz7z+Ivuj05PVv/8sYf+OLnjrX+1IP8rB/jxY0d0EIS/e/j4qb39xmnOnqvyJw81+cG3neeuGx3Wb+hyrtHEyj71Wmuggb0goe9oAlcThinTpKyTsbkjCWKR3RCRBYxkkiaz/PLXxJAkqbuQ2MwpydwSIQRSgpIi0/QCz5X4nqRSEtTKlvGqYd1EwHS9TWxX+dzjkk/dO8mM73PVVsHWDQ7bNxq2bWjwhactKys+e9cr6jWoliPmT0oWGh7uDggiwfSYZHwcjpywNFqG80s+l2z3eev1be55zGeyCp7rouQ4V+4S/NR7FnDkAl95os5r53zWtSJmxmPGKopqSVEuSUqexnPBc0Brm4I8C8YHICdd2GlMk8q+3EGKkhSwUZSkpBCZjKVz1i6AOgN2mKQ7YzeCViRZDaDbC5jyO7x8LOJrT3c5dNJl26YuH3t7hx3Tde5/as6/6br+75w3m3Vi3T8h5Zm/mQD/6j1f4+Crhz7+7AsvzOw/fJZdGyqsH7cceL3GL812ePctq+za1OPxfT7ttuUffLDL5FhMyYtodnxcxyWIHEJHE0aaIFJ4kSSMFVFUkC6RSJkoY6X0hqXRfpwD26SvNvcBSZlbCFHQ9ClAfA/KvqFaihmvxkyP95iqr/LkoZDP3F/i8Ilxto857FoPm9e7bF4He7a26MYtnj1Yo6QcpuuK8SqMVwPqYzGuqxEiXVy9wGWlFbHatTQ7MQsNl63rq9yyd4H7n+ty+FyNshfhKBchxti1SfFDb1vihj0LfOb+Ks++Ms5yRzNTixkvx5R9SclXeI7AcySOI9BKohSZfZii3JL2sBrDAOjp4h/q6Tg2xEkG7pjhLhhl4E7IiEXSi6ETS1oxtHuGOOwzVW7yiQ8tc93eiC890uIjb+vxrpsMY94Yh09WKZUUrcbpmhO6/2lmw3XuNx+451N3v/29f/MAfvpcGyHVTx498Ke/UtWLk1duq2ERTI8nbO4pjpwf4ze+XCE0Cb2m4esv9nj16Arvu6PLnde0WD8d0GqV6AYuoesSRkOQ5xoyiuUA6CkTSaKMmVLrj4y5JcYyBHeapMyYG7RKEyauY/FdQ8mPqfox9VrAhqkW880uv/5lh6/vm2ClUWH3tGDrjGDTjMvmGcGOjX20u8pnH9UcP1Ph0nWSelUyVkmQMuDcosXTEinAWkEYabbNtHiOhFZX0WhZ5ldKXLrZ58N3Nfnzb7qcnPdwdIQQDsZWiGLJ9TsabPuBFl9/ocsffX2C509W2FQXTFUSKn6C76ayzXVkGpAr0sBZikFNhiVdZHlJceqG5BIu3/FSRh8APEnjmDBOwd1PoBtL2hF0Q0vYjdg81eLO21d4/+0d3n2joVRyuOOyiDhR9PpjHDtbZ6Hh0A/h0MkJWr3FycuvaX7yEz/6YWVt53eF+KupKf8rAXirtYKU4sdnT331V0rygZk7b4jo9yc4M18G67DaTtgWWeZbmpW+gxyHTujz2UdKPHKgxXV7Wnzs7i7vuXmV6bpLt+/TC1yiyCGMNVGcBUs52GNJHGfaMpEkiSAxYqi1jWCgSmzK3FKAUqnr4CiD6xg8N6HkxVRLAVPjHXpRj28esPzpw2M8+8o4ddfhyk2WDROSdZMuG6clm9eF7NzU4OWTPb78+DRjSjM9JqhVBLVyRLObcO/TPlXXIkQKrF6ged9tAV97Jq2JaXYMCw3N5pkqH3xTh2cPtTl4xKXixSgpUpCbMv0w1fo/9NYml25Y4LOPtHjqtXFON0qsrwnGfEvZNfja4DqglUhtVZkzOeTlRyaTasYMd7jYDHe9yKTyJUrEwEvvJ4JeLOgkmasShJTLXb7v7St87G0trr/EMFPXdHoVlpc9otil3fVZWi2z0nSZXxYcOhlxZjFmNQo4cP6ZmVq9/isffe9bTbu9+vvV6nd+rNx3FOCz8y02zDQA+cNPPfHkv/vcl56aPHBKM1E33Hn1EkvLPZrdMaQUlFzDZNngaeiEgpaStJwy59oes89WeOZAm89f1eIjb+3xzltXmay7hIFLELmEkUMcDx2BOFEpwI0kKQDc2Iy5zbCmTAibBZVpkkhrg+skeG5EyQuplnok9HjwBckfPzTOKyfGEJHH9rplw7hlalwxPeGyfkqycTpi6/oWZxbb/OZXK8RBic2bBeNVTa0CtXKEcEJavQrjVYsQAmshiiUTniI2Me3Ipd1NaLQU5xZLXL6zyie+d5VP/onHqcUKWkXZwtDEsU8/lKyf9Lh+d4urdnZ49dQ5/vThEvc/P85ss0TFU1RdqDgWV1scBVqm6XwhRqvrDGBNuugSI0gsxEaQJKTATlJg95KUtfsJRHGMiUIm/B7vurvBR+9u8+YrE8Z8TRhWWW549EKPIHToB5mv3tckRlCvdti5bQV3DN5yTUDN82jOPTzz2OPev9tz2U3x0y+c/cObr6oine8c0L+jAO/3e8zOT77/0MHH/8vCqa/U1o1ZamqMkydj9h+KMUnC5npEvSJxtaDspTddySwbGQnaStGOqiyEHl95tsKjr3a56cE2/+jDbS7bGjAzrhmrKMLIJYyHQI8TlYFbkhiJsRJrU0lgBwElSGFQyqKVQesYz41xVEirF7HYivi1L/icWKjzwsFxrHGZLAlmpixTY4LJmmJy3GHdpGT9ZMym6S6T4w2+/qLh+dfGuWqzoF6VVMuSWtlQKYUIJ8DzNFqlv99aSBJJL9D0+hGxEbR7hnbHstJyOL9c49Y9HW65fJXPPuBTWlFoGaWAtJo4cVP9GzhMjfvcsKvDDbs7PHfnLKcWJZ+5f5yF1TJnlz1cJak4AjeXYTINPAdEnksVUiaPrSA2EBlBkAE6TCwkMcQRSoVsqHe5aluXf/ThFjdeZqiVNGFUZbXl0Q9TKdkPXYJQ0w8cekG6w7racuXumHfOhASxS7szxdn5Mi++2uepV+6Z/F9+1PyXW669tdHtdb/8ncTkdwzgNnkO5Ix6+IHP7n74iaO1brvLrs1VLtvmMlaGlVbqbjjaIiW4TnqVhUjZJfWgLX4sqGhBx3HoxA4rYZn7943x5Gs9Kl6fH31Xiy2TEds29rj1ijZaKKplDahCVjKtlba2wNxYhLQokRBEFksMMubVE5J9hzT3PFvl1dNVwrhMVSumS5aJiqVetqkPXtNMjGkmxwXrJ2I2TvfYMN3g0VcCfvueGTaMa6ZrUKsoahVBtRxT8gKefF3RDzVOJQWVtYIwlvhace2lPZ45MJ4WPvUSVlsOS6se80t1PvGeec4uLfPMS9M4EhARBohjTRg5BKGk09PUqz7jtQq3XNrlzqu6/MBbFjl0xvC1Z32ePVTi9eMVYqEJAkU3UighEUKsCTyznIA1xMZijcERCWNuiE/ELdd12LGhz+apmI+/s0/JVVR8hyB0WW2nRkAUOYShQ5DFSUGoCUJFP0ydL2NhtV2m2/cJI8lKU3N6HtpBxOZ1PV587unaS6+u7P6RH/6o+upjryXvu+M70zTxHQH4Cy8d5OVDO9wkePzHPGfx31+3+ySzC2MYo5mqC4R0Gask9ANDlAUzUWyRGaMoadHSpk6GsinQtaASC7qxou+U6BmfTjvm3322jo0j1k33uXxrn8mxmI+8tcfWmZAoEpnellBgbjL9KaVBSMHnHynx8rEKQmtOzZY5N1/GLynGPMF4xVLzDTUfqiXBWFlRqyrqVc3kOEyNx6yb7LNppkViV/n84zV6nQqXbLbUyopqWVItGap+jOOEfP0Zn6ArcWZAZmCKYkmlpHjXTT0ee9HQCSSdXkKrq1lta84vl7lsR5WP3N7ihVfLnFqpoqQBokwvO0RJCpx+KOn0Nc2OS7VUplIKuGxzn5v39Dmz0OTk3CraSdh/XPPnD5cRSqXgFnINQxnAgLVEUcK2mZiPvrXHVC1hzzbLuklIYocgrBHFaTdQFKXxUB4XDazcUKd5i1DRD+VINjqK0+btVsey0oxxhWXuvMuLh+d4+90b//3+/c923/vmKz91+uThcOv2PX89AN5ePU21vHDpa6+f/fX7vvmSfMdtDW69OmBheYzlpovvKZolTbtn6fUt/TAhDA0qMqiBm5EHfGmm0o8tJW2pJoIgybZM4xC4DrGFxU6Nh182WBK+9GyEEEl6k2x6kyAzS1IvECEUQkikUsSRRhqNoyVVD3ZMWyqOoewZyh6UPUGlJKmWFLWyZqwqqddgcixmuh6wcbpNQoNf+wufJw7MsGsS6uWMvcuSaimmXAqplHuUSmU8JVEy0+CkciCKHPo9QS9IaAeKTt/Q7pm0Za7icnZ+jDdfHvAz3zfPf/hzzelVDyEM1kaYxBLFDmEk6QcOnZ6i2tNUfJdyyafslfG9iGop5PpLQlwn4sZLYj5+dxet4iwJZBDCjoryTNKZRCKkxHM04NELNMsNRRIr4kSnMU+iiLMYKIplFuyrLGmkssRclhUNJP1Q0AvSAf+dXtp40uwkrLRhrhlz+a4OXu9pOXuy8usPLkePJ3Hvle8ENv+HAf4Lv/YnfOW5pDTt7f/QtHNYXLXT4ZlXHTZMLXLptpjT52uUPJ+Sp/HbimZbonppsVQa9KTSQUqTWXYWHVtiBW4iiBNLyVhiI4gSO9CIkSeJjCQxmsh4JHZogeWPQZZSgBYizVQq8EsWX1t8leA54GnwXUvJE5RcSbkkKfs6BXhFMF41TNRiJscDZiY6bJxZ5rfvMfzR/evYMq6YqhpqFUW1rKiUoVxK5xTOLRuOzXn4brqAIa/0E/RDzY71hvVTfVp9l17fZiwuWW1rqiWfanmcj9+9wPG58/zOlzehpcZiSExCbCxRnMqAXpjWaXd9SbmvKXkOJS+h2U5jDNdJcHSC4yRomTZKSJmm80X2TEtXBCCwWWVl02TxTPaaxzh5MJ/asip7lQXbVmQMngNb0O2TNlp0097P1Y5huQ3HlyQ7t7a57YqYgydqvHT8GfED33vuQ+9826Zj54/9Tm/9rv+xbv3/YYB/4NZJd3ah9U/vf2L5nx5YWZVX7I5Yaif80TcE//JHFtm7vc/sYh1/uYxWLgKNJQ8AAZIs45aynE5SEMaJJTZpw29qYdlBBi7JKuVSL1cMAiUQIwBPf24qg7Q06GwBOQocJXC0TX1jLfA9ie9KSp6i5CuqJUm1bBmrJIxXYyZqAVP1LlvXLfPs6wGffWQjdd9jXdVQK4sU3CVJxTdU/JhqOeDZw7D/UJnd0zbTvcO0eS9Q3LjHcsnWHs+9Mk43SMtOOz2dgdyh7Jco+eN8/x0r7H99gWcOrgerMCZJy2FjSxzZQT1JL9CU+5aSr/Bdg+c6eG6Cp01aAqENWhmUMukRLDItDUZYRJ4cyBahzWIYkz2TJO1PTe1XObBj4yS3Z7M8RCwGeYkgFCnAQ7JzhmIarZilpmV2VXKqYamUW/zoe+ZxheaUJ7hhu5LN5dr/8Wef3+QmduMvA+F3DeCzi02ZxL1fbDf+6J9sri65R4+N8cVHAuabguXOOI1olY/e0eKG3SF7ttWQYjJ1AEJFGKUXy1qZNS+AUlnAnqeSCwA3NvVojc2K+jMPN2ftgtxeA/BhQkfJLGOp0spER6d1LZ4j8VyF7ylKnqBcElRLllo5YawSM14NmBzrsXG6wTOHe/zip9dx+uw4O6cM42WolRSVkqLiQ8VPKPkRrtOn2bcoqXCURcrhO0tMCowodqmVIrqxoZtt391+QrsraZYU5baH71XZvj7i3/xYk1/4A8nTB9dhURhrSBJDnMRZnUga0PU8SSlQ+K7Ec2067VYbHCd1qrSyKcBVCu48DkpBPnykwacY1rFYMahnGeQYEkFsRAHsQ+88GpRRQBRZgjCh009YWIXX5gTK63L3jat89I4Od1+nWGmW2D7jsLJa4+uPrrrVqdmf+1c/e6dj7fK/FGLyvzud/98N8GazjTHmlz/9+W/+r435V/xWz2HzjI+Z8zAliyMEjz3v8eLhMa67pMn7b+tw7TbB/LKHtQop0nSy0WRBoEUqSyItesDWuUebJiPyDvc8E5cnbkYALobSROTgFim4lSKboSIygEs8V+I6Ct9LRzKUPEvFN1TLCbVyxFg1ZKLWY+P0Ks8c6vILn5ri8OkJtk2kDku1JKmUZcreJUvZTyj7EVES8t8eqCKVwpEWJYY2obE58zn80DsafOP5kHbo0c0A3ukp2h1F09P4rofn1NizJeaXfmKZf/UpwVOvrMNYSWLStHqUVfgFoSHw03JXzxP4jsBz08ymq+0gY6uVQSqbxT8WIUGS5gcKKc/B9c1zCYPdspBESxdrVsiVkLF5+hrFZKUS6WePIljsBNx5fZPvva3NdbskY+UqSysVWh2PZqvE2XnJhnVLJLLtL555+H+TWz8gOp3uP6tUyv/vArzTOIKx5pb+8sHSq0d82n3YOG5ZPyko+5aJnmGqDI2uz0uveRw/GXLnlYaZMQZZRSlBa5EGf8KiTArwQQrZikGmzViRJSWGjF0Edv7IAS7zwT8DBk/ZW+u87kTiODKt33AFvpfOPCl7CZVSCu5aJWS81mN6vMmzh7r84u9P8OqpKTbXBZOVgjTxNRU/rV8p+TElL8RxAs4t13GUQEmT2XLDIDPVsIoNdUscR7Qin15g6QeGXj+h3ZeUugrfdXAdH0ePsXdzzC/9+CL//PfgmddmMqlgsrR6kjG5IfAMfijpu2ogwRwHHJ0PSJJpLkBmAM+BzmgyKL+2AybPg9BBBlSMVGcmWZIorXEZghsBnpuWE996TZ/brxXUSuP0A58T59J+z1bHYbWj0Npw9S6fRkvxF189XLrl9qO3/I/MKP/vAvi+p75O0JXl+x79Y/eybatU3QrnV9IipzAG302oeAljJcNk1RLGAmM95hYEGKiV0y07ZXGRgnsA7BTExlissWnwaIqgTmsnijdgAG6GzJ1XCUopBuBWMp21PZQn4DvguYaSbyl5qX4ulyJq5ZDxSo+pepPnj/T5V79b58CpaTaOK6YrhrGSoOpLyr6iXBKU/HRxpKn+kGcOCjp9F1+RpctTDZ7vOIkRRLGm4ituvaLNs6/W6EapTOkFCd2eou2lNfGu42b6eZzLthh+9e8t8PO/BU8dnCEyksiYrFl62IMZuBLPNYOa+fwza5U/01KFPI0vZbaLvgGWbAHctrCLmmL5sR3uunkxlzVpPYx208rMDRNVlpZ9Fi0EcRYc9yTtnqTTTyXN2fkq88sJpxtLBPyRe8ctP1n+0lce6n7ge9/6Vw/wxfkjTM1sHH/ogXt+88Dr8R3OJQvcfGXMqbkaS6uaZkfR7kranqIXxIRZt7oU4LkSR6VXMGUNgSLf/rIqN2ULdRIZsO2a1/yKF5GNGAV3VmSkBgAHlVUMOjpNNLmOwXezAisvoZTJi2opYKzao15t8dLRgH/1u3X2n5xh/bhmupy2ZlV8QaWkKJcU5QF7J/heTLXc59H9LqtNn3p9mCbPF6UxWfd7opiZVNx9TYdH9xl6oUjbvwYgl/iOxHc0jnbRuoSUhsu2WH7l7y3w879leerwDJHRRHkFYGIHTO5FclBd6GqJ1lkRlhQonV8bBu9vsAi5MK0/2DHXPAdsnn8/CP5TYsrvj7SpLl9oODS7GikscZIGot1A0Oka2t2YVjdmuWU4uWjZs2uZ7dPyjtnzB37vAx/63r9/9MSJ1d07dvzVAvzc7AKLi42f3/fKkY+dm5/jyt19XG+ey3aEnFsYY2HFY6WlcV1Fry8JIkMSp35ryhzpRR7cdMFISt1krzYLJm0xkCxKkgzg+fY10N4yr6Ab6u68YlAr0voMbXGctLHYdw2+m1DyY8p+RMUPqJb7TIw1eeH1gH/6W1O8dHwdM+MOM+WEsbLNwJ2xty8peSn7+15M2QuJTUA79BBK4uQMPtDgIosrMpstcqi4/bRcIPSp5yDvJ3RdlR2JInG0xtH5AbSWK7dbPvn35/nZ3zA8dWgdkdEEiSBMTMbiAj8yeI5NG0S0yXYvme5m2Y6WXh8xkHRSDHfB/LoW+eSNgZ7dIzMqIfOfYZXFBqle1xnJJQkEkaXXT4G92k5YaFpOr4BwupS9NlHQIRHrPvbaK7uPJUn4z/9KGXzfy2eoTGza9vg3f++qUyeXOT07xq99tsoXt7T53z+6wu4tIUpNImQJKTWuFgSRIo7tIOmisqBPFgCOvdiFEwVQiwJzFzhFiDWyZLjdyqxDR6mUQbW2OCoFtqvtoHrQd5JMN0eU/IB6rctYpc0zB2P+2W9P8eLxdUyPaaZLCWO+pZqBu+SndmIO7pKX4LsxtUrIwZOWR16o4EqJo0z2WYd8mAfOUaKIjeau6yN27+xw7HSJ6XJaqdcP03km3X7GwlqhtZMmxGTqXV+xDX71p5b4579lePzVafpRiSBJ55aU41SyeA4pyHW+e5kB0UiVDHY4JUUB4GIE5Pk9EjnAs8s/2FUpfG2HuQhrh/clTgSxTJ2VYU1O2jXU7Sc02wlzDcuRJcuWjS1+7qOr7N5QotWpcODYCocPPnPVxz72Y9tscvKUUNu/8wC39gxQ237gwFP/9+m5pfePVXrcdXWJV47HvH7M5ZOfVfzsDzTYNK3p9TVxLJBC4oaplZTr5iIYRwKawkVZywBF9sgfeYXzBeAWFqlyWzAFg1YZa2uLqw2OY/Acg+fG+G6M74WU/YCJsS6NdpfHXoFf/eP1vHx0iqkM3OMlS7UkqPhi4JWnzotJ2dtNAV7yAsIkod/z8VW6yGQOmMFnzey2RBLHOtXyOiAILb1IFABucN0E19E4jkQrhZLOAOAIuHqH4Ff/foN/9ycxTx2aZLZZo1+RjCeWapxOG/CypzOQaDazCykAfMjgg/ebvemBuVIgIyzYPEFUkI3FXTYHOOSykUE212ZGQhAZeoGh1bOcaVi2bmjyT7+/w55NdY6erfPyEZdmt8nU9Pn3P/n0c0l18ur/7fkD507ecNWm7yzATx47guuWbl5ZePFDMnqNkl9HC83WdRZPx5ydH+c3v+jwQ+9IKDngOmnxjlKSOLGZ1CiAfIjUEfQWmXptEFl0akVmawmRj3vIeyvtSOo/TeykZbFpF35eHpuC23MzcE90WGz0+JX/VubLT0+z1KkzPSaZ9jNw+6nuLmeBZcmTlD2bMXiqvX0vBEIeesmlEblMeozUYw/lGFnyJG1+qHmat17X5ZnDIe3IYywyBGE6jsEN0lp1V6cA18qipIOQaYIGC3u3SP7DP2rxtWd6/PLvr+PsUp3euGbcFVRjQzkGL0rviavSgUZOHmhKMQiC89ehTCkszDWavEg4eQtgXiBh19y4vA5dFO71YKxF1jEUxoJLNod8/J2WdWMzvHaizOyiS6ubECeSB588wlWd9R+6+Ub/v3V7vZPfLm6/bYB/9Z6HcLTi1NwqSQzrxhOakaRec3C0YGLMYMU4x8/AjvWpTnSdtO666F+vxfVFL1jxm4v9jRGvO09YMEhcqEyaaJkCW6sU3I5OcJ0E14nx3QjPjaiWemjd5dH9Cb93b417npghNDVmaoIpP5UlqQWY++Qqe4qMuYvsHaF1wJOvjdMNNRvKNltw4oLdymQZwShW+I7ilst6xCYFeC8S9HM3JExHrqUjM0TG4rmtZzNSFUyNCz72lg5Vb5bfv7fHY69Ncj4q0fUltdhS0TYFuc7iEGUHc9VTkGfEkMUveT2WzC62EBe/ZxcF+7f8GxnASUkv7ygqe5Yt61z6vQoHjjp0eoJ2T2CNJIgcZiZDks5rJMGV//ju29/0YmO1e6Q+/pd7438pwOfPn+PFZ/+EsfH1V52fO/YLs+dbzK/UCfuS+hjUa5Jq2QGbzsqreoZ+mOCozPpTw8DxYqxchPzIv7MX+xsULnaaoBCCkYycympa8sGUWic4ygxqMTwnwnUjfCekXO7jul3++H7Nv/3DGY4tTuB4PuurggkvoeZZKh5Usg77kpdmO/0sIZTWryTZTpDKk6VWQid0cZXCzRabHOzxmYuSB5pZqjuMHUpOn/XjPVa7VXqRyMatpbGC4ySZzacyu1MN/Oth4JpWPr7/9g43Xr7Ir36mzx99fZqVuELXc6g4kppOa3A8Da5i0AyhszhlsPNlCzIfB1dMng3E4YjFYr/VbbsQ5sVkXfYfuA50e4pXj6UZWEjdNyUFm6Y9xsoOR850kaVX7+z0wo2NZvPIqVNn2LZty/8YwAUJd73tx7cfPHT4c48//8re5YbP+gmX8aqgUjJpIT/phXA06fgCx2QDaBgJFPlLQD7C3GLkpaDl7MAtyX3bIXNblMxmFubMrfI6jBjXSSWJ5wZ4To+T8zG/87UKX3x8kuPzdWplhwkf6l5C1bNZ6j0Ht8zALQdJIT/T3p6bLpxaJeALT2qOnCrhK5FmDHMHZahkR9LfSSKJYs3ebfDeG9v83n2TdMqaWmTpRxYvzOIGZQZDj1LtnIPcKVzAdFfYOiX5Z3+3y1U7zvJb90xw/PwYK3GJrqOpKEFZp5WarspKlDOXSQ0WZMEfH4BbDHbM4v34lkC+2J8XMGALNou20Okb4iTCUWJQzauVIIoVQaDYtdFBh0cYr17521ddcce7u73WXypVviXAre0BPu2lxzdX5Iu7br1siXavjOPE+O4wmh8ohwEDDGdyDD4UmTOy5tMPv1/juq7R6fkiyi9sXig0ZO9hjUXajpYBW8Vp544T43kBrg5oJyG//jmX3//aes4tj2NUiYkxxYRrGXMN5Yy5y4P0vczqVDJpknnnA3C7afYyiEKOnPXohB51L3NxRDHAYrjIbaEmJdLUKpodm0OU16cdVum5glI2n8TN5JWTSRSdux75US0Mr28avCqmx7p84v1dPnTXeX7/ay1+5/OTLPUq9LSPrxVlLSgpi58Xn2XMrWUxbhiOnpDCjkrDwr1Ze/feEOhrzYP8H9nvCUJLV406TgKQKsmsTsFis8mx5qu77rjN2fzBt994stMPqfjufx/Az5xdpFquTh8/U/rcn3/xGedNV3XYvNGh4kkkKu15NGnhfZLIgRQZ9U7F4EPZNV02b6S1h5/PFmSJHUgTKbL6iQLAlcyq5JTJ5hYmaJXgOhG+G+I6Ic1+yJMvS/74/hqff3ySflLFdV0mXcG4a6i4lrJnKbtDcPuexPMkXiZN0sRQ5kxkAHedNPN5Ys7y2PNlwsjBq9gLAsz8MVrPIQkjheNo7r6xzWcf7HD4bIWeLwgiQeBY3BicyOCEadCupMiCQTkc7pMDPPfYjaTsadaN9/jZ7+9y2daAP7q/yr6DYyz2KvSVi+NofC0oSfCUxZVp+l5nRCVFVupQcKmKJDOQLSKNd9+QKLO/PMre+f0flaY2uz6xyQZ9WtLResLilxKmx3pUxKPONbuu/1yv17ym32svfisMf0uAt5IJeWD/kZsfefjJsYefqnLv0yVmJnu8/aYWJW24emfMurpkqp72Cvb6DrGRmGTYMlZM4Axrjr9VMMIIe+dboswBntUvDxg8K95P7cAElT1dncoRrSOanYgnXhF8+r4a978wxkqziiz5VEuKccdScw1lx1J2LSWXjLVT5i55Et9V+K7Ad8kq9EwGbpPuDG6M0gGvn4VzTT9lm0zfrk2c5D5y2geZgjw2kjDUrKsJLtnS48DpmG7kEGQzvt2Q1MNXSSZR8kRNWmZcfOSLJ7choyStD//o3T3eeVODb77Y5g++XmPfwRrL7TJN6dJxNa4SuFLgSXBlyuhaDGMIKS2S1ELM789Ifyf85UHoGnAPx1dkBWhGEBrohoLQJFQrIesmAq7d1aesE952vWF9vUTY9zl75PGx8Vpy8+T0jvv4FsODviXAmyvnPVfzGzJZqNx4qc/sUsLZJY///NlxljoRV+5us2miy/vf1OHWyzpsnErHBETxsD/SFECes3eux+3IZbFrJElB62XglsIMWCQHdtpEnLK2kglu7mbIiMV2zKPPa+59osqXHxtjoVVB+D5O1aGmYcxJO3lKDpnsgJIrsqfMSk4z3e2KdMBnEeA6xnVjfDfE2oiHXvA4NVdiakLgSJMBQwyBULjbtlh6mih6gcO2dYK7r+vyxadDOpFDLxL4jsWNUxYPolyGJakGz3QxQo7IlPRZaFQwqd9e8gI++pYeb79xmS893uZrT5R59OUqC80yPeHSczXaUWghcKQcMroAXYh31BqpMgxAh6wlxOgOXSS2nKXTXlBBZCA02byVvmHLTJu7L1/lQ2/usmFccPVOh6XVGnNLNU7PljhzXqGcucruy+1vdJuLlwG9/y6Ar/P3Eckud159jqVGjePnXKbmYtYtxyy0HM7MTfLqkToP7u/wnusW+YUfb7FtfUi74xEnemQ08eDJqEy5kLyzlBlFxs59b5Mx9yi4tU5wdYTvR/SDhMPn4OSs4k8fGOO+fTUWGhVwfHTNoawkVcdS1YaSYyk54DspuH0nnUmYlpnKwlNk/95mIDcDkLtO2p52bNZw4IQHjpMGbQUHRRQpnFH2ShKRuSnpOOcrdwRcvrnDoXNler6gHAu8yBIoMmvPZOyduym5BTnUKgOfPbMijVHZ9AGHfuhQKgX8yLsC3nfrKt94vsOfPVjm5KzPoXNlwlWP2NP0tUYqmabzAS1lWnYsLAoK0iVl9jwQHVDW2rLbNeBOGI6pCAyExhD3QvZuXOUXfmKRt14Drqqy1KjyyrEqiw2fcwuaU3OWE3MJc40GcfkIteq3tgrfEOCLC2dFGPb+8RP3/8bU4mqbjfUu1++tYcwYFlLXwLMsdwQnV8b44pMaKQy/+JNNtkwn9AKXJNGZTk8ZZTjCQVwYXBYL7rMOkxQXZvCaypQU3FomeF46STVOEs4vwwMPa46dLfHIsyXONUocm62A56HKGl8rKtpS0YZyNk/c0+ngeM8hA3H+lNlTZQAn09wZuJ0Ez0nZO11YIScW4eDJMo4ctQcHEiVntaJFljspRmY9jg6Xb+txyUyXV47HdGOHaiQINLixJYjIGFwMdLiQcoTJobDtm4IMSuSglzJKHALHpVYK+aF3BNx+VYtzjRYPPedy/IzHN14oM7vsk/QcjNRErkJIlTkpcljMxtBdyUFerEbMY+qRRZ2/P1J9ndb5xxCGXLK+yS/8+Dzvu1Wx0pjmxOIYK02fRtthuak5M2944WhAtdpi7+6Y1sqBqQ+/5yf/8Zmz5z65ZfOmi4reNwT4i88/RhQnH3voqaRy7HydqbGAHetSMNRrDq4jqJTSkWFgeCUo8ci+MV68u8We7V2sTUiMJjEKm3W6XxTgg1U/vBRD1jYDvZ06M6m+dryEMLGcOCM4cFzxwLNlXjnh8toJn1bgE4QeOC6qpvGUpKygrA2lgg/s6bxOIy+bTevCvUyWuK7CdWW2AOxQeztJmll0Up3vuxHWhMyvSALroXW2tRfqbdYQ+ADkiRUj/Y5h7CDQTE+ESNWnEzl0tcCLLW40LBjTyoxkIGWxUyEfdkSaJBkweZK3mUmcRA3GT3T7LuvrIVvXRVy/M6AX9vjRE01eOenywDM+B074HD+dyk7rqexD5a/5UxRKJ0YdEFuAeW4L2kG0acAmYNKzVW7YvcpdN0b0g3HOLYxxZr7CSsuh1RV0+gLHkdx9o2XHJkG9UuLcfL/ywvPPfkwI9cn/RwzeOPdlFpe66usPnRYbJx3KnqLbL9PtCSql9FmrOISRZmrcgI443uwBMYEAKiFeWvtKHKpsCE8O8uyj56+F8DuVJ2nwqLVJ09HSEIeWbj91Tk6elfzJAx6dULH/NZ+jZzyWOi5B4oJ2QTmomsKTgpIis8JIx5mprPBIpQvVdUSa9CiC25G4mSzxXPBcMtckTZk72uA6cZYRjSj5IQuNhAeeqtJse9THBDrz4vOir4t5xja7v8M2MEkQKKYmFe+8tc839vU43azQc2QqUzQ4scWJcs8689hlktqFFGedyMHvMFaPtpolEjdRJFoROyobg+dkVmpE2Y24/cqYWy4L+OCdfV4/I9l/0KEXKv7ogTInzjsgJN2+JgmzdiwpsTrdriyFxZZHo3aEx7Pv07paESeIJMb0ElyRkASWMEk4Medx/KxDt28HJdeeIyjVSjQaPmdn0zNQJ8MTwhm7TP3nT90f/8yPvePbA3gUw/h46dev2b149YbxgE7foR+m4FTKoIQduAFKWN5yU4+fnznJyfM9Ts4p/uLeMmEI02OGa68MqPiAyZlawIgGH6bfybKTra5g/4vpEdMlX/HsIYevPu7TjxT9SDM372JQRNbBCAe0RngaLSWuEpRk6u/6KrO/VJqEcnUK7nSKrCgM0y+CW2U9mmLA3q5jcN28QCsZsLfrptOeHn5R8cWnqyhX40mbecqMOCgXY/DcC091eNqh3u87vO+2Hl9+ssUfPTRGJ/apZDrcyXV4lNfc2EG3kMjTugMulQWtPwrwOJHEOmVyR6ejIHScEEUOWiV0VTpIv+7H3Lon5pY9EYiAj7ylSz9Kx7l95XGP515zKfmCpZZi/6sura4cdC5ldH7hqgbAYI2l4luuvSZgajwhCi3r1xv+yX+u8dq5OluqMFMJkLJ4MBicX5YYA/3I0u4mqFPNq9/77vKvC2E/8W0xuE1aIKu1z/zZn+xR/fNqQ73H1pKPNR5hpInidAvM37/vxszU22zemFCfCvnje+r84q/VkQ6M1Q03XxNR9Q2m2ER5wWNoM0gpWO0o9h1waTUVUksCKwlM2o2P0CA1SIVQGikljhApmKXFkwZXFsAshzP6UpCLYcODThsB8sbjIri9rGDMdUxWjZfJEmdYz+LpCGtDzi25hIGPNyZxs7S3yqryRrKYI6XBYpA3yIGXGEUYOdSrii1TIa7o04s9erGgpNMhmHkNSZ7QUrKYZZSD35X+Dpklf0xhCL4ZBJ/JYPxDkiXFVFbiEBPFCSrKx0ykz01TSTbuI+GyrX1C20VqaDYF+w5oVrupbLpoZdYaoBsLFd9wy9URY3WDdOC+xzy+9H/WeH3ZZ3VasKWW4DtDr92YdOptP4JEJHh+yFWbA3XbFXN7Lr3yh2t/53tarZmp0XM5LwD4+fNLaL36yePHzr/lcw+W6IaCD9zR4R03rHLpJpDCwdXphRHS4uoIx+1xajHkv36+xpeeqZI46ZFfrSbMPTzyyS5igK8pPBYCKwQmL+gma7fXMmOp1DlQIp2558k0QZEzp5OVqLoZEJyMvQed9Irs6D0G4E7butIjUTxX4GoGJaYpg2csnp0J5OgYx4nwvIgzS4bPfKMC2sWRYhhgDuSJuIDBi35wPiQ0BVtqr4aRw8ff2eNLj/Z4bb5KJ3Eox+mhtGkVoB124qg88M4rKxkiIt8pjCwUeOVPk7o3sURrhZMkRMqgVYJWGqXSRJmUmS2ZO1cySeWRMOnuYQxTZcP3vMmAMJmlW5AkF5QgipGvbaKxMUhjeP/NESd/oMlv/LnPiaai2XdwtUCRLghHJzgqYsfmPu+6scsH3xzTbFaYO7vwlsmZ2U9aE/8vfymDP/Twg0gp3KS/yNWbPM4seXz+wRpf39flks0d7rq2w9U7Qvp9iSBNrpxbsnz63nGePFglkV4KSJHG1Ymz9jcUQC7W6LUB2NNXUZijJ4XI/FhwpcURGaAzS05n8w31ANjpnzuF0tC0Fjprws26W4YAlwPZ4rl20NLmuqYwOCfGydjb1RFShpw6L1hs+Qit8SQj8kSK0Y9YyNSPdC+NygdFGDtM1gK2re9x6HxAL9H0E/ASgZNYnDjT4TED23RYq6NGCCPfNNNJu/lBAGJgTybaoI0hSSRKG7SSaGlQSqW5hTw7LGw6LEiZgk2bGwJmZL6KyL6GIr7t8P2M0lv2vg2OivnE9wZcd+k5fv/eNqcXSimWgKhvuWZnwJ3XRFyyUTFernHmfJ2Tsy6tYJXV3v2uNRfmey4A+MvHTmKs4JJNK2yeVOx/XTFWspxarPLES1Ue3h9jCInjGGMSBOmw+TBwwHUQnoJCwPPtPbIoPE8JMwSIJk0y6MyZSL9OtX8xrawz5tYFkOcjIrRKD5fSejgPJQW3TF/dHOh58JmBO+/+0WYgURyd6lPXjYiJ+NqTJeYXSzhjCnfQrWRHHRTWEJkt2oVr5o0kin6QTrB9z5s6PPlyn1bs09WaUmwIVbqoVZYlHRZF2cxSzX9THmiK0YyhyWaq5NLICLQRxEqgE5l13GcDgqQalEAMnSwzyCDnpcpCWIQ0A3DndUPf9t3PFkYoLEolvPnKiBsvaRObZnqIViIJIw9jPKwZY7FR5bXjFU7Mujx/KER4S7ytHpBcJJ85AvB7v/4A9Vrpzf/5M4/euLgQcuMul6kJn35gkSJmvAyNjmI1rNADgmyUmnYEOqt3kULw/wTaMEz5psDOyl6zP1dZilhloE5nnOSzTvKtOj1PPt+6i8AezEFRpP2IFwN4HnDmulvnssRmenu0ltx1Ilwn5HzT8MLREmgXncmTPD0/Wok3ivA02TVs9UobdYe6OE4UUeRw3e6AyfEezUaZbqwoK3Di9LOoxKbPqAjwLG8w+EVytOXPCqyxg9yEUaked4wgUZJEmRTo2dcqK4GQ2SQslYN6AHI7CvLiKLicr78dMIxs6JZOz2Y1NlmOIFYEoUOn57Ha9lhpecwvO8yvgNIJ1+8NuWp39UY19q43v/Dce564/qa7Lw7wVrdLJ4i+58ZL42uX5j1anRKeIxmrpl3bUqSnB4yFhn6YTvwPszkYyaAsNvc6v32AF9O9+Y2Sg+8zoOfAl8Mm3iHAiyxeGPAjBWogUYbAzptvU/bONLdmoLdzSzBl7CG4nUx/ax0hiLjncY8nX6kiPY0rRTp/e1BBWCxQyu/z2mzmcDSaMbknrkiMotd3uPWKHu+9vc3v3FMlTDw6icRPLEE83K0GO4YwCCkHibHhr3ojJgejJYmxmEyqFMEdSzkY8TYA+aBEIi94G4J7UG1YSNL95dXhRQQUa8WzuCRzfNKZ4+nhtO2uptFyWGlJgjCmXnaYPWvY53Ht3XfOf08YxU8Uf/IA4PPn5yiXxt75zLNf/Lv7W4e5ak+I746xuFKl09NUQw0kaG3wAkvPsYNTt6IkHZyeM5EpAPxi5ZKD1XoRgA/T8gWpUtC0Ug5ZfDiSbQjstNlBZFIlY/GsG8ZRo+BOxymsYe6sZ9PN2tscnTccxIVnREjEnz1UI7EeapC9LAaYw77G3NkY0eDZacQ2v2ZGpkBL8mBTI3D46Fu7/LevBayaiF7i00sETsyAxaW0yFgUZINMg72RhyxYk6IAckGisxOLjcBRhkTZFOjSppWL2ZGEKpEpwAdN1BYlzDApN2DybI8aKaldA/RCBnsYk4gsVhAj3U75eZ79QNHrKzp9Sbsn6PUtCysx8+0Qx+syNn2Igyd2/92773j/I3Oz576xYeOmUYA3OyGJ7e4+dsbs2nfA4cDrPlJbbrk0wBiF50msGI5ecJ30dNsgOxQ0nyeYH9OXW4lFJr94r97w61GQj269F84ZzMeyFYCdz/nIZIlSa4bdZMDWSgydlIEdmHbcp43JNmPuYYCpC+ztOSEvHJUcmfWxykFJiSsNurDT5M27I7HzCH1TuKGj8/9yRyWKHXZtjLh8Z4enXy8RKZdeLPAlOIlFxyKTbdkgpTjT4cg0CzzyK0crO0dmmBjQWRygjEUnKdCVsdkiEkMmT+SQwUX+NaPSRKwB+FqpUiyRLUioYhNIHEuCWKUzxgNJb/BMB3oKCRN1wTtv76Glg4lh3I93QW+3VuE3LmDwyfJ5HNfn+t2ruHcLjs35HDkNJ85JquV09JZWIkuMmGy2Sd4elp7Ilcjh1NeRUQ8F9i7WJ4xWDxZBboflmGINiw9ehwcs6fxrVWTy4Zg2nTF3OpNFDob/pOPM7KDTPF+4eXOyk4E7PS48Cy51hCXizx8qs7xcQnhO5uoUAr+1NSjFrapYKmpGWXXEmzYqzRRPCL7v7jYvHK0RJD5d5VJKUi2uCzFJCu58rzCZJ24LbC5HwWTFYCRe8VhBbSCRCmUM2thCQikPnkebTPK6/GFwubbr5+IyZaQvoLDwcjcpzOaM9/qSbvbsh4IgSuepKAk7N7hE/TqvnDW8eizipkaIU1+h1xsWFw4A/sADf4YUknZ3iU7YYrmdkJgqJU9T9lNQWJuet9IPUm80fYvpBZTCEstsXJdlZArVX6bH1xbQj2jXEfYW5KcS53pcDlhbFOTJ8OxLlQE7Z3BXZ7uQkx8dmO1I2uI4uSTJnjoZeWqVdu68dgo+d3+VQLooKTN7cHQmy9oM5gV2cGFXG9XhmRbPZAqJw/e9o8+n7+vy8vESkXLoSombmMweFcik6KhYhBQZyPJt1GS/a/TcIltg8gG4TRasm/QYxmLZwXDkMgUWZ6jFC+y9doe+CK2tmXuTzp5MjBjMGu8Hkk5f0eoI2j3oB+n0LmvJCDY9Kn283mVsCmbnX+ULX53HFOxCDRC0F3Ar0+Xf/Z3f3fHCAVhYruC7gi3Tmqm6pOynW3dqCQo6/TTZEsfpXAut0oslSLfogQa3o+v3gkRmEdhrmXwA7mG7V5HFlchZe3TsQXFqk9Y50DPtrdaAWzPC2mlzsh0Elvmr1nH2jFBOyJFzmnbogtKZPLFrymMvlFwjLkpBD9u1XnjWjZMUQF5xBHs29Xn5SEhiPHrGxU8Ejky1ssykyoDFB5WZhjzIHPYEDCs788lh2opskljaG2lMJvkMJFKOjOIoAlwUphkUY6dii+HF6XtYhDVsYxxOro1NftS4oB8Imh1otGJ6QUKcpP+l1unp1uCxcUqx5eqYfuQwPjW94/t/8KfKn/ihv9/dc8lMCvBXj5zCcRfesXlT5ecJWniOSz9USJmm4l3HDhpok2wy6tkFyUozlSM5qwoBVo5OoRq4KmsX8hqApyv+wklVa/V3PpatOMdjoL9VNo9QDVm7eIqxo8i88BTcKYCHQ4EGDK7XsHfe1+mGrLQN//kvqiz3/EyeDJM7wxY1MQLyN3oMdjgjspNXigyeOipxrKmVNT/94TbffKHGcuASSk1PStxBD2Vxcdksq5C7GmZQRmsxGbjNSHVn3lGjs0m+g5F3Jo9r0tHW6Yi3CwE+DDJHmx/eKBVSLJUe7PB5XiC/HpYs7W9ZWEmYXYpIEjPAm5bgOglLDcnrpyW9QKF1l49+sPrz5868/ARJ70sDBr/34ZcQ0iPoHKXfXuHynZobdkvCyMEYOTD7XcdS9mKCOGah6bPQKBNFWeJSMOj0KGyOGWO8MYsXmfviDM6gafeNAV4YtFkAdQryzDIcpOtzzW0GQeVAluTAVkk2S2XI3o6KcN2QP33I4dVjJZAOUkq8zNUpniYxOCM++zBvWE1YYPPi7O0c5LFJW87i2OHKXV3ef3uLT9/nY7RHT7p4UgyTPjn4ZC4TRplc2AKTWzFwLoo1MUaBsumuYIwgGYy+ExmbDyWYNKJgAAxPsBj8zm+RDxnt9GFNX2YaqUkJZT/BcUL2n+jx8llNGDqU3XQHznfMxBjCJOaKnV02rguwyevQDyBID4bQAJumxij5Li+/Ns43nq7x9OGQf/yRBe68KsEaDSJLyS8LXjgmefmkw2MvefRblvFSGtUXt+dBNAkXgntQKjvK5MMWtSH7SRjoyXxa7CjQhwFlztzpQMlMf+cp+wHAC+DOZxVqk/U7XsjcWqXs7eh0alWjafjKw1WWmh74zhp58sYS5YKbXXCYbGarDmy7YidOJlGiWFOvKb73LV2+/GSf5Y5HqDS9RGb2ZO6miBHXSYz8MjMoo00H75iBJs/nfiub6nCTxzMye18SEikyi1YUMrViAO7hScrDeS1rbvFFJ5YN8ZFlCgojQDzXMFPp8eG3LjM5bXjlhM/Lx32OzHkoJbKdKuHOa1r86PcYXDysW+fc4gxJHKQAf27/UbzSxPbzp5/5mcu3zLLrQx7nGjG/f4/iK08JXFdhAa0cziw47DtUoRf4lITD1oksoyUK8+3EmsEwa1qWWLNWCx+N4qiwERaXcsDkxfFiUopMg2csrkTaWpWBughwR+cjy4qypKi5h0+ti0mdGK3SzOWJk4LXT/kYPITU6QGrg9IB1jgo6TDLYXyx1vctgNyIgTyxptAEkR0AFScarGbvtpBdG/osHyphEzdl8UQM+ibVwLLL9DDFQq+sBjv7N+lRixmb24JPLsUA1EZmzkahy37A4gNZKkbkCdn3FysoHAH4mm56bCHOsgKByWxMzZ5NJa7Y3qIXrbDvdcnpeZXN3bGU3Zj1k4YH9u3k3LkaE/Xz/N3v2/0zd9zx5peay6+d1K5KKDvB+nYveef+o6e4YW+MHxleOFbn3HNlHEdmhzgJXCFwlWTGt0yUDVU/LTlNAzgxqj8v+FC2EFxc/DGUKaIwtSpnCjEMMtXo/O8ByLMEz/CokhzoGbhzti7q7iK4swq6nL3zijqtY5SK+drTFY4slcAdypOieyLWsLccfKg32Kpz9iT3pte6KYUy2lCzcyrkPbd2ee61MhiXOEm1uJNkQz6TUak0kCoXGLQwkCqDofbZ15LBazqVLP1sRmbX39gBwSQDLS4GkkyIPKV1IYWNAvwiG3khz4EVSCnp9BxmF6uMVV1q5YC7roxQV8comVY6eo5krgEPPNcgEB2qpRDfufmd7UayvtuzJ3W9apgYT086e2CfxwMv+QSBxsFl77oUMHlGUSuLq5KsjFSMNA3kfYLFYY3FLchmkTpc+MGKAM8v0AAohZG+w9l56QJQIgO3ksOUvaIAcjvQ3umUqwuBnQ8I0oOvTQbyOJUnKqJUDnj6sORLD1fo9V0oa7QUOKIQXIoLA8xiTHFRgA9APhrsjSR8soAzijVjVc0H7+pz35Ndnj3sYiuaXuLhitSmVGJYh17MMA7BPfpqVb6jZMxuBVal9f4qY2+TS5VCYi1fzFJapBGjCzu3CwvALu5cQ/1/IcgF6f1W0pIoObgOcSzoBZpGy8PRZjC9LB/25OiIn3h3RBD1aXclsXGYXVFEoUZj+thE4ciAuq8IoxKTFdBjKRMUVUXuluRn3TgZc+vstIBhB/nwUxXPrrQDO+ovAXghMMt7Dgeab0R/i+Ec8AzUw4H3w+GSuf7Wa59r2TsPMHXG3jrGdUOiMOG+p8q8droMjoOQKgOVHQykH4xoe4MqwhFHpWgTYgcy5QIvfI1dGIaay7bGvOtNHfafLBHELol06BmFmyU/VFIM+gYnX6b3JckdllyqDN8LuSyxaVPzwCuXAqtAmpzJh19LO9T8Q2lZgLYYfNzhZ2aNTbqG6HOMKZmeixpFgiCSOEE+WTevexHD5KFI76fvJTQ7fZy+oRKGREGEfuqJb+I6irmFNldsH0PKfDBkeg5jfvR2zr45yLQcsrbMAr2B/i685/xMneExJGIN6IcAGABBDBfLwAvPB0IOHJNikodRBs/BLS1aFwFtM9a2BfbOivzzcyQHLkqqvT035JVTgm88Wabbc6HiIIUYmRkymOe3NouZf4aRJTysRUnvkChcm1EGt4NDWNWg26daDXnXbQFffrTP/uMeaJe+kbgFLS6T0fdDUkw45XXZGXmpIbvqASFJrCRl+Ow9SQnKgrTZZ8ySpPmOJeXFLcK1Y/sGn7Nw7MkajA9P6FCCQNrsnsqB5w75SXVkfrktnA3k8frZ/SCPgk3QNe8sINg2E7NhLKbTd2l1Fe2+oNtLD0UKQpOBPH0HsgA6KYesOrIrWQZnWlqTHSqVf5/f1JFNLN/SxQiLDy/g6O8aSIMiuAvMrdQosPMh+PmrygZzOlntsx50s6R6W+sIx4mIbcI9T5R47JUS+GmrnCsFrrAXBpaseRa/uZhEsYVnDoLs4CZjc0elOMBHEfQd7ryyy3ve3OXVUz5x7GCloic0TlIIdg2IZMjiUeFqp+AeavKBZFBpmTLWDJNQSqRMbcRAh6uMxUXBNZKmKMvEG37W4TiLwrk+BaAPSW40Uy1FFpdlPytO0lmGvcDQ65v0KPSupdVLcP0GrtfBGoteanWxVqFUj8mxJhvWOWjhstKqcOZ8icXV9CSsKLYjbCsoVsyNzsMYfpC03iExed3DkM2NXRv0FLa3NSw+4poMSkSHzJ1n2XLnJGfuIsjz8yFTls6ntebsPQS3zr1vFeE6ES+dlHzuoSrgpt63SBsbdG4PiqFzsXZwfMEfKnD3cN8uOiqDmpCsVNRYg0kERg1lSjrXRGOt5qNv7fHAU332HUsnCURC0U1EWhMzWHBDqQJFPV58L6My1NqUuVVh8UmVuSaFOEGJjMHlms8+IKoCHmCQNR2cwGbBJDYt181LO8zw7Y2QWxaL5T/TWIhjSy+IWWkmnFk0LHcTpEqoVgJ2TFiqFUGSJOjH91dwlGS5LTm/GrFnW8ANl7bYMNFnqj5JP6ym9pARI9vIWseguCUVj5HLDwZNHQFLIlKQS0ZX7WDli2KgNgT2SA2KGq0qzM/hycFdBLbKT3hQhaBSDUGuChIlH9ipVYzjxERJzCPPljhwtJRWZkmduUnZGZMFYOc34QIffI08GUqU4ReDBohisGlG68RNwRcPQocrdvW58+aUxXuJgxWKQLj0DCgj0ipAkdeppE6KSIbALi64ocM1qpNVBjxpU5KxNmVza8Fm98ZkksXkJLcWDxdh7/QszVQVJDnIM6BjLbaY0S4QHgKEzec6Wnp9w1IrwroBl2/qc8OekEs3QhyXCKIs4zlV0biuIA5dDi2O8cS8Yd8rhsu2hVy/W6Il+F7OABRSwKMfJE/w5B9iWE+QfvA4GS5tITJHpZCuvcA9KdqCsrhlFcFtCxrcDg+deoNgcvhnxfHKhaByoL3TqsEjc4I/uK9KEDlQdkAqnLz3U4zO0x5xTgqL9Q0lyhoGL8oUY9aUjw4clVyLayqe5Iff1eWexyocPpcuvsQoekbhJBbFMAkjsuCyEBkxbG0biuCUvQuBr7VIRIHNM7CbvEw2BbzJciGmsLjXPoaluWlslx9gG8fpGZ/pwb9rcyXioiSa04WUgu0bNdfuDblsm0PV8+iHHkfP1Wh2nfRef/wHP7ru9SOv/4vHn3iK6y8R9PrpuDXXlllpatbVLb6Xl03mv2g0WzXC3oXjncMoXfmIojUkEDKTKHb0HRdlT+5IrK0DlwVJUuzmyYNLlUXag+BSZsCWdsjcOptEm88RlybzveMBwEMb84WHKrx0JNPeQqOEzNg7y1yueZ+iwGJFEnjDx4gGHzYi2IJMyTV4qsNzTa4J+y7XXdLjw2/t8B//2KVnHDCayEh6Ii2llSZj8PweFZMwic0SPvlbsaOC0RZYXIIq7DBWZhpdpnGWlDnIC5noNRLFZuBOjCUxKbjDKD3PM8oG+wwqUQc574JkZXhN0yRTOqypXnGJA58TZ9NF2elZOv2QPZdf8y+2bN3zU/rz9x8a9+W5d+/afIbz/gZ6QYlKCUo+VEuWailJi620Gei6VEbYiwM8O1wpL3cUQmbbkiApsJvEDvC9tshKFgFT0Nwyq0kuBpU5uJUyFzK4NBnQM72dSRSlkoEWHzJ3HmBGODrk9VnJZ79ZTmewiJS98879tcHl4Ll2Wy3clMEfFvzfET/YFGtDhnMFi/MLjc1kikr1uDWK77+7yxcfKXPwrAtSYRJFX2gckcoUlQMuyS3DlMnXxgQ2v4GF96Uy+aLyVH6B2a1Mu/SVHM6Et3lWUw7ZdwDyfCEbSEzK3Pn5Q0FoiRKIzehhZYO0P8NrmC8iLdNGm8RY2t30cIJKSdILY04trnLzzbPv3jETjettM9Bqepw+NcPEmMemGUPJz6Y4Zb2JSg1HE4zKlELnhsgtr5TBw0ihtcag6YfqAvIqpvTzD1DUryPJk4H2HvY8Dr7Ozlxfy+JDizAHtcnGISQDkOfAVjrOwJ2CPFExX32iwsEjQ+0thUy970EHzWhXuygu3hGQ54HmKKMVbmEG9mEn1IgnnrezGZGCWyaDibFhqLlsd8D73tzh2Gc9QqNAOsRG0RPZ8PqkcBrd4H4NA0+wg/c4DAyy4NOmVh1yOMlMygz41qS7M8NdLP+c1ohB6exgnNzAoUj/YUzqgrR7lm6Qtj4aM2x3HORBBteyIJMH/bmWVjefehDje5LxqmTrZJnFpTIvv+6jN07HbKiHXDLdTmfteSmo81O8iq1OowAdHUhffBPWpuMPOj2XOCmzvKrSjp+BNVSsPrsQ3Bewdg5oUZAn+ZkyqiAZBqeGFZg797+VHYxD0BnIB8wth/LEdSKOzyn+6xdq9GUK7kFwWTwBYcDcQ79Z5Dd6jQ69qAQvJFhGEh85qC9oSM60eHaqRmI0ceLgJTH/4IMd/uKRMsdmNcgQUITCoYcYTCeQpHp6IEqSUU0+GgSnckRJO3ivqX04jJ2sLLxvmfHbyGLPBzrn9zqNEBVpYlAqQS+wnG9Cuy+JsrgjL7wTjDZvD52o4e6XS7oUP/loPUFiYsY2GBIN+kvPuPS6ioXZgKof8O5bu1x3aUQQpEJiw4TAZHUPeb1E3jmd1wS72mQNrwZIpxuttgWtwKPVm2Fp1cmCzAutJMGofpVFnS2GkuQC7a3yCj5bcFFyEBfAXWRunRQYPR9JNtTdjg5phYbf+XKNcwseKAekgxBZcFnwvounNV/gKA2048VLZUeAPpAEo6MkigVYQ+uw4IknikSm9eKbZwL+3vvb/OofuDSjtMLMGEkgFNqk2c2hXZgC7UKXZ01WwhaYPA9Qs7INCsC2GTvnbI4cAtvmpsJghxYIBa6j8B3BUi+m3wpYiqDRyUbzWZkV1aUN4Xn5gRi8G4gthMZibczmyR5CJPRDyxU7Qt51SwjGcMeNW9i83kVvmRScC12eOTFBL1bse92gtKUfxrhunx972zJ/5y0N1k1qklgNCtFVNuEIYVhaTaPiIIGXD2vOryheOF7m0ZfG2FBR7JwJqFXSuX9pp7ZAZPvQCGuvkSWqcGqxFEPHROYetCoCfI09KO1AmqRAHgJ9RJ4UQe5FfP4ej9/+8xqBcdLGTaHTMXEi19/54Vtr+i7X7Eijg48ujvKRikLWMPkg2CxahekQnIE3njG5r2M+8ZEOr59y+f2vOiAjQBELSY90Ipg0Q7tQmuFCtCOKt9BhU2RyO8y4KgRW5AGqvfDjWdKFIFMPQVgx0M55EZznwFjFcteNfaYmZ3n8QMzLxxWzK5rXDvtEiSYwivMNF4sq6MDsdySGjVNtvv/uBj/01ghX+fQCF0cpfLfGyqoi6Fc4t+Cj62MGG1mu3Zm26Lf7kiCCQLnMtcv8+//mMjZ+go+/q4Um7fI5elZyYi5NnSYIPvdgicUVhxCXA8fLLCyVKJdd1tdAlgz90OA52RzrbEtHyRF5coFbIuzA7x4JLFWqgQduiUq7TYb+d3ZejzYFSVLQ4YMjQJKB5lYqnTW40oC/+GaZRuCk2ls4CCmz4NIO0vLDoiY7YmMWXcERJ0GM3v+BPOENZIq1g8Nz1/rheZ24kSadUmU0caIZcxM+9LYuX3yizHJbpdkZo4iEQ8+ItEYl42KRFAPNgmwpMnnmoIwmhLJXKQp/z6YXIy8wkvmHFHlYNti5lUzr8j3XUvIMEgdfTvD9d7X4yfd2mG90ee14C0PCfEPx5w/6JEiEVJyY1Rw756R4sQnfe1ODn/0BWJrfxNJKmSDUBJGk3dM0WhE7dynqExa9Y/0qY06b1TkIQo8km0QKoFTEpi2r9APBL/xmBUinvT5z0OP5131Epk/bHReMg9aKckmyacYw7lrqJUPZS5nNWDvUb+TaXQx0a9HfLsqSoiQZDvspMPca9s6ZW+dHCg4CzILulmagvdM/j3HKIfc8XOLZA2VMQXtLkTUVZ3M/iqeOrY0dLkjNF63Ci5B4zoI5jvKEz6CE1oyOehj44pkXnfviceKgTcwtV4S896Yun/maCyoCobBCEqDQBQtPFtvaBm/0IiAf4fbURYG8KjRjcCkgKYJ+uKbN4McO7b78PlsE3b5mcbVMGCkarRKVUsibrwxwnAhszPfc3B3svi8eUew7qJA6vWInzjn86u9PsnWijpLuwF5NjGC1HaDGQlpJiF5uClbb6YWcmUyP7HB1elTHhqmEt97Y46XjET/7f28ksmmrFo5GOgplJdoK6jWBl525WNIJpezEsrKbbkd65OzDdJ7GIEspCgHbGraWI3qbNZo77xNcw9zFszJlgb11UZ7EA2miVDrn5NhpxR/cU+F820nPu5YF9hZD9pYFebIW3CMy5SKYvgDjF7B30RMvWoYy9ZCtRI344qkWlzI9/mRdNeFH3tvhiQMex+YlCAVCkQhJL2sxy8/tHKTxc1YXowC9GMgHX635u8Pvs1eRsrdIS84HC7a4W8WJoB9KVM/FWkEYK4LQpdX1BwOWPCcBG4NNuPWymLuujpEqJhYht/+DGvsP13nLlZYN9RDPTatbPUfieZZ6FSbGBHrzpENVaZKmoF6LGK9GVEsxlVLAxukmJ+cj/v2fTZKUxtGOh6Pk4Kg5Nxtd7OZD5lV67k06fjg9scxz04lSg7MdC+ns4eiHwuzBbwfcyo7o8FHNbbOAMputdxH9PQR3jONGBInhN/+0xmMvlNM9VKbaWwyswYLvLobB7wjQWSNT1iB8Lbht4TkqXYbVhQPL0FxYI14EukkUsdSoSHPn9SE/9dEWv/ibLkEsyY8ZiXEG1qHIHBVEgYnzTPO3APkgy1jckqxl0LifLxSTj2+TCCuQ1mbuUF6+QdoxH6YH2VrDYERbfuS6MxIjpTuwysYn+16P/+37evyL3++w74TDxrpk3LdUPRivChxtmZiv0TF19NSYpKyhSofpiSax6WNsSK3a4/NPar709BSP7J+gVnIpafCzA0MH55xLhnO4ZXFEMdkg+XREWj7CYVAwVWxgzd2StZp74I6Ygfe91j25gLkz9yT9eSZj8mFgqQqWoJIRrhvzjX0OX3ysTBA6UEqdE6QcjGrOp9lebFbLQMeuCTZzCOTlBxfRJ4PXYm30SFmxHTZD5Bbi4DRjK7LZJRJpJMqkk7DK5YQP3dnj/sd6PLBPDaUKklCk/njawDKaRBGGb63Ji9BXWWHUoDLKDjQ3Se5XC4RJXTYjIBECmaSNy2mWG/IzPq1NM9+Rk84qd/Ok3GB88/AMVEcnhJHHO2/oUvIW+epTHe55ZoxQOJzvOchFSdW1bNiWmmC61bMsNwJeP7WMPq94cJ/Dy0fHKJUmWFh1CQOHjRVBKW/3ystSC1JiZFRxDnJneHpCOk1qOEItb1QY6G41BPeIxy0ZjKsYcUu+JbjNhfIkZwI5fJUyDSxXO5Z7nihxeM5PpYkosLfM2DtPLFxEgw/AzjCuGHhj3zpRXwDNsODJUGTx9DUFc1quOvTG004fKVNwJ4lByjT5s2d9yHtv7/DsIY9moEBEICTWCAIhUYiC9TYqVSi+nzUgH0mFyGLpXb79ACoHdr54DEZIkqx0IE6yt5MvGptmuuNEEMVpGUUwMAbUMDOddfGkRXMxruNz/a6Iy7eG/Pi7G5RLMS8fk9y/r0JkLFOTAdWyRVf8DocaMb/xFxM4uoK04AOiDxt8cMrFM+GH/vSgyEkMZwMORxYXOn4G4M5nT4sB64+Wu46OQ85ru98I3Opi4Ja5LMmdksL3OYvLOGOCGEPCH95T4re/UMMKDSoHeMbeIzPIi05PIbkz4oUPm4xHG34vRPVaTTp8HYI7B/NI8ie3DBOLkXnSxyCNQpq0nFaphE98sMvRWYff/qIiSjKpgiQRDoFIF8ywjntNMdZgcdrBt8mF1fsFTi8wuRn9b/PEDcIgEjmwhtP/OpctijgxWW+vzXAylJ7D41qyDLJ0ESJ30wyutCSBZe8m2LvJYkyTQ0t9Vvt99MnZCWxi+Z4bKsSJw2o7rQ2Ijc0Kp+ygTjl/60U7L2djJTN2lvn44nRU2uhsQDECbF2QIUOfuwjuUYdEirwENhvrq/KxYnmfXm4FJiPMrdcGl5k0OTon+eKjFTodB8oZuKVGSDnie68NKItzT9YmeoqFVt/Ow659WgpFV8UMZyHTmbN5rsHzBFCikEITRQnVSsIH7+py3+Mljs5lLEIK9AhNHwZnWw4BmSXxCj55UmyKwKIzC/ENQZ7vCoWSXEE2VCWftDWQXflBuBDFcticUkzkZaUYUqbjmvPfktc85cV9iUmHcq62LK1OhR27amydctFe2aMaKjasi0hil1rFpx8aksQQxTadHhsawjht4x9kpWRhHokkG9lQbGEbnSw1YG5d7J8sDLAvfr8G3HkfXpG58xVdlCW55s4BrzI7MP0+kygyHQURRIb7ny3zzRdL6XBwoS/U3iIPKtdUD2Ygzjub1qblv40cz2BXH+zuawDNQKKkcmHA3rLosOTTWFU6t9uo7JApTdRPuPvakLfd0uPMvQ6ByVjcSKwQhCY9ClyazB8vOCsjCBYFjzsDrJZizenw9oKFkv8MK/J0UjqHJV2p+eFY+aQ0hjiJL24uFCdoGZNWqvZDST+EOE4D135o6QYRnV6PLTbBcSz6WGP96vmznfuOnyp9YKoCG6bS/jdrJWEE7Z5luRHTDdJyx2ITQg7yokOSSg65htnXNgXbCxh89LW4ejPHZC241YXgzn1utUZ3axkPAkytYpQb89g+l3/7qTESqwvOiRpob1cw7NgZybBexD3hIun6AouvTdkXS56LR0gOB1HaDMR20N41mFcyktk06aswmESSiDTglCY9/9LzEv7pj7U4fFbz6HMK40YDkBsEARI5wrQZMNd2W6mLgPwN5UqRx21Ww5KX3ZpsYVpU5gipBKKR3trh1GA1INEhZhDp9ej2BIur0OnGRFktuZawYdpw2Q6Xt9yk7rv0svFVvXz4K/Pail++bIv7gbFyzEQtxnMTyn7avvXiYY+F5RTETj77b+3AnQK404yVYLRQavhaHBJf3H7ygHJgEebMLS/C3IUEzqg+L7D3iM00tAWVijizJPitL1U4ec5LpYlMs5Z5Q0OxYye3Bi9eGCbW6O8L6fqNCHwELoPy2cJojYGDIgagyOWJlTI7Alum+lsULMM84BSaKDLs2BjwiQ90OH7C5VRDpMNOMnGSCIe+SaeJS0EaHOaL01wE5PnwwDcAeQroAnsPfNAU7DIvtbUCI9IOr6F1fOFIviFmCuBXaX27VLDaCdh/NEErQcVPT7Bu9yyxqfDlr5/55fhrp+f1WCXGINAiYX09YPuGgMnxDsvtPk8fcnlofx1feIxXBI5WgyNAVDZBai2Yi00Kw9ruQmnpSFZyDWPn4FejDF4E8FqrUKqhFBlNxQ8DS6lilEzBnXgJf/DlMb70cAXrqyyoTFPbslhzMtJvaQdS5YL+y4sx+EUTPRdL/Qy39WE2c21tyoWSxBiGUsVIjEyTQDKzDYVQSGOQRpN0Ez70lh6vHXf45O9pQpmXO6ZMnqDoMzw0bMjm6Xej3smFGU91wTIultsOP5uyw6RPWgE4HMdXbE/M2/6KoB8cZqBSd853LTP1mM3rV2gmMc8eLNGY9ZmuSLZPG8bqloC0S0hPj6fHV9QrMVtmVjg+3+W/PaI4cq7MibMVXKvZNWPRSg3OcU9dkVEXZGQ+hrjYTR8FeR5U5vJjoLEvkCmGC1PzBVkikwLD54FmrrcTZEF7K5XwwD6PT91boZ9kxVSy4Jzk7D0A9GidjLgYuEcAnSU3WIP8C25+gbkHYB4dH5FJ1ZHAcxBkFuVKsU5FKKSxGGkzLW4QQuM5hh/7ng5P7Xd54MW0cDZ3VawQRFalDcQZk6emhx2w7xDwF5Mr+QcRQyeoUG5rSYu18pHMwqSzVdJLY0fkW3FXHMrgVCVoLXGUwLf51FnYPO3y0x/oc/SWJY7OCh59ucrBU1WcsmbDlJOO9t5/Ip1N5ziGLz4Dj708QbvtU3UVU2XB+jqM1zTlkqbsZQelOgyjXUk2AP2NnYPcdcrrIIaz7YbBZJ7ouaDW5ALmHgaTg0AzO5x0qLuzA0tzW1DGaCeNI375d8c4fs7DOioLKvOGhrSZeDghKm+usBcH90WfwwyPGPxvDW/bkZcL/mygw2FQl2KKMiVn9Sx9b4TEiKxpV5hhGl9IRKIQQhNHhp0bQ/7lTzR56uc82v3Cmzap5xEih61tudiSF7H9LgbyvIa2wPdWDrOk1pLN27EFKZQDu9gsNxR5IwOepEBpg6PTHcpagVYKcW6MDVMuV27uctPuLu+5aZWHX+rS71kmKj6xSdBj41NUfMWrxzweeiZhoqzZup7/f3tvHmfZVZb7f9fa45lPzT2P6SSdpDOnk0BCQiAJCIRRQEXUq3gV9ep1AJWfV69XBRxAAVGEEJEf85wAIRBCTAKZO1MndHd67vRY1TWeOsMe1vr9sfZ0qipMAkHvb38+lequ7nSdqnr2u9/1vM/7PNRKUC1LKiWLatmkPPge+I7GcUh01jknnC07JDRSPrDo/wGL4qFNFHrsrBf/LpW7D9wq68VTpsSW6WEyr9yOHRLGin/8bI2Hd/qG8xb9Qx0nPVimT5a0gsv+Niut1nJh/134s+94pVgpgrpYzYsUISmdpgu9+AJOXOaDHyVNapqMJUpYCfAVcWxhWTbnnhbyxlfM8fefbBAUuHGEQGubnjKHTlmg+fq0Kuo7gJwUrCL7utL2RAuRLLmAKmqSUnhnX3tBrJW1uLnvpGsrwtCkP4SRpBvYzLUr1Ms+tUqNRjXg+efMc/Bklcm5pvF1v/Z511GvVRh5cDvHn/oyA3WbUlKpPVdS8gS+azbrTZx1bqCTbdkki6xpdcnSdJVIfFBy+8esXZEFgMviQEctBvlS4LYKA5xC9ZZW2o6YntuyIuxSxG33edzwmSqznURMJVLFoJH9usLk7MgU5CIH9aIdTMmiFmzhD6ZPiyIWwqDwfgHYySjCQpuS5OloYQ5nSpn3WiRVXBaYFaEToMv88CltokhT8xW//Mp5tj3hcuu9FpSj/NGKuVm6WiDSlbPiDo1IKnWRHnwakJPcmBkzJIzasLjuSIHvV9mspSAlLjzx03mLk4C80xN0uhatjmR6TuC7Np5rU/Z9PNvl3IuuZOvqM+h157Ft21Sxatli8zrJyKBt+qcsDUFlGTZ2Mq637HRqqDPaDPIYwSiShElSVpSBvAgA8/+YhYZ8x3HJ3rsP3MU/SwVUBcakcLBMq7d0QnYesPmnT9fYM+Xmfbe0zFBHSByR04IpeyLl4t570fkC+lrtpdKd+2nl4kFucRXPf12s3MXDZsJEKJHQhv3AjpVESpUcNCWxlAhlmYVjoYhCm/UDIb/+qhYHjtvsPiLQjmlT0koeK5te1izoQtuQoC5rW5YGuQYjqy1y5YK+NcW0tht7ERIbCQpRlPn3LiMjpM4GhcYTM84IDzshOzSSkqc5/VxJyXdQsY09UFN4PqwcDThl7SwD9RjXsomUIE/TKlTXRBeQxTsnueQmclkQKUkQWnQDm54AIkksSHOQkgFJAvBCD56CWS7qwZeo3MVxvLXwMJmD2/Uijs8J/vL6Ol+4vYJ2iuN4c7C0BHgi37O0ioxJsZVaih5caky/4EYoVvWUY14I6CLK+w6eiELbUhzf68WHTGkqb1bFhUUc5yGtcQJyR8S89IoOs13Bm//e4sSMAF+YR0Xi3hMpiy7pOUIXuJQU5IAqqFUKWvAi1HW6cFyoxiRPv3TIY+wjoBtCLxKEscjktYL8rJZFthc4cZHGJwpzcziOQsuApyZgTVsy05LYYSSpOe7xoxP21544tOzqizePc+FpXSJlxLy90KbTM1L31K42Ha6Y9FuF7xpBVBRbzHcc5uY9o19Igk37hGeF9qQP4JkEVhWUgLoAbt0P7gUTy7xNiZDSeAsGKL50d5nbHiihhZUPdLJlBpFtyhd7777g2SU48H6qUNCnrSr24d+lIc9A3qco1Iv6caUxBjtaI1JuXBkvEl3owaXQhTbFxJYoZREnOfZK2USRwrMVz7+wy4sunecjt5jkPOwo+wK0hEhbdDVm5SxhSUwioX6ar00ko/zCFya1OcSmu5yQacTTrzuOoRMIZrqCkx1Ju2uALwTYbiLpSKhbJ52bCHOzdwIIIpMHGsWS806JeellA6wZs77m+97xOOpgr113Gnd945MH6mX/PVdtHbr66NG9fO2RCM81jkOrhxSnrQIpbZO0JmK0TvpcGaMF3PWozcSMxLUFZ62H0aEyUTxAq+Nkj5xiNcueDE/DluTDGr105S4OcmRxkJMcMO2QSMR88U6fv76hzuGTbj6OFyk1aKp3/6b84uq9cKVuIc/d16KgEUmJejrWexHIgzSLkgAATvFJREFUFzAofVz4EiP8dMqpEhs1pQyHrQpvpjWRiVRVJUxLWtFtwkCxajDkzf9tjtmuxY13mcpZRK5GEBrVeFbJEcKAM05akEU121RyS2L05ToBefJ00+nNr/sZ1PkADs0o6o0WV57VwbcV4zOSOx7xiLEQ0ixuWNo2jl02CBlxxpoWq4cDosjsHQRdwfG50zgyHr9nz6E7Dvz8a16exAgGXVw0kzMBn7nD48mjA1R9STvQbFg9yXt+8xglV3JoQnB4XHLL/T6zbQ/bkcTYfPNhj8kZG8+Ds08J2bJWs2WNpOTadANZ4DV1fyXsa1FyQMtC9bYLIqq+Sp04/Ms+zttQgq4Ts/+k5IbPV9i114OKZQ6VWWtimdYkG8n3HyD7DX10n2pQUmxPFigGMzVhXsYXdN1LlnCdnND7GRWxoJLrrJJnO5tJ9RbZr40Zj1Qipw9FWsEtA/hYE6MJe5rT1of84ktbPLDd5cBEelcmrQoCjU2QgDzvv/MWpQhqoDD0SVoRnbwlB+F0qT9zCLYBLTl1dcB1V01x1vp5zjulR8mLmZyFf3/YAUwC9XTb4tb7SxwZdzgy7VD2Qt706jk2jtXo9GxqlZBHnlQcnQ8Iwi5KJRk9AMtXnU2tUmL3ETgxeZSRks1ow8L1JBdsmSeMY/7sfTUe3VljLvI4MO4RxDaWbRlDHCnwJMie5rEdmoljinDeZeNKB88lEbDrTL2WsycU+mzdB2LZ1+sXgZ5W7VxAJa2ikCpkqgXv+miNOx4uQakwrUzVgkJkI/m8705eT1/v3b+UsfS4nlwa24fl1Avk6ev4oqr9Hau4yJgVlUz9st5bF3tvU8Wzqp5UcyW04caFmXTGwka0FVec2+O3fm6Ov/igZLqTfnFJuVWmYvdU0mDoVCduvticwV6oHzcVPy48tYtnbSlEEkogaFQsNq72ufzcKmODNo6IkCpmrBHzM1eZLsGxY2IVcd3Fs3TiiIefFLz1Q03ueGiYzimDeI7FyGCPNSNzbNy0nOboGcRROwf46lXLqNbHbj36mW+8fcuG6psHyxFjQxarxwIuOrPHfbtrfPKOFYSqTNmVDFQ0rkVmRGlW1cC3zR7mQM0mimxmWpJGNTkIKA1WwqBk1KBaEtwG9HFfi7I0uKOsVUppwZ7UvO8LVa7/bJVWbBdYk7Q1MWJ/w3mnI/m8RelnT/I4jiVblLTnXoph+V76k2Ihz4BdYFDINSmyUMnFQkZF5FU9FtI8XXRqV22mq7HSSClR2iJONm1EpKm4AW94RYsTU5J3f6RBRxUar4QW1DIBucQYBmnT+2fHSl1ktXOQpx+Nk++llZ5XROotKKlVLCxpc+CYTavdo+yHeK6JTk+