Embedded newform data - 72.22.a.c.1.3

Formats: - HTML - YAML - JSON - 2026-01-21T01:54:17.196927

• 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': 34848, 'analytic_conductor': 201.2236878866847, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, -1]], 'atkin_lehner_string': '--', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [72, 1, [55, 37, 65], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 3, 'field_disc': 11285683323459064, 'field_disc_factorization': [[2, 3], [13, 1], [31, 1], [109943, 1], [31839427, 1]], 'field_poly': [-17012391021, -12529199, -1, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[5, [-13488669456493277401000, -1040411335225620, 5280498, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007199623839816, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 1189085184, 'hecke_ring_index_factorization': [[2, 21], [3, 4], [7, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '72.22.a.c', 'level': 72, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'minimal_twist': '24.22.a.d', 'prim_orbit_index': 1, 'qexp_display': 'q+(-1760166+\\beta _{1})q^{5}+(284180792+\\cdots)q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 3, 'rm_discs': [], 'sato_tate_group': '21.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '72.22.a', 'trace_display': [0, 0, -5280498, 852542376], 'trace_hash': 318357222179246219, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.917', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '22.300', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '262.589', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.002', 'prec': 17}, 'traces': [3, 0, 0, 0, -5280498, 0, 852542376, 0, 0, 0, -62490757668, 0, 203765207802, 0, 0, 0, -695827819926, 0, 4955504123196, 0, 0, 0, -150867407938152, 0, 678194854969869, 0, 0, 0, -3242224905226746, 0, 652508601550896, 0, 0, 0, -15443719285839600, 0, -20693271836916222, 0, 0, 0, 47608600312552002, 0, -277110211230415548, 0, 0, 0, 535942507326221328, 0, 1192822454236615755, 0, 0, 0, -2849297892348987426, 0, 2255425539904757592, 0, 0, 0, -881046377434726548, 0, 10620890455615553322, 0, 0, 0, -24923333196516863004, 0, 14840080728867715116, 0, 0, 0, -14608944838311941496, 0, 13575086263949291454, 0, 0, 0, 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• mf_hecke_cc •

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

  
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'dual_conrey_index': 1, 'dual_embedding_index': 3, 'dual_embedding_m': 3, 'embedding_index': 3, 'embedding_m': 3, 'embedding_root_imag': 0.0, 'embedding_root_real': -2135.9346818416625, 'hecke_orbit': 3, 'hecke_orbit_code': 9007199623839816, 'label': '72.22.a.c.1.3', 'level': 72, 'weight': 22}
• mf_newspaces •

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

  