dESxp0u8GKiHLvID1I21uukvzqTtrHD4iWDUsGB7wWbu8xBpv5u1nbD711v0HjuYArzWWcedX/rh9xRax/7y1Ee12yEhznqGBaR7e3+XPPryKil9hsKTx7bgv2SCVujoW+K6g5AnqFbPJo3RO/WR3ciFI1FoI9KXAvmCBIZO+WlHef8sIKUOEHfPtPS4fv7XCXOj0beiY6m0Smr1kn9RJem9bPg3fXQQ1CwY6CYDT6V8R8N9T870A4UsNfIrqwvTAme04FhgVoQSxEAghkWn7IiQx6W6keR/HVnJOsIiFMm1LaFP1Ql77vDZfu8fnkScFyi4+ipKePAG5UbwWKjkJz509vvKxvhDG/0YsGGAtVGP2Apias9Dao9Kz8F2F68QsJY12nYh6pcQf/1ybt9xwkocPDXJsymKgKnj4YI3SE+397//S29ofe88f5QAHOOXMV2A7JQ7svpMnnriDzlSX993ism3XSnTgsmlI4Tup+i99kWaUmuq8PUfie5Kyb+E6MmMl8irXb/1gFyWvmWiqv9/u15akv48WUYK2G7N9r8Mb39Zk+x4P7Vr9lVuatFpbmDU0O73JUq5VLJDBLui9iyBO2ZNiRU/RvZgb7x/8LA1i+gc8fZU7B7dU6V9LQJ8MfKTIeXKlpel5hTCDHq2zim1+bSVzCCtpWxQEmrM2Rrz3zdO84a0DbN8twA2TF5Lz2VpCoCRKgMpU3iKVoeSg10X4i8LPfSENahZqgkjT7hgntTBy8ByFY1umrS0OBQXYdsx0q0SjWuZt/22eB3cf4+b7qsQ9i7PPOJcXX3MZ7U6XRQCfDQYpWxUe3udyw00Wk3PLKDsWy0tQGzSpalZi1pNWnFQgn66rGaWXhe9ZeI7Zbu63OaafJZFFK7XickJ/qyJlPsSRC4BtSWNW39Lwz1+o8MgOn9i2KB4oi2tonsh7b1vQt7Gz+IBZBPzS4/j+VIpUbLV0FX/awl4ANdAH8n4xVvHAmVbHnD6UquDVrfMDqBBpD56w68kAKE59JYXGjhTnnh7wa9e1+MN/sGlFyTeo0KqkII+QdLMJteG7s1iUrH3R2fchfTrGyujAVWFbLI41vUBjSQGYVipwzBZYKr82D4ZcpWhbmnGvRK1c5ew1PS4+tcvB8RbV4ZizNtbo9vI1/wzgWrsI4e6xZGPv5VtGNkxPh/QCCy8Z29uWuU1jZbycoySYSmgQybqabcvEl0LiJkND285TFzITnsSU3rb7F4MN7ZeAOuO64yXeF/huN6Idww1fqPLp2yr0ZN6OFEEuhEgmlmZTpxg/kuq9n656L7wBip4uWUVP63dSusV3AzWFtmQhqKFACYJUxi7NsCjp6N48QXUinZXJ4VMUgJ22LUKRgdlw5ZZpXxKGheTP3CjkVc9ts+OgxQ2frzEfAg55L6aSm1FCKEwljxG40jCHbmFRusiuGMddYxkXq9w6Ioo0oaWxQpVYLhsPdBMPL5KPkYSimcCpWJknmmNrfNfBc8u0uxExkudvGNzrl0t7hIiz73Hma/yed72DX3n9pXvXrfBGStbR5xw90WagXmHlqMXYoGSoIamWEz24ZfXtWjqOxHUkrmsktb4LvqvxXY3naFzXONYaLYvpr4qpwlnCWZpZ2beooPrfpxpvacxh5kPNB79U4a+ub3AiG8U7FJWCSLOl40vj5+IUuO80ja3fc3zhW75lkoryZbKmJwq/F5mGuahxNoxGqm9edHMsZGiWmI6mEu48ZHeB5UPhQJw9bdL1s/TjMq+oWcuYENL5+BwatZjzzwiYa0ue2GsTpPOfPt4z4cQRxAiTt5P+eV80YH/S88L2ruiRk/7N3P9FEEbJalpP0OrATCvm5EzMyemYqVnF7LxORFcBU9EQXm3TPz78xMEPnH/OBYsrOMChEy6+79+882D1JYON3jkbVgasHu1QLfeQMmJytsyTB+tMzFh0e1bmyg/JappNZvrjOeA6iUDLWRyXnRq8pKGrec9d4LjTwE8ZI0XaokRZeyI9xY3fKPPW6+scn3ag2Hdn7YmVsSapoGqRHLavNcmrd98hcwmqcGk9St66iOJfWKJ6Z+1IUXBVGOikH1apz19S0UXCqphf6zwBLenbUTl1KYVhWVRC9WVVXGjihKxWwmgIhbAIAs2yZshbfnmWyTnJR79cBT+1Bk5ekUjERdJCC4tQGJ+WSJvJsK9NRdcLvtqskieMSlhQohpnYlBaEicLDpBHnvSCmMnZiN1HQ07OKYS0qHg2q4djNq1y2HK6+8iZG7ybu91+8VcfwK+9+qf46hf+6FtnnyIerHrj59j2HF990AchaJZCXCEJghqeY36QQSiIkjvckqZ4un3Azqu24yhcO8Z1YlwnSrLg00SzXBEohfm1kMa9Vva9T3vwCMtX7Dli8/9+ucKxcWcB321lO5ayAO60507Vi30674QRWgzmhT7maQVOtSciO2QuFd+x1CLbIh0KeVuy8KCZqQpFCuhcXZgfLsn6b5T5fEpIpFZZxo/hv3WWFkE6/FGaWFiQPhWEJgqMbd/PvXCeex512HvEhSSnybwIZU68KvleY6GEpKclkRCEWuAVZAbZQbpwkBdSI6K0eKiszQOT0xknX0eURJ2EkcJ3Jaevj7GcNqWSKXi33edwolVjPOg9eNsjt33rQ//wv54e4ADjrTUgJPsOT7HtyZh7H69S9S1GapJVww7rV0rqFUUvSJVs5kUalRe4tk6ivo0C0YA8xnNycOcAj7LoPsuKsUSMSMGc+I2bZIkE5CKp8K5i71Gb//XeBrdv88FP3FTF4r7blmZima6hpb4uGdgXHiiXOmg+XfVeog9PH+P9XLh42l48p/+WHs+nh8m0OhsmRWfAFomviUpADCoxvUz/XCZctMpALpJKrgogFyLlx5P+vKt57vk9/vyNs/zJe+vsO+qCm96KCfcrYsxwI9GWa4tYWChtDO1DKSgn1VwlQjOjrNbZ0yQvGqaKC2luPkubFiaONe1uTBBqamWLU1dVWD3mMtTsUiu3WTMccHTK46LzVqCU5kP/0P/9XQTw51/zPKS0g/vuOsJt90actqzM6IDFYF0yOqhZNdqjUQvYd8RjfMpDaYFjp8Y/hSx4R+O5qet+jOdGeI55c53QGCw6YZaNk27g5KBOTvzCEFIp4C1Hc2DC5k//uc6nby0TCDtx91x4sDSn8HSJwS5U8KUBvZSp5sLDpFhQ1cUSVX5BJf9up8wCK7V4VF9IQFYiqcDk7Ykyr83QhSnY0+ouktZDJXy0yG4CIUxaWpzoVSQySUhLB0OG3fDsiJ9+XodYwZ/8Y52D466JQxYW2dxdpJrywhqctImFTUfahFoSZZU8n4Jm1ZyCc4EEGaUUcpqkLTkxrdh/XNEoa4LIYmrGY7DhMzZQY6Ayy1w8wnnnXh1EcbToW7wI4KPDA8Dwm7zyOZsv3Bxc0Sh3aNYj6pWI4UaHWM9x326466FBqpZkdMDGsWWyHGpOt66jsortubHJT3EjPNeEq3pOiGOHuE6AY4cZwBWKrlJ4FnhWHh9uhgPGDP/ghM0fvqvOZ79eJpDJYqhIq4idkPSGzkzdqbK+Oz00JoBeau9ykZJQLl25i9x21nf3ragV/rsQ6WmFFgvep8AWOmtLFhtyiiRP0mAsrf4isfQQWmTUYZrrl1KIMUkFF2biCST0oQVKI0Wy6pYsLkexkde+9poOtgV/9K46ByecfIM4OUiiBa5lwug6sSSMzM9ES5fQdphVDoGSRMl0NW3NBLqvuKRFUiXyU9cRjA0oTls/z+2Pd3hwZ5WnJl1GahH1sqRWgnWrRrn4kjP+3auvflMwO/vdAS7ECHt3fGVuw6ryLtmZv8wRR6zlw4r5nub+XZqP3VblqeNVllcdqstiYmWIGFmo4K6jcF2F78Z4bojvRfhugOea7HfP7eG7PSw7ZHwqZmrePI7u3u7ylbtdnr814LnnBTiOZtlwTMk1p/ajJy3e8p46n721TJDSGkLmfXfSoqRaE6/Yisgc1FLmFUMUvsELe++lqvei6SZ5Fe9nKMiQvwS+l6zmfa1J0maI4hQzreJJW5imsUmRtDJJ5U4PlQJltn4SHQpaZYOg9AZNK7ZItoOEsFDZ9NMoEG1iXvW8DpGCN/9Dg2OTFgKz3b5sxDBgV54X8PytATff7XHPdhekZLrlMj5ZIpIebdcn0hbRAj18ysNLC+wY7Ng8RSDZ9xWCFUM+v/OyefZPHOfjt5W4d0ed9nHJyoGIaV2OT91S2XXHN26d+9lXXf3dAZ7+w8cnWm+87aGRi6JOdO4l5xziw7f53P/EMAOezfoBGKwJPNfKKLI01cxNWhPfjfG9iJIXUfJ6+F5AyetRLnWxrC4nZ2PuedzhAzfVuHdnCYWJHQza8MV7TI++YXnIa57X4bXXdli1IuYDN5X49C0+gVV4JApZaE2srHob+4d8MbrYb2e5LwXWZMnhzoLqLUV/m5I9Vuk/hGaVnXwQtFR3spD7RvdX7Kw6JxPFdLCTMicacyOoQjVX2d/JbxBTkRWSRIhVqOSKtG0xN4JItCsi2QoSWiKUwhHw09d22bXP4a8/WGHVipjXvqDLq6/qsGFZhGsJbB9eeGGPbmC+5vt2Onzgi2Xu2V5hfKZCEJSZ8V3i9ClE/jNIlxkcSxM7OhsGdQPBkYkSvWCMFYPz/OnrZrlv11E+cmudy04f4JR15cfieO6NStSW/D4vCfC1p76Ab/37x+MXPGeD/vaOI/zLTQPsP1Ln3JWSwYak7KXeKLnfoJ2stXnJgdJ3I0peSMnrUfJ7lP0uJa/NZCvktkdsbrqzwW3315ic9wy3mK56lBW9OKDXDXj0SYtHv+3w7f0WV28N+ORXSvTkAnCTGNmIvDVJk4htUdyvXBA7srA9Keq/5dP03vJpeu+M406L9uIo6iUrNv1tSrH1WKgB72dUCssPytgTp59HqQVWzkkll7I42RTIxNU1Fjq7CVJRlNASqY27WfamYjwFr3lBhwPHJVdvDXj9i9roSKMCmzBy6bRs0DKJq4m55oKIrWfM8fX7O9x01zy3P1zn6EyNWVUi1rm4NtvascCJ0lBYs8bW6QmCkzZTM5IjEy7DjSpb1szwqy+a54t3KcZWnaptreL/9vqrl4Ly0gAHOOeiqwmCkBvv3IMOx7n6XIeBmkWzDr6r2H8MOl3z4myZsicKz1WmavthBuxmdR7b6fDFb0o+cWuDrzzUpNUpIxwHu2phSwNMrSHSmihykumGGXvNtCRHJyTdrjAly0o73YUtSrqCVuS7i25aC7Z2FmRdphW6f4q5uDXpr/Siv3pn1TxrzPv7k0IFFynQF/TiKdetlUal/15KD/ZV6OTXScvS/14ny8PpwTNpqAqTTRDJYTT9uOHEpZDmgKploj8X6WwH39csH1I0qiaxNY4seoFHEJYII4cotpLPo7A6Cs8NefllAddcOM/XHu7y0VvbfOXOQVpRFY1jVkSEIjVWdWwIk3jv9LDc7kXs2K/wXUGzZrPn8BCb1ni8+IrK/Kazz/+EbZefDsb5JHPh9ea3vJUgssN2a+7KYX+Pv3GNZuOqiE2r5jkw3uK+JwSuZVGvWlRKUC0rquXIpEOUA6qlHpVSl4H6HHuO9PjAlzze8clhvvnYMJFdxSt5VH2LuiOoOZqabVzUXEughEUUKQgDXnz5HG/9jRleemWPZcOKux9zmWsnh0vZL6gSUuBbOS1oy3Qsn1sg5wkSiyeWuaFo/xRTyoKLbtaaGPu64kQum1YWPD0ESeUvAD8/iOaP6WKlF4W/sPCJkP39BWeF4nSyf8qps+WblB7M/7wYDFs8f+Rj/YyetRWHT1q8+V11Pvi5Ko/udlk9FnP6mpheUGK+U6bdLdENfHqhQxA5hJFDENoEgYNtWZyzKWbrpg71So+JacXRcZfQsrHI1am2NAvvri3wPclIU7Nh5TT7T87zwA6bmVbMdCvi2DhsvWDrMYfJnz/77IvDp8Px01bwRtnisR07PrZy5co//dSX7Ua93OMXru6y+1iLj36jgh0Jlg/oRCarKXuKsh9TKQVUSoajHBiY48mnAv7wfQ2+/tAAkaxSatqUbUHZ1pTsVFdu2giAUAlkW9LpCF707BZv/bVZzlwbQ6S55rIuYx+pcmQin40V25O0JSm+z11hC5y37FcPLuyfn37IUxj2yH6A5WP5nCqEHNDZJDuX2fVNL9N1R0lBXizTip3z4QJT2U1RzTUqItOriIw+TCugmTbL5GOQdN4IUWhLkqUIIRVKma9FS2MKRSK4Oj5hces3S8SWxeP7Hf74nyy0nua55wg63RIzrTJRLDFra0Z7lM47eqFDp+cx1uzypp/tcMmZJ3jTe2O2HxyCWgkhZKIm1bgOBKGp4pGSDDclP/P8GcZbMceO1XnJOfOcskaw4ZS1eH6T73RZ3+kPf+fNf64OHZ7aMTfZetmK+oy7ftUsn7rTYveBJqevsBkdtBmoSwZqikYtpFHpUa92GKzPI+Uc139Z8NaPD3D3E6NgV6mXbAY8aLqauqupuFBxNWUPKh5UfEHNN5X3gs0t/uz102xeIwkCB5QxG5rvSG7b5qNlqjkxHidCSkMvynwRIzPaF4UKXtCeSGEeAiYeJanWIs3iTNaqEs1J0S7a9Iyiz30p/XWqO1l0g2TVuuA021el+3v1vIoXD62i/ylQ7PkXUpiFSk5arbMyTqFy67ySi5y2M+1brvpEaP7+U1W+ub1MbLng+JyYrvD4/hLLBiwc2eTkdJlO16EXGnfbMLZMYK3K38LYRgiL9csVF50+T7Xc5eG9LvOBa850xX7cNn6YlrTZsExhO/Ns2+lQ9ypccPbp82vWr/6F5uCKnf/7f/+dfjoMP20FBxgptdXKSzfdf/6p9uydtz9SuelbNvsP1jl7tWT5sM1gw6JZU9RrIfVKQL3aYagxh2XN8u7P2bz7M6NM9hpUSw4NV1N1FCXbbP94trlTjZmLMVX0HIHrSM7cKLn07ApDtSEmZ7p4bg/PNTEqWzcHmHzO5KeV9N59VTvluGX+vi9cduEhUxaqd1HrvqDnzsf6hapdBHcqtkoPpOlLTIFVqNjF3yuVnJeTHhpJssFuPq4SIx4tco14ypxIJdAypQ4LblQi2YJPPo9UwlRrZQyDzOZ6unmfZukklKKUWKmLbZYdJLj/2x6BssH1EXYJz3cYn6zwsa8oLt3sM9hIlxWM/shzEomGE+PZFp5rE4QOYWRT8hzOOaXNaWtb1KuHeddnlnNsroYgr+S2HZkYHNvGkoNsWmZz3bPaPLbPQtefNxvq9fcffKqlvhOGvyPAB4ZGAHfiwKHuq9r64tuf3POoc/oKl4G6xXDTYrihGG4GDNaMI22jOsvUfIuPfN3n3Z8box1XGalZNFxlWhInB7Zri2S0b4DtuQLfs6iVLUaHJLb0mZiq0aybUbMlY5QdZuaOGXEtDPuSLzLkrUlRKJ8OevritxfqURayJgXmpE8JKIutSQHcC9iURTRh2qakFAoFx69ksJMtq0syRiWdjufcdXLjJPqTdCyfA79wCM10LMKc2bO7J6UM8wGQEqCkMi610kLqONF8pzerTM47LrblMOhrxsoaHUqeOqEJIkGtbFPyFL5noihdW+G6ksC26EUxnmMRRpbpzSOHesXhN6+bR+gjfOjroxxvNdCJNte0UgFKO/Qim8m5AdaOOJx3znmhlN1XNRvViVB737FF+Y4AF8Lj4IFDDA+fcfjS8/XeuLXntOPjimXDkkY1pF4JGah1GR6YZ6A2w307A97y/iaPHxrC931W1KDmxiYvM4kXdO0U3ObNdQR+Au6yb1GrSKolhQZ6oflGhK6NGxuNg04bVOMSDUKaJdaEOSkeJu3C7/tsnJdgQpZaUVvIiaeVud/LOvdHT7nx4sGteBX990xVTOSqutC6FJYL+i4pkkqb3NMFjXjKlacTwIxJWUBXpvdY6mUeJ8sZIhkESalNsJVQSaKbhIQmNAA3T0whbTwLypbGt83X0+7GzMyZcFrjHagJI/PzdSOJ5yjcUBI4Fr3AxnNseoFDL7CplR1+/9UtrrvsKd70Lz2++cQIvcgiUoogjmn3NDMts+MbyiFeddbZe888ZdPhI4cPsXLVmh8c4ACWZXH/A7ceqFbqb6gNbrqj193G2hWKWklRKUUMN1vMdVrcdI/iPV8Y4olDgwzWHAY8Rc3T+I7Gdw07YhYgEp/nJKDKdQy4fU9S8SUV39z5tpWO6UVWRUg31VNwJ2toTqLzzg6YcgndSSE4Kgd8fyVedOhMe+mCzrtv0pkCuwD6DOQLvo8L5bHZBo/uZzT0gg2aDKAF/Ulx11EkDmSqULX77d7ydie7mVQ67FHEQoAyNG222qYslDZOtXES9ptxmMm/k1KwCLPA0A0U