  {'ALdims': [5, 8, 5, 8], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [4, 4, 4, 4], 'ALdims_old': [55, 53, 57, 53], 'Nk2': 34848, 'analytic_conductor': 201.2236878866847, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [72, 1, [55, 37, 65], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 244, 'dim': 26, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 369098824, 'hecke_orbit_dims': [2, 2, 3, 3, 3, 3, 5, 5], 'label': '72.22.a', 'level': 72, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 260, 'mf_new_dim': 26, 'num_forms': 8, 'plus_dim': 13, 'prim_orbit_index': 1, 'relative_dim': 26, 'sturm_bound': 264, 'trace_bound': 5, 'trace_display': [0, 0, -2472384, -740760072], 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• 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: 40539775
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 3, 'source_hecke_orbit_code': 9007199623839816, 'source_is_minimal': False, 'source_label': '72.22.a.c.1.3', 'source_level': 72, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 3, 'target_hecke_orbit_code': 9007199623839816, 'target_is_minimal': False, 'target_label': '72.22.a.c.1.3', 'target_level': 72, 'twist_class_label': '24.22.a.d.1.1', 'twist_class_level': 24, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 22}
  • id: 40539776
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 3, 'source_hecke_orbit_code': 9007199623839816, 'source_is_minimal': False, 'source_label': '72.22.a.c.1.3', 'source_level': 72, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13510799251210264, 'target_is_minimal': True, 'target_label': '24.22.a.d.1.1', 'target_level': 24, 'twist_class_label': '24.22.a.d.1.1', 'twist_class_level': 24, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 22}
  • id: 40539777
    {'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 3, 'source_hecke_orbit_code': 9007199623839816, 'source_is_minimal': False, 'source_label': '72.22.a.c.1.3', 'source_level': 72, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 1, 'target_hecke_orbit_code': 40532397015433264, 'target_is_minimal': False, 'target_label': '48.22.a.j.1.1', 'target_level': 48, 'twist_class_label': '24.22.a.d.1.1', 'twist_class_level': 24, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 22}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 228825
    {'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 9007199623839816, 'p': 2}
  • id: 228826
    {'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 9007199623839816, 'p': 3}
  • id: 228827
    {'charpoly_factorization': [[[-13488669456493277401000, -1040411335225620, 5280498, 1], 1]], 'hecke_orbit_code': 9007199623839816, 'p': 5}
  • id: 228828
    {'charpoly_factorization': [[[296653625245189883522880000, -1070815771805371200, -852542376, 1], 1]], 'hecke_orbit_code': 9007199623839816, 'p': 7}
  • id: 228829