7W6MSA6mRtMNUWQZsIdpIJnGtS1cx6YXREkRc+j2XE5dMcdf/uIk77ox5K7tQ+ybKDPf01TbUC6FKBQvvuZMquXuGx58+M4DmzZewHe7vivAV65aQbvdoVTyj25/7K47bzz42OUP7Zzlmq2agdoM+060ef+XSnzstmF8r8yKAcGgH1PxkqRjV2QVO/WQs2xjpJhGDXquRckXlH0oJY82J1k4LdLJQhiL5Sz7O+FsXaENwOXipLbs12mvLfur8mJg9zMpUhZ+ny03iAKfbsBtWXkPn/6/xcqdykYhFx71L2MnN0dKjMvCnxVCocwghsJGvV6kRsyGPYUJZyrjFtl3M32fqg1JPAwTejDL3zSb+FKDivNPkjI/mf1aAF0nTm5uO5O8RjG4MQSWZfrqJEXNsTWea+H3bDo9h27PUIvrl7V43/+Y45O3d/jgl4bYdbzBMtvlolM6rBhyWL5i053nnnPZ0V63i18q/ccBDlAul7j7nrt3l0rVd40tO+/yg/vu5tF9bXYcFnz5/hH2HK0zXHMYLmnqvqLiQ9kV+J5IdjNNIFWf53MSNeg5ZiXObAGp7JCSbvgUlx+COOYbD5VQOnGHFbbRnEhjv2bCaRdu6BQiU/r67P6DZF/vTaF6L+y/sxtFIKXMwF2MWBTJ+D7FkVKmIqdV24yhjfAov3kNeLU2VmcpAAsSF/NaUlBnVTylBRdX8bQfTznI/J4rNPpCkWZ7mqqetHKxhSWVqeaxjbAtnntelwd2RHS1MgsOyryFkaYXgROkMTJx8inMITWKTXHL5wU6oQMlvmtR6ln0eja9wKbbs6lXPa67tMWWjRN86b4Ouw4M4GrBRedsZeWy2rt2fvue3aefcen3At3vDeAAa9dsQtoD97/oqvnPf+Ubh1728Zv3sf3AGL3QZXUNmiVF1ddUPEHZF5Q8iV9IhJDSHOd1YkyXRlN4TmrPrMyKWwpwJ0504rlNRE8rvnxPGaXNOpolJX4C8HwVTRfoQd0/xOk7WIpF1TtlPBbKYvNqnwI9AXdyo/YnXfRXcZ0CPCZz2VVKE8XKAFzT1/LkrUvKoxcqeVE9mO1n9uvGi56GQgkjnJIkGz2qsGwhyGL9CrgXMQghkcIikiZc1rIsfCxeeEmXd38ypKsiQqXpxWatLIzNZnwQpsG9ItPHp+1KKAv+L5iv1aRha0qepNOz6AQW3cCi03NpV3xWDXb4xecptj3Z5eDkZrr2WZ9ft+GM+ycnZr5X2H7vAF+xYhgd7jjAyJm/Xa08Zq0ZmXnJxGQPdFK1S4KyJyn5MnlvJSAXuK4BTRQbD4ww2eQwichkCxKeqxINuZHaOo4ZEjh2iOMF/PsDDgeO+mjHRUgbV0JJmmhxO8nzcazFXHdxPF+kABcdKlMgFVsXihU/7YwM0BdNRItAlzqDTpwcIuPYiKHCSBFFKhccJTe8tMBKttJTbU7KwsQpgyLyvjs1/OnTqyTMjPEWzxcjJDoBeVHoIrPVuBR75jBpGYWltJDSxopigtBl3bIOzz6nzc33VYjsmI6y6MbghSbANbBIwltVcvhWyTTXfIOjWBEEZoAjJbiOTDzoJZ2eybns9hKw92w6XZdYKdrtKkPN4ZtO23LBb9//xOGDW89c+8MHOIBwTuehbfcd3Hz6Jdsnxlsv2b5/D7a2GaxLqiVTsUu+AXelZA6M5ZKm5CYRzaHg6LhlcsqTkWy6IOElvGkq1vKcCNc2unHPDZhpxXzo5iYTcyVwXWxLUrY0nqVxkzdniSXirHIX2pKEWVwgiBKFAUjhzwrVPAtGEnkSWDHOvBiTaBeyHbWGwDJb4VGs6AYxUZT0zkkfbymNpQXaElhJqRMiBXa+g5nKYzOvlAJeoYBdUVAZJgKtVN5D8mSxsr1JmTwxCm4A2aTXuBwEocNgNeDnX9Dinm9XONn16FglOpbEtxVOpHEijRWKLLg3j340bFMQKo5NhoShwkl8dEq+pOwbD8teYNHpSdpdSbdnWqRur02gT+OSc7dunz/y4MGtF1z8/UD2+wM4gFtezrpVq95++7YnNywfnXqNHc4x0nTwXIljG+OfaglqFUW9HFOrGDqx5HXYeySiE9RpdSrUK5I0Q9MY7Jvq7boxrmvW2jw3xHMCHK/H2/+1wi13N4htH8t2KFtQThYjXDvpvy0jt+zTlxRAndk7LAByNt0r/Bl9Y/pCy1KgBfsqd1K9steQ/YBTvbkBz6FjEVOzZkwls5sjNc80+4hmvpyumCWS2OQ16KXATc6aULRfFonFW1bV85QIqRVKmIAobWm0VuhCuyKEbbgqoZDSMUC3Il5waZs/HJ/izf9UInBcWpGNHyXpC2HyFLUhtJShgZX5OmtliEVM52Sbvcddqo6gUY6plhTVkjK8eGjRDSQt22K2LekGitUrfC5aN/SJLWef9/bW9MHvF67feVS/1PXe97yTsTMu7gXO8i+fO3bgCt/Sa1aNgu8bzrRehoF6zFAjYrjRZWxontHBSb7yYJe3f6JG0PaolTDUoCsoe1DyFSVfUfYiyl4is/UDSl6XemWeB3Yo3vHpBkem6wi3RNmW1G3DwXrJZNSx6K/i6YHTEn1gXwro/TdBvlTcn+Yss/eWlffetp3eWPlOqlnX04my0tCpy4c6CHuObzwKxyakaRkWVN+ihjwdwcvkRfbrX5bg8JdihNJ/1DwQEhu43BQopV9TUyHI32f3/YLvVdnVDNZ6PLxbcvC4i7JcLGE8Z4qCNUuSMGXmyV6rwJYNPV5xxXGOznX51s4SYSghPWwnGT5SCqZaMcdOxrS7Lkemh+96zWtX//SxfdtaQysu/74B/n1XcIDfft1PcWDvw22tXxLc+83PUfP3cd/jFeK4Qb2iGGoEDDe7jA21qJZn+Pjt8LefXsagW8K1soeiqV6FxWQ32wAK8F2jazkxG/In1zfYcaAOpRK+LalaRqjl2yoHt104XBZ0JQspu+9+5XuDfdVeLAC/oL89sc3Ch9lHNaNq31V4bkTFDxkbmidghvH2IMdmGkipqMTGMUy7qUVEeqJM4z5S2zUTvZeuq6kMrAXL5af/SjIHqsx5Pvm4SgZGSurk39fYBXlsjvK0lVK0O4rTVsf8+a9M8fq/8Dky5TAnPVwpsgUT19a4saEPY6VQifY7jGyisMHvvfI4SoV86rZR5roeKyKFUoZ9aVYt/HLII/vanF1awUuveUFw/4OyvfXCs38QqP5gAAdYsXIjWqv7hldtufSGzx4ptSY9nr1Fs3w4ZPnwPAP1OVq9OT5/u+Qdn1pOWZZYXleUfWMS5CT2EqmG3HfNkoTvGYBXyx1C1eET3/DZvq8BbgXXtqnZUCmA27VN5U6rqFWs2LJQycTijfUlEZH+UCGjVnKRUz7IKb6lPbfRT+j863LME6lSCqiWOrh2Fx1FzHYFc900wz1pxNELKnOaYJykOBRCmlji9Yv8vsw/1sfFi6yNSduXlF6MRZJkpkwqW9GUP717UhNPY52mOHNtm5997hTvu9FhrmthSwfXAjtU5klqgZeloml6gaTVthifquC5Q/z+KydxxVG+9uAQeydrzPfMDdGoKp51tmLz+h4DY2d2Ttmw/j4pJD/o9QMD3PFqHDzWecvYmufpWB79n5vX7PHP2tiiVp2lXGqx51iXt328xoO7hxjyXVY1FM2qoFqW+L5pT0yF05TcOFltM2tttUqbmA433Ojxjo+NMNFu4JVcGg5UbY3vKPy0HbDz9sCWYlEFT+k/nRy2lNLEBXCkAwuhU1Yi/YHSV72ybfnkpun3W0zbosTgyFL5wnVh2dqSEUJHdCLNfGgGYJalsaI00rqwgKGM5bRUOrE+FoXUtULvnaE5f81Zm5J8CenfUcoY9GShYBnHb7wB7WRNLKUd+6bIhZtFCKhVNP/zZzpoOc4HbpLMdRq40sIRIr/RQ3BDRS+IaXcFc22JP+fiWDVGBgVveu0U11x8lLd+vMfhE1W8jiDYr6n4kp9/xendU897zt9LW/w/4mnW0b6X6/vuwYvXO//2L/W55z/7zrPWWdaWTTOXHps8an3joYjDU/PcfH+Jr92/jJU1h1VNxUANmlWLetWhXpHUK+YgWitHVEsh1XKPaqlLo9ZGyBY3fMnmbz4ywvH5AbyyS9OBuqMpOcqIthydV3An1bakCVzmzSRwiewUn4YppWBfGFmXjdlTjYkQhR48GU5ZMruJjIm7Nm+ZD0xKeRqAl5KnUq3a4eRcwJe+VeLwVJWSJ7Ppaz4kWpDbnp0FctWiWLiQkdwQi0N0cyMjSNLvlCSMRMLmSOI48bbJMjhJrNfM/5SPocz7gjEycSxpVOGCzW26vZDtu1zmIhdLysyDxs6WRcCSJixBCJOGppSFbdmctS6k6s0yUJtn6xmKqXmNkqPBmlWnvF0H4/9naOzs6PuA5KLrB67g6fW6nzoclEYqb7vvm43ggduX/bmIO1IpxaHjVdYOWKwZUtTLxjO8VrGpliyqJUGlFFPxYyq+eYSX/R71igH3B25yeOcnhjneGaBUMZW7Zhtwe7YBt5tUbSfTtpj2xE72RK3C5AwMoMOkp03j63TC01nkUoCii2t69VGIxWmmKPDXxayhxGA08160IqRInSsNY9FTkiCGMAYnTswlE2DE0ug4rGSJOJ989udPLsyDKr62POLRmAKlzEsQCcLQ/PsCc+g2N6/GTtKT49RjXCVhV0lFN/9OflDVWtCowe++to2Ux/iXGwUnu3VsIbCESExXwbFUYvDkIC0J2MQKE36FZNXQJNv3SKywwfPPq6gT3cE/v/E+7x0lezL4j+LzPwzw8uiv8/Vbb+1Y9sbP/9QVT/3vg/tu5Y4nfLqtEqcu1zQqhsgvlyxqZZtqWZj1tlKcVO6AarlLvTqP485y/Zds/uZjo0x0m1QqDk1HU3M0paxi94M7jcJwLLBsmfTiCdORcO0CQ5f1AkUv2RTphQYgQubT1fQwJzV9Bu8GRIVePAO3zoY66ZCnL5VZ9vucZ9pXpQiV8fKLlDaaDaWxVeIClehUUuewJQOp6G9PiqKyzL1Xpn0zgEW7C92eMbNMrSeklbNOyhIo29xM2lbJwnF6uFVZtc+yOVUKcsHvvbaDUsf455tgvFtHJhs6lkyjaGIjaRBmMTmMbDpdSadrs2wYNq9r8Y17NS+8aqveeurKz8/PdzvPee4r/6Pw/I8DHODUU9Yw39v05Opz7nzjPaUt/3TzvY/LM1f7LBu0sqrj+5JaWVAv8OO1SkCt0qFencf3ZnnfTQ7v+PgYk0GTZsVKliSMIjGV26ZKxNQqzi60I1lbYsvk17JQzSEMFRMzMSdb5gdsJTYF2jKK53SlC0tnnDJ9B8wlKEaZe66kqRXpgTPNF5J9QDMIjZUmUmTgjhO/7BTUaQJwbsSZGCH1ubfS/2SRKf9eMDm1TBRM2RfMd0ucnJYEoc4tr5NWy7UEsQOOAmWTBVrFCbhjlbu+xkoSKWkiIhPFYb1i8fuvbWPJY/zjFwTjnZqhVKVKDvwKKaNk0domjExK8VMnJBPTTZpNi8suO1dZtbVvPP/cs5985NuHfhjQ/OEAfPW6U9H67gAuv77dOVh+8eUr31myjuI4kv1HHaZmXcqeoFpS1BaAu1mbp1Sa5fovO/ztx5czE9UZqkiarqbsmFQJ1zYpgKnU1lQckb/PwC2Tqi7NJogjcJN+veRpGtUYrBbf3OviC5eaZ5YwIE0SMIMPpcWSX2cf0Ps28YuR5GlroJKVr8Q5VRQqOOagm3plpxNKlXxMFRJ/09jAvHIvfLLk7ZVZ7DAgd2xlWCk3pOwHWHabWx8aZMeBCo2yMB7uqe11LNFO4ghr52yLeZIoVGzUf0oZ4VQUK+PVHRugR8lqWr1i8buvbhFFx3jfF+F4u4YUMhkW6cxA1ZICadnMtCIOnugRRZoLzlzDGZubv3fOdZdef+M3Ho5fetV5PzkANz/8S5mfPRw/76oX71Hz/z730LZ9tXd/KoKwyaZVUClp6pWYejWiXg1oVDoMNVr4/jT/fJPPOz6xnI6qsrwCdU9RTiq3W+izi8BO2w9z6EtAngDccSSeLfBc8D1NxdfUKxFjgx22njXJE8dsbrlvebapkuah2+rpqcSi5+Ai+wiZA70I8rRyZ16LGS6VAbgWpt/NelxtrCIK8lqV6Uz001CchZ1KaaLR7WTZ13MjyqUeg/UWX3uox/W3DLOuoYibxgWh5FmF/l7i6oXgFihLEts6Cz6wI0FoSUJHEkYm1ToMzZZOFFlJJW9hyWP8002aY616DnKhkcTYlqBSllx0RsCW0yf4+F2jjK6/eO6a51+0Z/rQ0R8auH+oAAcolXy06twkR678jROR9/eedftg1e/SqAgGagm4KwH1BNyOP8P1t/j8w6dW0lMVllc1DU9RcjFtiSMW89sZK0LObNgCx5KmgjvpChyUXE3J11RKMbVySLkUUC1pXvf8aW59pMlsWMG3NW7aJizQbS95I5OCO9WaJCAurMilmmqRbKmbM2rxH9UozONfF6p3oqrtm3Cm1b3Ydy812MmeJKm/iGXsqkteSBB1+NjXS8x0HOZLMNdRSClJN1vzfyzZoKforpUsLljJQTRtgyJBYEucUBGElllciMyycbNm8VuvbBFFJ/jAzZqjc40E5KlEIcZ3JUcnXE5bv4Z3/8Hlk07j0t85eKx90+iQ/8OE5A8X4NIZAmB6evbD1155hT1cdd7+wP3fHFk7Os5wM8SSUCn3GG62cP0ZPnhziXd8cgVhXGZ1TdHwNWVPU0qWJDKaL+W1Mz05GYWXjs2NiN78f26y+2k4dkXZiyn5xtlWCM05G3r4dkCrW6EXC0pxcqjTBRalAOm+wNdUbUjeFvT7iSQgl7rwsbR65ydEnQE61aAYBWDxUKl0wvQkU8vcHYjMGQvS11Xg0JNkOrO0G9KLIh7e4xIh6EaCTiBwHZX1yGmCRDHXM316xMlZxYoLCx4pDWiBbatELGdW0YLAJowshhoWv/3Ts0h5gvd/WXB0ro4tJUor5joxsx3F8NAQzeXPGd942rPeHIbhhytrx36o4P6hAzy9ms06R4/P3HDaGVulw6G37tuzd8S2FI7jUS/3sJw5bviqqdxxWGJ1Q9EsaaolKHnG+svJ7HOT5YN0c51+AZTMDkvmzbFzGa67QIJr22Z5IopAxVFy0BN9lTur3ikFl07PKRwu6e/Hc3outVvI38z/pxdVcA19Y/c0yTir2n1Cqv4bb6kKnt9wOmuVLKlNSK6OcBxNpKEXQxBBEEKQCsISA3qrsH6XXkpjsn7IlzJEVmBItDlmBtBxTfJHEEmiWDI2KPiNl88Sx+PccKtkulPBswSWrXDLMY3lm8Yvf87Ff4QKb3C9+o8Cij8agAMsH2sweejD129cK+L7Htnwd93u/sF6xaFejfjXr5Z412fGDLibisGK4cqrZaMhdx2JLQt+INnETSTVL9Uw6wUCqOJEMVEZJnEpWfZP0jKQsBJx8QD3NK1JNiFMNnX6t4D0goqdV3Ky6r34H9ZJ5J/SeglAp3/ev1tpogMLHLhe8Bqh7zWkfa9RApj+PoyF4d8jCGIjcbVtgRVrrFgjY02UVnNApulqpN+f/i2odMHasoz8texLeqEkiiRaC0YHJb/5yjm0NcWNd7msHPHxSwFXbl0zeTyovulP33vbv/75b1z3o4Lhjw7gAIOrf55vfPVj/3b6xnXB3oPWPx+ZOFR74rDLF+4aoCx9yjXFQFkzWJM0qha1ik3ZNxUcYYYfaQZQukKmFMSxzii1jJcu6E9SkGdJbnYeVyikIjXRycG2NKqLctqiQ1XeiuTLEVIUQlcXvdEPcq1y0ECBIRGLDpP5PmcqrEqqefb/C4pLC9nL72uLEoBrTaAgjAVhTOIclX4/RX7gLCR3pK8hiiFWCp3y58kELY0CFMJMlMu+ZQAei0TSoPBcl9c8J8SzW5yckJy7Ze1cpbbmtzaK+OOv/9mX/Sgh+KMFOMCOg1JFqvmJWlVHJ4P4Q1+57aD/ogtcYjHP7ds86mXJUMOmWXcYqAlqFU3Zi4mVYHrObHqk3uOWNLxxtyfo9AoLWIV2oshmpGGzdsIspJn2tq3JMuqe5irKVvvBndOERUeovG1JHaXyFqV/HzK/FDz9IKfvrX/Cush5lsUtS/ErUVoSxxqtY0LlECWT3DgugDs1p88eD3kJiBX0gpheEGe6GNsyoQfdnmK2ZT7ue5Ja2aIb2ESxbZ6ibo/Pf8uCaIBrzpvg8OxId8XYsl85dV39M1Mz89/RtOeHcf3gMq3v8fr1X3kNy4dPxmdutj9TKq9+3c++8NTu5o0tTs4rap5kuGkz1HRYNiRYNRaycWWb09dNsmrZOJbVJVbGaL1R0Qw3Y0YHInxPEcbJXqPSfYMPkaanyaI2Q+W5myLms7d7zLUs029SaC1SSIil3/o28Yv/X2HQ0gfyNHemr4LntTfrv8kr+aJWpfhe5QFVagHQ0aK/T09+HyujGXnVlW0cFRGk4C6+6VxkRQLtVA7sJHqfXqCYmDbLGq15A3ZLCgIt2DsV8e0jMfuORRwZDzhxMmB8SnNiymG+7dGoRTzwZIe942d3N6xZ9brYFZ/ZeehofN6lr/5Rw+9HD3CAV73ilzh2pBRve+IXP3v5RdXXT3ZXt8dPVDhzvc3IoMPIgGDtsh6bVs+wcfVR9k9O8neftHjg2wKtFSVPM9AIWT3W5syNE1j2FMcmArq9mDBSxLHqo/dSTtiAPGEUEo89LSO27XSJela+BLHEAnKuHFw63zLfCCpE4UHhhsmr+pL1VS+mBBe2JcX1SbJeXWdA7+fLi1W9yGcLfEdw4aYAS8fEGkItMpCrhL3pewrKXExW8jQrRhRadtj+VMhTE4rpVky3Zw6mF5+h+YPXTrN8xSQ7TkTsOqp5ajxiYirk+El49EmfsWqJF16xsj0RjLz+8qt+5bPBXDW+9tpf+XFA70ffoqTXS176Ch689z361//43E/9zq827F962b5/mp7e3dh/uMnyIViz/CQnW7Ncf6vLvU8M4Ucea5sCz4FaJWak2WXV2CSP7O/wpfuXUSXGc2QmM7XjZOKXCEQzVsNKhy8G6FqapUYhbSwhEnOgNER1oRd4bqSZLywvVd37KcHiWzqI6TsV6ryCK/JDZEoXpolkxeqtdNp/F7hxRd/v4+wwKpIDbKIZ0RZoI9UNlSJIVITpkKlYGIwNRp6a57swUIt4wSWz7BxXPLZngFgLHFvRCDXdns1gpcYfv2aCe3Ye5TN3Ntl/soxjS6rlLjue6jEVrJl51nlrf/2Fy+NPvfODH+J3f/kXf1yw+/FU8PS64OLf5A9/8wCvfuH4x5518eD/qA5ddnJ4sM6aZce5e0eH333vGJ+/Y4yw5bFyCJp1i2ZNM9QIGB2c5b5dbf70X0eYmvRwnfTwY7bUw1gRx8UflgGWSfAy1duzI/Yfkuw66KEtK3GdzX1TiknGeVhVv0dK3yQzlaP2gTwf9qQsiliyght9SU4VLnHoXGKCmX5MabJxv4rTSSiZCjAXRJmJ48Y1MWtXd9FhIvTKJAF52yNEntph9PXmpfZCwXCjzP95/TwXbJ7kyCxMtTSzrYipGTh8okzZq/PyS33e+d+7XHTmLHuOt/FKdV790ktOlkdW/4+79kUf+9x++8cKbvgxVvD0eunLfw6A6em5f7vqKtueOvaNt339jqMjN99l8exTfI7PTnN0okKz5jLckAw3Q1aNtpjrzvAXHx2k2yqzbrnRllfLFp1eTKerkMKYCJkkg3QpIZWuGibFdSMe3yfZtddHu8aRNjuUZjLTgpm9lIXBRlLFk22I3K9E97UrGcMiC9PMvmEPpCMevWSbIhLw91OG2WRR6VyrkgA6VmTsR5y8qey9ST07bYPirPVddh2MCLRNmAi9VHKjpd8zO6na1ZIijAUz86C0Rckrc+qaOv/rZyf4pb/12D9Rp+rH1CoxQw2L+Y7F7iMWx0+McO158zSrLqeffdn4i669/A+vDqN/azR+NDz3d7t+rBW8eDWbNYSMPji48jl/5A++evzK84a46sIOK0YDyp5guGmzYjRm48o5HOckH73dYXamyrpBzUjTYsWIy/mbA5rNNsenFZ1eTBSbapRu3KTsiZNkcVp2iF8CYRuP6nRRdtGblU9I02WJIshl8ZBJ4deSRa2K7GtXIG+szbkhKoB8MRderOpFYBugx3FOpUZxDuwiuM2bhQ4sgm6MUiFBnJj2xCn9Zz6HFKZ6l33N2FDAyXabB3YFHBnXHJ90eOpEnYFKjZ+5apJ5uuw8Jjg6EXFiCuY7DgfHFV++u8fOQ8v5rV94yfhrX/bsP7Kc+IPPFLifUYAD1Gs1XGld//JrL/mDV770qqlly5ocGi8x1nQ4bY1i8/pJlDXOuz+r+bdbRhgqW4w0JKODDquXa05bN4225xmf1fQCw41DShOqZIwc4zgRrh3RCyJu2+bT07Z5FMsFqQ9JBbetAsgzT8W8hcm47eTK2hT6p4nFKHKRqgm1xvi4GWerKBmHF9uURVehPVHaLPJGsQlpMm9G5RcX3qd67VgJ4tjCEhbPPb+H5/YIY0UnFgSxMWOK41QSYJ5cnqsZbnZBTPHk4TaHjoccnxSMT/lMz9X5xasjfu/Vh1D2LE88FfHkoZhjEy4rhz3qQ6Occc5zpwbGLvuDXs++3nV+8HWzH8b1Y29RFl5+uYRS4YdXrb9wcnzi4MYXPkf89dyJbU6zPsXXH+my93CTb22PcYRkqKIZqNsMNyVrl7U5crLHXY/5RJFhDQR55Tab+lFf6GwUK257yAC8JPN47z4Rlw1WolDMVt+SQ1fOay++0vZESjPVTP0UpYyR0iQ4Z/VEK9AR6JhQSSJd0KNkrMniz5HavsUxiRwXQimTrRnMOlriFxjHhiJUShIricTiyvO6OHaPbhQwH5VoR4JKlA99sqGaMGt4l589zz1P2Bw84dGsxjSqFsOzPmNDHlee1UZGEXuPTrHrQJl7H6/wquueG156kfOmKy67YE+57H7J89xnGl7PbAXPXoR01MPbj9/UcV713udeevpvPveKs+NbHvbVJ7/apGoPctlZNoPliEbFDIVGB2KGGy3G5yJOTHv4TrKuZolE+GPiw1N/lVq5Q7nZ5sZ7HI5PuKRpbLLImYt0eTjd77RwHGnM+h3jwGXJvPcuarSLPoKCfJvHTgdLVgRejHJAhIkgREWgQiKlE2462d5JvykLmBownyuVrYaRIogUQaQJowTcMcRRAu508ybx91ZKsnxI87JLWjDboduLmAkF86GgF2qCCKIofTIIeqHFcF0y2AiYaBkO/OQ0zLYcZloOdz48QGd+hNdc4fDyq5TacMb5cal+5m/+9i+/6L0+x2/yPPdHPsT5Xq5nvIKn10Xnn4oOtgU4jQ8fP77i9nrjnJ++5Kzpvzhnw0GOtmKGnvQZadqMDQpWjnTQYp47H7Ppdlwaw+C7JiXCczW+p6j4IbVyl2Z9lh2Humy73eFjt5aZmbNMBDK5riT1NkkrtrF0lviOOXC5jqnMOpO3mmSFOFvYLXDiyWDJtmJjO+f1mAlC7vxqiW8ftLn6OR1Wr4u5c5tiomuhpU1XuUSZLsbgIqUtrcLiMySDmVgh48LambCwLYEbibxdKbw2MDfOQE3xyy+ZpVzWPPhkj0f3D+EKh5IjqASaXqjoBYpuYFKKV416XH5Oh4d3hRyZFNQrIccnbYYHqjx5JOTIkZhzN5/Ks8+v/a8Hjqz61Mlg9NCNtx8NXvrczc80nLLrJwbgAMI9H6Dzz9d/ZtcDuza97Y9/btKVWr7lS5/bYw2VbTaslKxb0WHZ0BytqMvJuQYDJYtGicTsUyRJbyHNegfEHO/8tORDt44xdUwyMtRm/eoeB05EaO317TJaMtnvtCWOY+E5UPKgVFJ4jum5g9AEk6Zsh5SFzRtyitD0/xGu0+OhXYo/+eAQ27aX2Lyix1//6SS/u3yebdvnecv1Edt2W4SWTaDyNgVyfU265GFZ5vOGgancQghc2/QyUpgnTuAIgkj0HTiN7Yrp+3c/JVm5POavfqvF+PGAf/1ahw/esoKJeY+qp6j2FN2eot2RzLZsZlpVhisdsHscmXYpuRElTzLcLPPsLS0era+OT3ZX/+ULL1r5Nuuh8fiM89c+0xBadP2HbCN+VNcXb/wkn3v/K/Wzrnzl7X/1jo978/Pu1qFKy16/YobH9s9RKyl2HtZ85rYBTl0mGRl0GKjZNGswVA9ZNtyhWZvmX7+q+bvPLCcIB1m3UvLXvz7Fr7x4lrt3eByfqlB3oepC2YOyJygnMSrlUp79WS/H1CsR9UpEuwuTMxZhZOp1Vvkzu4jcuKhW7rDnaMCv/e0g9357hHZUY2xU8eKLAtYNe6xaBltPb3PXYzbj0yVsy6JiJfunDmZpI/VO9yx838J1BLNtxcS0IopyxiilNe0k0Ctd0/PdmFLyJNt5sMcv/NUgdzw2yNmrqwzXalx2VptO0OHeHRVcYVH2NH7iMWlZJsp7y4YOuw6DJV3OO22Wg8dthgdHueKyZ/de9FPX/c1FF17yJ2tPuU5f84JXPNOwWfL6iargxevci1/K4RNzDJXjt7zulVfJual1l37h5o/JJ5+qXrpyYMLePx6yvG6zcsRmxYhNKWklKqWIemWePcd7fOXBUUZLZTaNaS48vcRYfRlrR4+weWWbb++JQVhJS5H6DKZeelDxzf5ooxoyMtAhiNt846EyE5NVRpo2tbKFbYHnkO1wpvy3sUjo8flvlnj8wDDlWoWSJahWBpiYdDl8IsKxu5y6eoaXP2uOt3+8Tk85RIUlBpndPMYoqVaWjA7EDAz0+PZdoAOH0bqpzEYzIgncxPcka1HMv+XYEbuOWBw4NoolPG75lsXWMxQbVnq84LxJvvnQDIeODzLcNfmUc21FGEukcBhqNNkwNkPcjnjuBUPR6Ih99wWXXqdWrt9wd7djvUXrKYQYeKbh8rTXTyzAAVaOZhTTH33+C19i2bKra7+0ceZfOu2dr/7ct47KTcsFZ26QDDQ6HDruoLVFvRKg9Dx/96kGh4/W2bJCsWbMYbjpMNOq0GpViIIQMxC3sjG8OVzKzJC/7Jvk5sF6l+XD09x0f8CXHyizuh7hO+Zm8FyZgImkmhpZgOdE7Dyk+OAtgwi/zPIKLK/FbBjwOXysQtntMDLQwrYUr792hs9+q8XuYxUibTTUAmMCZFkmVrHkGqOkVaMhF545xc5jmpvvHk3CnhPtu6PwQkUQScKEKszDBhSWa+GWHIZKMDFlsfewi9ZNTlsb8VuvmuX3/7nCdNtntTRbOvuPBczMOXi2x+VbqsRivZpn86evuaz6q7PzR+fKlXOfaXh8T9dPNMCL18te+iJ680/OuWX/t3buXL37ec965KyxWvtldXs7+050OHh8iNGmxHE63LxN8ujuAdYNwkhDMtS0qVU0jm12AlOyT5KExBa2800olkltrpZDhhptZtrz3Lqtxuy8B3XjrxIEhr2IY3PoTHYBkELhewE3ftNncqZCsyQZKMUMVKHsS1odm8lZL/EtDBistXn5s1v8zceGibSV3ShCCmMmmrymkmd07I2yxdXnz3DH9jbH56qUnBjPMd6OQSiTbZp0Oz836kmfDWGsmZuPGJ+yqJRcqqUG560PeMHWae55dASlLNYuU8z2Ztmxz2XTxtOxStXPv/RF52/HWfkPbdWde/YV659pOHzP138agAN4lU0AE0H7wJ/83m9uWHtg915276297LF7H8ZVimVDbY7NtHn/jcOMlWzGGtCsOwzWTexh2Y/wvQDbsRDSykzqU32zYU/MsnLZj6mWAmqVeW59RPHN7VUatkSgMg+TOBE45X6Gie7FiZju+Gg8ao6m7Go812wpRTFJioFDp+dSr3o0SgEqDgmVm7copJqYdNBk+pde4HLZmYrzT5nlaw+UGepKyp6i62mCUBFGOrF0KI7tLVQYEwWa+Z5ktq2YmoupzdhUfB/PHeTXXnSS3U/N89S4xeZ1iuddWGbreRewft2Wz6/ZsOF3Ou32gbPPWP5MQ+D7vv5TATy93PJapqcmD4yt2PwHT026H37xC0//bS/a/ZwVjbt492dtllXKLGtq4lgwULMYHYgZrPeolnt0gpDpbgXLsrCESuSuIuO/PUfjezFlP6JZ6zLT7vDp28u05kqsHNPZnkTf6DwNSxXgeTE7Dwjufdx8jpKjMusLkRhopnYLvcAhCB0uPqPDxrVdjk1WALKxf56/aT6nUjDfdVg27PHaK+d4aGeDyXaFmg/VQBMEijA0PHacWqwpSS90qLgBnt9hpldjuqUouRG1smTZkGDXwTKjAxYvvGiCz945zPDys7jyyo13xLr0D+XGmY9qHRwYWrfmB/xpPbPXf0qAAzQHBgF2a613A9v37YqWDw2MvO/M0546ZcPwDgum2bajzvJhxcbVM1T9gJIXcN9Oi8eebFL38oUDmUwyXQd8Vyem9SG+2+HWh+DOx+vUyha+E2fDHiNhzde70qGPYylOTMFTx3xKVmJYlLgCCJGYYMYmziSMJFHksHa5ZnQw4PCJIt3Y/15rMwwKIouZ+RKXnjHPpVtmuOXeEnM9QS3Q9EJtKnhsPAXTrf9O1+ecjSEXndZi244qx+egFcaU/JgzN0TcvyegYle59qpz4hWbTttds8V/X7bm8qOxZpctxX/o5/RMX/9pAZ5eyXLsLq0P7Yqi+NorLhld6XpbP/2Rz321fubG2cqq0ePct7PDfKvO5edqbrh5kGHfZaiuODQVMx9YCJH030naW9mLqJW7tHsdbr7Xo9OuMDZs7ONsq2DoqVOxkxmqpCbxtq2Rto2HSBIn8nSGdFAUxpIgsggiG5SDivKVmpSXN9mb5m5SWhBFJsdmbt5jbd3nRRfP8u+PDTDTKTFQiukGZlATRhKloeSFCNlm16Eaw3WfX7x2khMnNVdugZlemz37FccmB3jF1eX5sdU/NauVetWKythhhHWgL4L8P/H1nx7g6SXEarTWB84/b+2hwydmzrzummsuWT2i/2XfwV3VHdt2N4fcaYJoBh2VuWCDxUVnxhyanuNLdzWwpDABWi74bky5FFItt7lnR8wX7x9joGpRc5M0CTsBHhBHxoIhjERBpquYDyRK2Imfos5iVNKjXqyMhXGYRJXbtk3FjYEYjTTmPXaeL6pJK76gF1i0uy4nZyq84MIOH71tmnu2+8wHgl4yjewGZspqWSGfuF1y9FiZC061GBmJ8dyAgUqNF19RnTs4c8bk+jVn2+tWRG9YuXbNPYrBGaVQjvVfA9zwE6JF+WFdib2aqjjdqc2bVt1SU4+v23LeS37vLb/zq4+/6OrzHnrowNqHNywf6V5xoY1SijPXCiolaFQs6lWJlxwu6+UevajNB75SR1JlqKSp+RrXEdnN4LuSTi+i1Vb0AnOok8Ic9D50S43peYeymxr0JzdF0oNHMUkFl3R7NrWyzeuubWM5MUqbdslzzAJv2YdOoOkGRjXYCyxabZfZVok4qvGGF8xScdtMdwSdwOxOzrUU07Mw3ZI8sLtGrASP7veIohXd113beHh45dbHt1zwhr/8t0+9f2O5Uj/V8dfe8tRTwZQlxH8pcMN/oQpevAYGlwGouXaElPKDnhvc4NgWm0+50Lrk/Np7RxsnT9326JHLWu3d1roRl9PWaeK4jVIOZT+iXOpy906bJw8NMlIVlFzF2ICkHcR0Aij7FqesDvnagzEN36ZZc4lVuuQQMT1fxpHSWD47JrLctkwqstIkldiAtRs4RJFDvdxDERMpFynMhvrIgKZWafH1+102rXIo+RGxjjh20qVSCpicqXLKcsH5m+d54PEy7Z7RsszOd3jyKY/RkSpnrIONKzfGbm31XStX1XaNBjNv3HdEx5Zd4qPv/YgeGVvTfqZ/Xj/K678kwNOrVs6+vJR9i+Zbs79aLpUGykNH/ur9H/m8u37lTDy6XJx/+IS8oFadZmZ+mr2HNQeOlljdcDltbcC+Ixarxlz80hyP7XZxnBJrls9zpGWhQkkQGa1KxY94fD8cn/Koe1D1EhGYIyh5Fq4tCENNtycIPEG3Z9HqOLS7PqPNNmet73DkcBmNYXQG6xH1+gz7xpusWyZBdHh4b0DZ8hhowr07fTavLLFyaJ6nmh20rcEa5OILBjkyqR6MVbjtV19ZsUZXXRfY7qo/VqozNTBghmdveKZ/OD+m6780wJe6KtU6wBTw6wD/+OF/ZzzmOcvXRNdcdOrkq8anT57W6yjGGg9x6Rk+F26e5uO32riWxeXnBBydcLAsqFd7COkTxWaPoezH1KvzfPNOwYETPuvrgqG6ySRSGgbrUK0EPL5XUw0chpumhYiVy1DDY80IXHbmLO/fXWe+Z34sjq2JUUx3jI3x+Kzk69ssLj8t4MhExFfus1HnNZFWmdddtxmv5KBUc+fzLq1+evVy/dUo5o7y8LXAHzzT3/Zn7Pq/DuALr9/4+SsA7gi643cguHNVFG7sdSbU+PhutXHjhvU0zvrDVauOceqmMp43j4oCym6Hydk5ZOQgPI3rxMSqzSduV9z+kE8UG1AvH7E4fV2Hbz3q0KxJqo0pTnYs4riJ7UTc8Zhky2qLzeuNEf9V58wzNTvJ/oNNuj2HKAZPCcrONONTTRqNgKGBKus3bOK0DXP8zoZlzE513na8d2zfpZc8R65aNiAty96D5hZ3YPiZ/tb+RFz/1wM8vVx/BOCW9PffemycjZ7XPHjoyN2rVm1n5So3XLt25H++6uXlq0eaNq1gjtNWPw5hB8+THJ/1eHzfKhwZcdGGkLIVYUuf1aOzaF3Dkl3a7TaWdJnvtukGih2HBeuGHHYeith/vIrvWFx+VhMbG8/16IYRdXs9/89vbCEM64wNxQyti742VLbeuWZ121m1fhNOacUdr6E3LcRPnlT1J+H6/wH+NNeztowATAM3ArRm9yEEO86u2mNlD3VoPGRs+AitmRjLgm7oUrJFeMWzn/Vny+uzL56d74a+7TK2cpat55cpNxQTMxGve1HM+JRDs+7w7As0m0+xcJwuQVx2Np9if3H/nY/9WbMuHalsYqXRYpDLLzmPydkyFV/L5as5LgT71q9Z/Ux/i/5TXP+1OKFn+Prgp+9GI8ZW1Y42JmfbWgqHs9a3eGx3CaTi8Dj81CVdDo9bKHwe2ac4e61E0yOMG+L5z2rMKKWPV4aveqa/lP8y1/8HHPHvGEvJFjwAAAAldEVYdGRhdGU6Y3JlYXRlADIwMjAtMTEtMDdUMTg6MDg6MzgrMDA6MDAqWx7yAAAAJXRFWHRkYXRlOm1vZGlmeQAyMDIwLTExLTA3VDE4OjA4OjM4KzAwOjAwWwamTgAAADl0RVh0U29mdHdhcmUAbWF0cGxvdGxpYiB2ZXJzaW9uIDIuMi41LCBodHRwOi8vbWF0cGxvdGxpYi5vcmcvSM8oowAAAABJRU5ErkJggg==', 'weight': 8}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 7924278