    {'charpoly_factorization': [[[18575565616501043493033677792960, -3767187751033965121104, 62490757668, 1], 1]], 'hecke_orbit_code': 9007199623839816, 'p': 11}
  • id: 228830
    {'charpoly_factorization': [[[-64845450745595782081437405101509624, -367381693096367164050420, -203765207802, 1], 1]], 'hecke_orbit_code': 9007199623839816, 'p': 13}
  • id: 228831
    {'charpoly_factorization': [[[-139595746342514101373771644874376848312, -50014787656276347055984308, 695827819926, 1], 1]], 'hecke_orbit_code': 9007199623839816, 'p': 17}
  • id: 228832
    {'charpoly_factorization': [[[-18453768992188098157846530753272916832064, -1454863431767819647478100816, -4955504123196, 1], 1]], 'hecke_orbit_code': 9007199623839816, 'p': 19}
  • id: 228833
    {'charpoly_factorization': [[[60427973121097847416948496166166273367552, 5562410822822275576674883776, 150867407938152, 1], 1]], 'hecke_orbit_code': 9007199623839816, 'p': 23}
  • id: 228834
    {'charpoly_factorization': [[[-2037443549530479399258211618676111638881261576, -676975502541484119020713863156, 3242224905226746, 1], 1]], 'hecke_orbit_code': 9007199623839816, 'p': 29}
  • id: 228835
    {'charpoly_factorization': [[[-88357207200106791128129160796576779325373419520, -47871671755555953585857192115456, -652508601550896, 1], 1]], 'hecke_orbit_code': 9007199623839816, 'p': 31}
  • id: 228836
    {'charpoly_factorization': [[[-1098843436913555928594339708536729475194447079576, -801173829038631741579060693650772, 20693271836916222, 1], 1]], 'hecke_orbit_code': 9007199623839816, 'p': 37}
  • id: 228837
    {'charpoly_factorization': [[[914943290004860629493436931432652453295187072953960, -14609178019945002422191391530713684, -47608600312552002, 1], 1]], 'hecke_orbit_code': 9007199623839816, 'p': 41}
  • id: 228838
    {'charpoly_factorization': [[[-115102271182826812810233774307085588640784993319104, 14575158956105150397212557099067568, 277110211230415548, 1], 1]], 'hecke_orbit_code': 9007199623839816, 'p': 43}
  • id: 228839
    {'charpoly_factorization': [[[45722443856397199741027977364751506518687823618560000, -146236844012766487219074575225836800, -535942507326221328, 1], 1]], 'hecke_orbit_code': 9007199623839816, 'p': 47}
  • id: 228840
    {'charpoly_factorization': [[[788315636671313350869078360781779350981186453999703320, 2628062158986330359698508387504573484, 2849297892348987426, 1], 1]], 'hecke_orbit_code': 9007199623839816, 'p': 53}
  • id: 228841
    {'charpoly_factorization': [[[-25188459597631211352159219498976703021475139762931344960, -25785967864633859400247868929389050064, 881046377434726548, 1], 1]], 'hecke_orbit_code': 9007199623839816, 'p': 59}
  • id: 228842
    {'charpoly_factorization': [[[129650217544486015229668360574016773366967703012419156296, 5056222273626641096360631599400871500, -10620890455615553322, 1], 1]], 'hecke_orbit_code': 9007199623839816, 'p': 61}
  • id: 228843
    {'charpoly_factorization': [[[466871629259266652535435350828306494115290599651828846016, -167731716170673240441389845025783648976, -14840080728867715116, 1], 1]], 'hecke_orbit_code': 9007199623839816, 'p': 67}
  • id: 228844
    {'charpoly_factorization': [[[4336339602129051841779188532197921457048550265546476894720, -1680169993875479200369060508681107496256, 14608944838311941496, 1], 1]], 'hecke_orbit_code': 9007199623839816, 'p': 71}
  • id: 228845
    {'charpoly_factorization': [[[27713165786016150345340662024572587761160499542645505288600, -1388375330075691897142911168457119054420, -13575086263949291454, 1], 1]], 'hecke_orbit_code': 9007199623839816, 'p': 73}
  • id: 228846
    {'charpoly_factorization': [[[-336416436254115851074491966237703274804218179859611872395264, 21415845700684158478080814917384300085248, -278096577517755548160, 1], 1]], 'hecke_orbit_code': 9007199623839816, 'p': 79}
  • id: 228847
    {'charpoly_factorization': [[[5434161683588337424758338718323143233888280231840167483489088, 105087570466867068687455042212352063965872, 585716918283456830460, 1], 1]], 'hecke_orbit_code': 9007199623839816, 'p': 83}
  • id: 228848
    {'charpoly_factorization': [[[-14051302720989265870588860507210288707250844695886582795510488, -26647069101945541971818158973379734309268, 477818701792662526830, 1], 1]], 'hecke_orbit_code': 9007199623839816, 'p': 89}
  • id: 228849
    {'charpoly_factorization': [[[122523966480725272052737758072569490578345566574227720106687608, -128661676322154830327434372539142787442804, -722411740013721590502, 1], 1]], 'hecke_orbit_code': 9007199623839816, 'p': 97}
• mf_newform_portraits •

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

  
  {'char_orbit_index': 1, 'hecke_orbit': 3, 'label': '72.22.a.c', 'level': 72, 'portrait': 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yeqRLrDvi1wfsYDmVB1U7qRx5XWNr1p3fbfmRgu/VgQJa2/8aPvfash8V91/KkGeBw2uXhNMFQxP+u3zj0we+k35MyifsA2M9YLR4dZNwJXFiTb1xvOTTnMNWPu3OFx9rJhuZGw1BRcWoHR0Qb/1w+scPeuItcWhpldLDG7bLGwYphfTpheSllsJ9SGAx7c3+HePeDIAq5yWVj1mFu2mF8VdENIEo3naEpeylA1QQNX5xNaHdgyYVMqhBgjQDh0fM3myZCVhgUmoyKNDoQJGAyrzYgN4zZtXyGUQeiQimezeV1Aoyu4OmuRaouRiqTsCVwbkkTQDSXzq5K5FcNCPcF1A7AT7tvb4YFbBGOVAiv1CtcWXGaXYWE5YWE1YWYVLq4Y7ty7zE//QJ2JWpVr88Ms110W6hanr6TctrvF8qrHmWnYsd5wdV4yMRTz9OGYnVvGkq6uvPoXPvDO41NXp//qh77rSZMkqR4Zrr7VUPmmx59agH/py7/Hu9/1AYLO4s+cPP61//Orz7/pKlPnyKWId9/T4fTlYWKTYAuHK0sp9+wxLK0USBKFHxiWGxErzZSFBlxakYyNNfiZH17gwDaXlcYwM4tl5ldc5lckS3XNwkrKfD2lEyWEOuGmTV32bIfVuuTmTSEP36aJE4XA8Ieveiw2PTYOh1yZU3Q6ZW7dmbLYSrg6C7s2Sc7Pwn27NdqEdGMP14qoeBavnCpQLMS4KiFKDWlqcc/NPhenXXZtibk8C8v1ErfuTGkFARcXFJuGQ1ZbEZ97uYgRijRNeeT2Ljs2GeYbNgd2BOxYb5PERbp+gbllj/llwVI9ZbGesLCqmVoVLHQibt+1wv/95zusG6oyvVBjYbXAcsNmcVXSDVJSnbDQCLnr5oTpBRdlR8Sxw5npgHccSDlztcLkWMGvjd469YH3vfv3Nqwb+8nPfe4TvOc9H3qrIfMNjz+VAP9PH/89LsyvVwe2Xv5Ho8Wrf//atSvq9GVFqDXraorpJc3kCHTDmP07Is5P1bh1ZwtBhWvzHo021Fsp9VbCajthuQnX6gKrEHD/Lat8z8