    {'hecke_orbit_code': 275012124966, 'n': 1, 'trace_an': 2}
  • id: 7924279
    {'hecke_orbit_code': 275012124966, 'n': 2, 'trace_an': -8}
  • id: 7924280
    {'hecke_orbit_code': 275012124966, 'n': 3, 'trace_an': -27}
  • id: 7924281
    {'hecke_orbit_code': 275012124966, 'n': 4, 'trace_an': -64}
  • id: 7924282
    {'hecke_orbit_code': 275012124966, 'n': 5, 'trace_an': -470}
  • id: 7924283
    {'hecke_orbit_code': 275012124966, 'n': 6, 'trace_an': 432}
  • id: 7924284
    {'hecke_orbit_code': 275012124966, 'n': 7, 'trace_an': 0}
  • id: 7924285
    {'hecke_orbit_code': 275012124966, 'n': 8, 'trace_an': 1024}
  • id: 7924286
    {'hecke_orbit_code': 275012124966, 'n': 9, 'trace_an': -729}
  • id: 7924287
    {'hecke_orbit_code': 275012124966, 'n': 10, 'trace_an': -3760}
  • id: 7924288
    {'hecke_orbit_code': 275012124966, 'n': 11, 'trace_an': 7268}
  • id: 7924289
    {'hecke_orbit_code': 275012124966, 'n': 12, 'trace_an': -1728}
  • id: 7924290
    {'hecke_orbit_code': 275012124966, 'n': 13, 'trace_an': 22764}
  • id: 7924291
    {'hecke_orbit_code': 275012124966, 'n': 14, 'trace_an': 0}
  • id: 7924292
    {'hecke_orbit_code': 275012124966, 'n': 15, 'trace_an': 25380}
  • id: 7924293
    {'hecke_orbit_code': 275012124966, 'n': 16, 'trace_an': -4096}
  • id: 7924294
    {'hecke_orbit_code': 275012124966, 'n': 17, 'trace_an': -20842}
  • id: 7924295
    {'hecke_orbit_code': 275012124966, 'n': 18, 'trace_an': -5832}
  • id: 7924296
    {'hecke_orbit_code': 275012124966, 'n': 19, 'trace_an': 13684}
  • id: 7924297
    {'hecke_orbit_code': 275012124966, 'n': 20, 'trace_an': 60160}
  • id: 7924298
    {'hecke_orbit_code': 275012124966, 'n': 21, 'trace_an': 0}
  • id: 7924299
    {'hecke_orbit_code': 275012124966, 'n': 22, 'trace_an': -116288}
  • id: 7924300
    {'hecke_orbit_code': 275012124966, 'n': 23, 'trace_an': 46736}
  • id: 7924301
    {'hecke_orbit_code': 275012124966, 'n': 24, 'trace_an': -13824}
  • id: 7924302
    {'hecke_orbit_code': 275012124966, 'n': 25, 'trace_an': -142775}
  • id: 7924303
    {'hecke_orbit_code': 275012124966, 'n': 26, 'trace_an': -91056}
  • id: 7924304
    {'hecke_orbit_code': 275012124966, 'n': 27, 'trace_an': 39366}
  • id: 7924305
    {'hecke_orbit_code': 275012124966, 'n': 28, 'trace_an': 0}
  • id: 7924306
    {'hecke_orbit_code': 275012124966, 'n': 29, 'trace_an': 5548}
  • id: 7924307
    {'hecke_orbit_code': 275012124966, 'n': 30, 'trace_an': -101520}
  • id: 7924308
    {'hecke_orbit_code': 275012124966, 'n': 31, 'trace_an': 11232}
  • id: 7924309
    {'hecke_orbit_code': 275012124966, 'n': 32, 'trace_an': -32768}
  • id: 7924310
    {'hecke_orbit_code': 275012124966, 'n': 33, 'trace_an': 196236}
  • id: 7924311
    {'hecke_orbit_code': 275012124966, 'n': 34, 'trace_an': 333472}
  • id: 7924312
    {'hecke_orbit_code': 275012124966, 'n': 35, 'trace_an': 0}
  • id: 7924313
    {'hecke_orbit_code': 275012124966, 'n': 36, 'trace_an': 93312}
  • id: 7924314
    {'hecke_orbit_code': 275012124966, 'n': 37, 'trace_an': 239698}
  • id: 7924315
    {'hecke_orbit_code': 275012124966, 'n': 38, 'trace_an': 109472}
  • id: 7924316
    {'hecke_orbit_code': 275012124966, 'n': 39, 'trace_an': -307314}
  • id: 7924317
    {'hecke_orbit_code': 275012124966, 'n': 40, 'trace_an': -240640}
  • id: 7924318
    {'hecke_orbit_code': 275012124966, 'n': 41, 'trace_an': 105924}
  • id: 7924319
    {'hecke_orbit_code': 275012124966, 'n': 42, 'trace_an': 0}
  • id: 7924320
    {'hecke_orbit_code': 275012124966, 'n': 43, 'trace_an': -1749464}
  • id: 7924321
    {'hecke_orbit_code': 275012124966, 'n': 44, 'trace_an': 465152}
  • id: 7924322
    {'hecke_orbit_code': 275012124966, 'n': 45, 'trace_an': -342630}
  • id: 7924323
    {'hecke_orbit_code': 275012124966, 'n': 46, 'trace_an': 373888}
  • id: 7924324
    {'hecke_orbit_code': 275012124966, 'n': 47, 'trace_an': 451296}
  • id: 7924325
    {'hecke_orbit_code': 275012124966, 'n': 48, 'trace_an': 221184}
  • id: 7924326
    {'hecke_orbit_code': 275012124966, 'n': 49, 'trace_an': 0}
  • id: 7924327
    {'hecke_orbit_code': 275012124966, 'n': 50, 'trace_an': 2284400}
  • id: 7924328
    {'hecke_orbit_code': 275012124966, 'n': 51, 'trace_an': -562734}
  • id: 7924329
    {'hecke_orbit_code': 275012124966, 'n': 52, 'trace_an': -728448}
  • id: 7924330
    {'hecke_orbit_code': 275012124966, 'n': 53, 'trace_an': 1943538}
  • id: 7924331
    {'hecke_orbit_code': 275012124966, 'n': 54, 'trace_an': -157464}
  • id: 7924332
    {'hecke_orbit_code': 275012124966, 'n': 55, 'trace_an': -6831920}
  • id: 7924333
    {'hecke_orbit_code': 275012124966, 'n': 56, 'trace_an': 0}
  • id: 7924334
    {'hecke_orbit_code': 275012124966, 'n': 57, 'trace_an': -738936}
  • id: 7924335
    {'hecke_orbit_code': 275012124966, 'n': 58, 'trace_an': -22192}
  • id: 7924336
    {'hecke_orbit_code': 275012124966, 'n': 59, 'trace_an': -1563908}
  • id: 7924337
    {'hecke_orbit_code': 275012124966, 'n': 60, 'trace_an': -812160}
  • id: 7924338
    {'hecke_orbit_code': 275012124966, 'n': 61, 'trace_an': 3183690}
  • id: 7924339
    {'hecke_orbit_code': 275012124966, 'n': 62, 'trace_an': -179712}
  • id: 7924340
    {'hecke_orbit_code': 275012124966, 'n': 63, 'trace_an': 0}
  • id: 7924341
    {'hecke_orbit_code': 275012124966, 'n': 64, 'trace_an': 524288}
  • id: 7924342
    {'hecke_orbit_code': 275012124966, 'n': 65, 'trace_an': -5349540}
  • id: 7924343
    {'hecke_orbit_code': 275012124966, 'n': 66, 'trace_an': 1569888}
  • id: 7924344
    {'hecke_orbit_code': 275012124966, 'n': 67, 'trace_an': -2128684}
  • id: 7924345
    {'hecke_orbit_code': 275012124966, 'n': 68, 'trace_an': -1333888}
  • id: 7924346
    {'hecke_orbit_code': 275012124966, 'n': 69, 'trace_an': -2523744}
  • id: 7924347
    {'hecke_orbit_code': 275012124966, 'n': 70, 'trace_an': 0}
  • id: 7924348
    {'hecke_orbit_code': 275012124966, 'n': 71, 'trace_an': 11389088}
  • id: 7924349
    {'hecke_orbit_code': 275012124966, 'n': 72, 'trace_an': -373248}
  • id: 7924350
    {'hecke_orbit_code': 275012124966, 'n': 73, 'trace_an': 2253878}
  • id: 7924351
    {'hecke_orbit_code': 275012124966, 'n': 74, 'trace_an': 1917584}
  • id: 7924352
    {'hecke_orbit_code': 275012124966, 'n': 75, 'trace_an': -3854925}
  • id: 7924353
    {'hecke_orbit_code': 275012124966, 'n': 76, 'trace_an': -1751552}
  • id: 7924354
    {'hecke_orbit_code': 275012124966, 'n': 77, 'trace_an': 0}
  • id: 7924355
    {'hecke_orbit_code': 275012124966, 'n': 78, 'trace_an': 4917024}
  • id: 7924356
    {'hecke_orbit_code': 275012124966, 'n': 79, 'trace_an': -132912}
  • id: 7924357
    {'hecke_orbit_code': 275012124966, 'n': 80, 'trace_an': -1925120}
  • id: 7924358
    {'hecke_orbit_code': 275012124966, 'n': 81, 'trace_an': -531441}
  • id: 7924359
    {'hecke_orbit_code': 275012124966, 'n': 82, 'trace_an': -423696}
  • id: 7924360
    {'hecke_orbit_code': 275012124966, 'n': 83, 'trace_an': 13901048}
  • id: 7924361
    {'hecke_orbit_code': 275012124966, 'n': 84, 'trace_an': 0}
  • id: 7924362
    {'hecke_orbit_code': 275012124966, 'n': 85, 'trace_an': 19591480}
  • id: 7924363
    {'hecke_orbit_code': 275012124966, 'n': 86, 'trace_an': 6997856}
  • id: 7924364
    {'hecke_orbit_code': 275012124966, 'n': 87, 'trace_an': -74898}
  • id: 7924365
    {'hecke_orbit_code': 275012124966, 'n': 88, 'trace_an': 3721216}
  • id: 7924366
    {'hecke_orbit_code': 275012124966, 'n': 89, 'trace_an': 10626510}
  • id: 7924367
    {'hecke_orbit_code': 275012124966, 'n': 90, 'trace_an': 5482080}
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  • id: 7924466
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