MR28ZLNDoVFlcLLK06LDcFq03NSlNTb2tavqYVGrpBwkglZvOEBgSubZhetBHSZcu4Ytt6w/rxLgv1kKPny9xxk6FYqHPiwjDlUkQU2YwMafwAbt4c8JvP1ti9KSEMDaNVSZz6lD2Xk1cCCnaJ23clHLsUsbDisGHEZds62DwZoVTM9DI4tkEIw5aJhKGypO27dLo2ra7Nakux2oCVpma1mbLcTJlvwkqQsnlDh+95ZJn791h4doW55QrLdY/lhsVKS9BoapqdhOmlBGMl7N9qc34u5Lbt0PYtJkcMs4uK8eGAIHS4tuIyuX5T+vDtIz/zrm/b+dPHDs2kt939pw/kf6oAfv78eaQqFJz06uZnXjn6wZPnF/+JCa4xVNV4rsfLJwS1asDejQ6LdYvlBgS6yfsfMgyXPfxQsdpyWG1a1FvQbGsa7YR6O2G1ZVhoCmY7BkSH9z/U5Mm7NdvXeURRkXrTo9FxaLYV9Y6g3RUEoSFKDGkKShpcGwquoVYxjA/HWHbAxbmI4xdcdFLiXfdEWHaDN05X2boOvngw4aF9LotNH89SJGnM8BAksY1lJ6ysFHnwQIsvvlJm2zo4dD7Epsg779Ykwuf4xZTL0x6WdJgYshgqCQquwHEESkCiIYoNQQTtrqHR0bS7mkZXs9Ix+GnKlo1dnry3yfsfiECXWWlUWVwtsNK0WW1Z1JvQaKc0Own1Vkqjo+lGgnI14b0Ph6RBjeWGYbGRcvPWFrVikVdPSmw3pexqbt09AfbGf1Cq3f67992xcarV9v2du25+q6HUP/7UAHx5/jwjE5POmZOnfuj8hTO/ePr0m2K105VF2+LExZDJ8Zit42VeOCbYuqnLY/sNU/NFTk+3+O63L7F1rMLsUplG26XRdqi3LRptQbNtaHZSGu2EZkdT7xgW24K5pmao1uUdd7a5b0/ClglFpWDTanu4tgQUUSLRWqANdANAaIbKAednDNpEfOVQibBbYOcGh/v3d4l1g+cP17j9Jpvz8x2a9Qr37u/y1TdcJoYNp68a/ur7Wpy+4jIxLHn6sOL+mxWr3RaXrg1z+66I54/7JGGR+/Y67NgU4CcdnnpDQSq4OG1RKVpYArq+RBtBqg1xAkiN5WiaHUOpHLNpXcgDN3d5xx0JIyWPhdUqK40C9VZ2beotQbMDzXZCs5PQ7KQ0u4Z6VzK1ClvWN/ngw5qzl0aYWop48EDEzgmHl45abNu0wuRIgaPnC7i2j6Ci9++/y2zddvNfGZ3c87F2cz666/ab3mpIAX9KAG6Mlknsv+el5/9w52qz+wuvHnzRPjddpVyIWTfWpWCV+NqRiFt2BOzaUOHNs5Jiqc6urTG20+HWHQ1u3erSbA2xVC/R7Hg02g6NjkWzrWh2od0xtLoJrU5Kx9c0u4aljmCpA3EacutNPpPDKZ2u4d33hmyd1CSpxJKGKIbnjnpMLXqsG0o4cdEDXWTPRsWB3RrX6/LG+S5LyyVu2VqiUqvzyjGbu27yWOk2qNcrTE4aDp5WfPixDq+fttg4brPcaVJfHebAzV1eOZEyXKhxy84Oi80mB0/VKFgl7txt2LU5ANnh6GXB+HDMwlLM80dtglghJaTasHVdxDvujWh3FOuHNAdugigqstosstp0aXRsWl1FsyNpdaDVTWl1UtrdlFZX0+gaVn3JTEvQ8gPu2bHAzdsMlqywZ7OiZFd585xgz7ZF9m51+dobVRyvw7phD09pTk0bbt1/XxyGhb/9bd/25y6USoXP1cpCv9XYesu9KPV6wNJy9wfeePOVf7l87fjwM6832Lxe8b63hRw953HkXMj3vL3JE7LGFw4ajGlx/61lnjs8zEc/F9BMimydLPCuOxt872PLbNsQMr9SwXUKFFyHomtTKli0C5Kyb1MtWXSDlI6fMhFq/NDQDlxWlzymrxmiRDMzn+C6BhA4ymBJQddXCGySrsVtWwU71hs2b+gSpm2+9LrizIUhnrjD5cDNdX7tSwZHFNm6ocuxVxQbaorRShdPFYhim8U2lDyLjROCI2ciDuwq8PDty3z88z6OXebt9xhst8szByO++FqJU5cLbF9fZOu6lLGhiG2jMfu2piilsZQBDEXXZazmEsU27a7DifM2ncCi6ys6gaTjQycwdLrZ7972Uzq+oeUbGj4sdRULdUOx2uSvPbnIOw9EbBjz8AM4eWGIrx0x3Llnkdt2OnzuhWFmG22+5/GU42cd3ryYsGldwOrsQfvyyvp/edfMi6v79z74EzoOPy5t939dgE/Nd2iH+i8efvPZn/3KV54aDv0mw+USM/OKaqHJ3p0ppUKBNy8Ybt8Rc8/uEofOg5QBZa+AZ2xWfZfXThR55USFC7OLvO+BDg/sDaiVK6w2i5RaHhXfodO1aOc32w8suqFFEBqCSBPFhjg2JGl2RomD0SCVwLYEniOolQVDZZgc1Wyc6DI61OTLb8ALb9pIXeWJO2xu29PmpVMxUVDh/tsETd9ncaXEfbs0o7UuBcslSBRLrRilBbftsiiWQw6f9XjbgSr33trm8FkFpsodex1++NtX+eqRiKdfL3F6ymPzmGJyuMBQuUi1DAUXbMugJGgDpy8L0lQQJ4IogTAm+x3DFD/UBKGmG2i6oabjQyuEpY5ksQ2hDnj89lXe80CT73u7Jk0r1FtlOp0SnUCz76YO+7Z7vHpsmOmVkFt3CV45NsyV+YDxEZ+tEwVWmzBRvsKh11eGtQn+nzvueMQypvErQtT+1wP4zFwdJc0Pnzj+/M++8dpXxl2rQ2IV2Ly+jUOFpw8PMTzc5dbtCXoVNk8uU3InieIyF6+GGK2pFkFZhqonWOoW+MSzG3nmzRYP7Wvwkccb7NvWYaRWZKVRpO27dH07B7bKzkgQxpI4ESRJttRn3q0sqbQs8BwoFjTD5ZgN410SOpyfifmd5z0uXStRcwvctdfivv0tDp5r8pVXK9xzk8fmdV1+81mBEi6VckyjE6INKAFjlS6ttoNOCrznoUU+8cUiOxY8nrynSxSv8PzxEeLU4+694zx5V4ubNjV55nCXY9eKHL3ssHFYMlwRFF2BY2cPoRQghEEb0NoQJ/nDGhvCOHuQgwj8CNqBoB4KVtsgrIDbdzf4yDsaPLQ3ZaTi0WiVqLcKdHyXbmCxdR2kusTRMy6vnExY8CO2tVMWmm3u3pcyUS7y9CEX5TTZt8Xh8rUuq82vjftd72cffOhBo+P6r0p76C3B2f90Dv6Lv/JbfP+TDtOL5geXVrr/4vCRY6P1eotLCw5KpMw0Yr7jgRjb1Hj5ROaV3r6hw+aNAXfv9Hj9xDrOXMnUkTDSBJGhG0I7FNQDyYoPfhyzZbTD/bc2+Mjbu9y+Q5CmBZLEpRt4dHwbP7SIYkWcSJJUkmqBNgKBQQqD62iKXoLrRDh2yMxKyMGzkgvTDpenCyjtsmOdw83bFHfsaaHcJX7pM2WC9jDvvFdy6+4Z/tFHK+zbUObufQGfe7VJ2B3lB55MCNIFPvf8KPfsKbN75zw/9aseB7ZUeNd9mm68xH/6rIVDhTtuctizTbBzUxdkm4tzARdm4PUzRaYXShQtgWtJSq7Bs0HK7IYakz2sSQpRAlEq6ITQCgStGCKdoE3AnTe1+Mg7Wjy0L2XdsEsQFGl0Pdodl07g0PUtuqEijCSrLcWZKzFvXGhy2542O9bZbJt0Wa2XePmERDgN3vuAZnG5AmguXoNKbZjJDfuWkYW/udx0f+2hW+Z49Im/8GcX4D/xc5/k599zkv/w8k3f56RX/0PUmaodPGWoVLo8cIvHyYtFjl9MCOjyvU/EjJfKHDrlcXUh07PHainrRioksaDlJwRBtvT6kcEPDX4EnUjQDiV1H7o6ZaQaMDHU5YOPNNmzKSHwLW7ZZpgYUoSxTZoqUi0xPXBLjW2lXF0wXJ4XNHzNZ18qMrNcxEQ2Q55i/YjFlkmL7Rvglh1ttFzmV75QZGWxxj17XN5xb5PnTrZ49tVhHr2twC27mnzsywkyqvGDTybEcoVf/0KVW7eUefSuJl9+s83Lh0d54g6He24JmWsu87EvusikxN4tNtvW22xbn7J+rEu10iZKfWZXYz77kstK1+XqnM3MvIOtBFJKBAJtDKmGWBvSRDM0ErN/W5cwjNmzKeQDj4SMVxXDZYc49mh1Pbq+QzfMVjk/UHQDhR9KOkGWmKZpwsbJDsMVwWrTZWpOcOhcSnW4zUeeCEnDYY6ddzh11efB2+oUnRqHzjjsuWld457bJv7yX/2n/NaX/kPMxM6/9GcP4H/42U/znu94SPz0v3n6u6POpY956Zni/IqiWiiz2gpRTov791ZYWCrx8ilNI+hwYHeHe3cX6HarXJxWdHzwXAkIwijNIniYEkSaMDIEsSGIDGEM3UjQjQTtSNCOQZOAThBJwh37u2ybjEgS0EbktEQghUAqgWVLzk45nL7gUfIsyo5ktCgYq0rGhy3Wjym2rEvZvaVBKlb4t5+ucHWqxj27bO7dZxgdnefffcrB0TXefpdiz85l/vMXJHFriO97ImU1WuXjny+yf2ORd9yrkfYc//ZTZSZLFe69xeLuvW0uzq/w7z9TRMQldm+w2DRhsX5MMjmaMj4UMFQJKHhdKsUuxy7D2WsS2zYoZRBCAyb7n4Ekga2TKffvS0hjmzhxMcYhiGz8wMEPsxUtiFSfvvmRIAglfigIIghDA8JQcKHray7OpnRin7v3Nzmw3abVGuKVExYLjQ4P3r6KMiMsNxTVSotrCw4P3rm+u2fHph/6oZ//0U/+g4/8vvnO7/qu/ym4+5/CwT/6G79JKIz6j7/6xfcXkvlfs/VlT1kVyiWfO/d0OH2xypcOKubrbb738YRqucIrx8t89TUbP2zywUfnGa6OMLNYwA+yZdexFY4tcWyJG6WEsaEQa8JYE0WGSgJhrAkTiBJBEEvC1CVOPc5cKHH0DKTGkNUnM25sS3BU5vkou3DLOqgUoFqSDJUVIzWL8WHYPBmybqxBbFb5t5+ucvFSlQPbFds3SnZsrPO1kwkLK1Xu2CYZqmg8x8eVLkYJklQijCFJI+odj4UVmwN7Cty2q81Lhz0mhgRFr8yBXZq/9v4V/s1nNCdnyjQ6mkZbsVS3GK2VGKoUGKpUqRRjxkoxWw5EuHaCbSUolSJFlkwYBFpL4lixuGQRJ4o4UUSxIozz10gSxpIwyrzhYSSyBDUShJEhjDRRrIkTzWxomFlJWQlCPvB4l7fdUuDImRqvnIDFTocPv3OVjcM1vvByiZPXutx9s0WaOjz36kLR94u/9s//0i/ryQnn0y9/7ZfTBx79kW99gP/kz/8uRy4U1bqhpQ9Y+srHj52+7G1Z5yCVz3Kni7Qi7tprE8ZFXjgm+f0XW3z47au8o1BjuFLg5BXF66dWufdmnzjJdO3+TbAFoaOIYkkYaeLYECVppookA2cKSWpIU02qyfi2pg9uIUBJsCTYNriWwHMFRVdSKiqqRclQVTA+nLBlsku51ODTL0c8f3yYxnKF/ZsVW9bZ3LQpIBUNvvx6kZJtMTakKBcDjl8k67jfZOiGiltvitm/wzA/l7JUd/CDIu+6q82Lx3zOzyhKBYnrVNi3XfPTP7jCcyd9PvfcKCstw5bxlHrTolZRVEs25aJNqWDwXI3raFwrxVIZ1ZJ5a6UxZAUrLUi0JEkFSSKIE0mUCOJYEsaZ8hLFgig2RBGEcUoUZ+AO42yVbOVV0rv2GXZN1vja6wUOnUlYDnw+9ESHieowzxwq88a5CKfYpjoU4ScWrlB0Wse9K9e2//pQZeufv//2od+bv/Dr6eTO7//WBvhNG2PZ9Zc/dOb89H/cNHTW273do930uHBZc2XJodFucfuOJnfcbPDsEs8dq/KJ55p85B1LPHHvEOvHijhqlG4QU3QTAJzIEEX5TYlF/qqIE4himSkIyZrsl6SaNM3UhdTkSkmulgghkBKUFFiWwLEEriPxXEmpIKgUDbWyZmI4ZGyoTWIafPJFyce+OMK457F/s2DzOput6zVb1tX59KuG1VWPPZOKoQqUizELVySLdRdnG4RxRnVqNTh/2VBvaeaXPW7a6vHYHW0+/4LHSBlcx0HJGvt2CH70yUVsucgfvjTEqRmPiVbMeC2hWlKUC4piQVJwLVwHXBssy2QgF9DrODMGNNmDnWpIU0GSkgMd4tQQJRDHaRYUYk2Uv4axJoohjA1+ZKi4kPpFnjloceJKTCTafO8TIRtrVZ5+rcjxqz537K1z6w7N9nUFpkoWF69ZXJy1aF2a8TZPWr/8ypHESo3122Rx5lsT4H/rX3yWU/P6B03jxD+fmb9W0WGZ1W7Cg7d02b25yOnLRU5cdvnUsx3e87Yu9++N8KNhvnaswm9+tcGPvmeet99TYaVZyJdcjVIGx5ZEdlZKj3KQR0mm/8aJJEkgTiFNMyVB6yzh0tr0ejhzcGcAV0pgKYFtZQDxXCh6mnIhoVZOGKv5jA41ePlMxK9/pcDZyzW2Vm12TMLGSYeNE7B7c4tu0uLg6QoFZTM2pKiVoVYOGaomOI6FENnD5YcOq62YRtfQ7CQs1h02T5a5d88iX3m9y9mZCkU3xlYOQlTZsUHx/W9f5s7di/z6V8ocPFFjpWMxXkmoFROKnqTgKVxb4NoS2xZYSqIUuXyYodyQ9bBqTR/oSarz1S2XFhNNkmbgTmKIErN2xtl1BTh1RbPYjigUO/zIe7rs2TDEc4cLvHG+zV37fd73gGJheZTn33A5dSWlWGzywK0pKw2XqasXK6Njyb99/OGbnHDpv3zMHfuBbz2Ax1EbJeVf/K1PfepnP3vq2shdexLGKw5Pv27z9OEOH37XEn/ukSI7N5U5fqHKqfMOnXaAZwl2rbM5ca7KL30u4S+/d5HtG4p0/EIenTN5L3IygMexJEqyZTdOck07JZf+yCO3RBvWwJ0VKfPIDZbKCiaObfAcTcFLKHsJQ5WQdaMtFppdfvGzNl8+NMxqvcTOMcHmccGGcYeN44Jt6wMsp8Ennre4dK3ErgnJUFlSLaVIGTKzZHAtiRRgjCCKLbaMt3idlFZXUW8ZFlYL7Nro8Z2PNPm9ZxyuLLjYVowQNtqUiBPJHdvqbPneFl8+3OU3vzzMG1dKbBgSjJZSSl6K5whcW+DYEtsSWIoscZairyYYsodMGzKlJc0A3wN5kmaULgM7RGnmdYkSQZTm+UwiqIeG8ZEWP/odHW7dMsyJi1WMiXn73ZotE2VePepy7KLg+JWAibE273kkJg6rHD2nGK5qbmdm5NmDO3/hwYe+Sy2vvP9XRkcq3zoA18kKQpm/cPHMF3/2yqUj4+uHJd0urFghD95a4rk3q3zymRb33NJi31af7RsqnJ8qML1UoOgJtm+QKCV46USVQ3vr/MA7VnDtCn7oECU2UWz1E6UkUcSpJEkkcSpIEkmaClIt1ri2FvRZickitxSgVKY62Erj2BrXSSm4CeVCyGitgx/7PHPc8Dtfq3LwRI0hx2bfBsO6YcnEiMP6McnGiYjtG+ocu+Lz2RfHqCqLsaqgUhJUijHNbsoXX/UoOwYhMmD5ocV77g/5wmuZJ6bZ0SzWLTaOl3nfAx0Onmlz+rxDyU1QUmQg10WCKOP63/9Yk13rFvnEcy1eOVVjql5gsiKoeoaio/EsjWODpQRKZg9yFsmhJ5zpnKppvbbCJTnQswABcSqI07wqmmbA7iSCdmwIAp/veHCV+/eUeOVYhcszWZHJEkWeO6Q4P5ugZZd79ne5d4+Njkd54aikWm1RKTnMLmqWWsfGG9H4zz75jsf03FL9o+vGhv50A3x5pcGl2Q6X56wfuHbp1X/21DPPjzhilV0bPdp+kbNXDXfuMtx/i83hs1U+/7zLl1/zefyuOg/essIDt3k0Oy7trssde1IeumuZyPg04pDRWoIXFAhjhyi2iROLOAd6kiqSNC/YpGsA1yaP3HpNDRXC5Ell5uOwLI1jp7hOTMGNKBd8Uny+eljyW8/WOHG5iohdtg4Z1tUMozXF2LDD5Khk/VjM5skW15ba/KfPlUjCAhs3Cmpli0oJKsUYYUe0/BK1skGITJKME8mwq0h0Qjt2aHdT6i3FzFKBvdvL/Nh3NPiF33a5ulTCUnH+YFgkiUcQSSZHXO7Y2WL/9g4nr87wO18r8JU3asw2C5RcRdmBkm1wLIOtwJJZOV+I63VhDRidPXSpFqQGklRk+nmaR+xU4KcCPwU/MSRJTBoFrC+3MNrnn/1OieXlBGEMjQAavqZSanHvvoB33pliyypzi2VePSNJkw671ysuTDvMhQnl0iqu/YXx40fkP3v44fsTo6/8lyis4Rb+5ID+JwrwIPC5aWPpvV976fV//+ILT1XGyl3i1OHlUwn7d6zy7fc5TAzBarOAlC4XpyVXFyw+/UyBN850sRzNWHmF7317QsExmOUu/+qTRT7xdIGf+GCHvZvbjNUUlaJFFGfRPEnWQJ72AK4l2kiMySiB6SeUWSOtUgZLaSwrwXUSbBXR8mOWWjH/+tMelxeHOHy6htEOIwXB+KhhtCoYqShGajYTI5LJkYQNY11GanW+/KbmjVM19m8UDJUl5aKkUtSUChHCDnFdC0tl728MpKnEDy38ICbRgravaXcMqy2b+ZUK9+3ucO/eBp942qOwqrBknAHSWCSpQxRL/NBmtOZx544Od+7s8PrDs1xdkvz6V2osNopMr7g4SlKyBU6Phsks8ewH8h5VIYvkiREkGmItCFMIEoi0gTSBJEaqkPVDXfZv7fI3P9jEAP/8dyOu1NsU3ZTve6JFtago2hZbJwosrpQ5N+twcSbl4nTESkcyV4cdW+vct1tz6nKNM5c1nv3UyPox+e83bLm/Hkfdz/5JYvJPDODHT1xgw/pJ9Ynf/e2dL79xsqLDOUY2OChV4MKU4jMvhGycaPHgbQHram3u319m3WiZjXMu1+Zt5lZsrs5ojvhlvnQowY9jOuEwrY4iTQwHz4aU3JA//+4mG0cStq73ue+WNpZQlIsWQmR0JatKyryAMxC5MQhpUCLTzA0JyISTlyWHzlh8/mCZk1NloqRI2VKMFQzDJcNQ0WQ6eMViuGoxUhNMDiesH/NZN1bn+RMh//nz46yrWYxVoFJSVEqCcjGh4Ia8fE4RRBZ2KQOVMYIokXiW4vZdPq8dr2XGJz+l0bJZbrgsLA/xY08uML28wmtHxrAlIGI0kCQWUWwTRpKObzFU9qhVSty7q8vD+7t876NLnLmm+cJBj4NnCpy7VCIRFmGo6MYKJSRCiBsSz7wmYDSJNhitsUVK1YnwiLn3QIdt6wI2jsZ85J0hBUdSLVmEkeKX/2aTdugTBAWEKdJol5hbKvDGSYupBZNNL1hI2LSxw23bYh7dF7F+pML5q0PMLYJtp6w0Fjn65tOV8xeXdj75ng+rhZmL6cSGHX96AJ60j6BKtnPqxKs/NLMc/HPFHJOjFq+c0Tx8e5fH7y4zeq7AmSmbX/pUyqZ1LX7w21bYsbHDutEqmyaKTC84zC9r5ldS5lYVc02XVEhMAQIN3bRIu53yzz4xhEliJsYC9m4OGKkmfOAxn83jEXEscr4tYSByk/NPKTVCCj71XIFjF0sIy+LqbJGZhSJeQVF1BbWSoeJpKh6UC4JqUVEpK4bKFiM1GK0lTIwEbBhvkZoGn3qxgt8pcdNGQ6WoKBcl5YKm7CXYdsSXX/MIuxJ7HGQOpjiRlAqKd93t88Kbmk4o6fgpra5Fo20xv1Lk5m1lPvBQi8Mni1xdLaOkBuKcL9vEqSKMs8JMJ7BodhzKhSKlQsjNGwPu2R1wbbHJlbkGlp1y9JLF732tiFAqA/eN8weNBjQYQxylbJlI+OBjPqOVlN1bDBMjkCY2YVQmSS1WGhZJmj9svsfyapGZJY+5Zcn8subaUsLMSkwnidi+uctfeDJk82iJ81OjvHrU5s0LKVhtHrol4Py1IumlJR5/qPPPXz14sHt+effHvvDs6ejbHvvv7wz6EwH4tWtTFAtLu5qrl39xfuoFmSYFllsOU3OaTzWafP+7VnjkjhpjNY9NYymX5ob4V79VYM+OFk/cucy2dW22rS8yu1Tk2oLFqUsgiClYhm4kCFJBpCVBKom0TaxhqVPha8c0hpQ/OBgjRJrdJJPdJMjFkkwLRAiFEBKpFElsIbWFbUnKLmwbM5RsTdHVFF0ouoJSQVIuZHSoWpYMVWCkmjA2FLJ+rE1KnX/9+x4vHR9nxwgMFfPoXZSUCwnFQkSp6FMoFHGVRMmcg5PRgTi2CXyBH6a0Q0Un0LR9nbXMlRymF6o8uDfkr333Av/y9yymGi5CaIyJ0akhTmyiWBKENh1fUfYtSp5DseBRdIt4bky5EHHHTRGOHXPXTQkfebyLpZK8CKQRwlxPynNKp7VECIlrK8AhCC1W6lbm20l7OY8ijhVBZLPaKnBhyuPkJcO1xZiZ1QTpRGzZ2OWJOyP2b/FYWl3Ps4dcrswaTl2JkYUO3/+ODmVriJWGhSVSPvf0i3Jic+EXR0aiF2fr/ok/CWz+dwP81z7xWQ6eqxUW5i68v7NyXGyZ0EwvGiqliAM7XJ49UubjX27y4+9d4uE7K0xcqTBac5ial5y+7PDvLofcvL3Nw7fWuXtXA6OKvHqyhBSComOwJBRSQ6IFcS/T1xngEyNJtUWsXdJc9ho8+lVKAZYQWaVSgVcweJbBUymuDa4FnmMouIKCIykWJEXPygBeEtTKmuFKwkgtZHy4w/rxFf7z5zW/+ZUJNtUUo2VNpaQoFxWlIhQL2ZzCuRXNxTkXz8nst9Bz+gmCyGLbpGZyNKAVOPiByaO4pNG2KBc8ysUaH3l8kUtz8/zyZzdgSQuDJtUpiTbESUYT/CgzRXU9STGwKLg2BTel2c5yDMdOsa0U206xZNYoIWVWzhf5mVlXBCBykAuaOndZ6iyvSVOJ1jLLd3RPolUYLaiWG0ytaC4taW7bHfPIbSG3bLbRySgnzpe4OgcXZ1LOTEfUhjv82Ld12Fgd4pk3CtQ7HaolxeyyRMjDYse4//6du3ZcfOlrv+c/+OgH3lqAV13XaTTm/+7i0pW/K+KWvDZfoNVNmFmRbBgW7N1kc/RyhV/+XJuPvHOFXVt91o/WOH2lwOiQ4sqs5PxFh5PnIw7d0mW1ZTg/lTBaVllVTpm8vG7Wyuy5Uy7TckU/URrk3EBeycsSK0tqLJn9e7YCWwlsy2S6sSXwXInnSAquouApygVJuWiollJq5YThSsjoUJfNEyscPBfyiefWM+S5TJQ1laLIwF2QlDxNyUsoF0MOnoWjZ4rsHDM5710rm/uh4q7dhps2+7x+okY3NPhBSse3cpDbFL0CBa/G97xtlaPnFnnt9CQYhdZpZodNDEls+n4SP7QoBoaCp/AcjevYuE6Ka2ksK8W2NJbSKKWzLVhkZg1GGARrfG4tOc8sxLqnSOme/JorVWn2tVKavdsDvlvF1Ntwz25JHI8wNVvk8oxiai7l9LWUZhSwbl2Hj7wjZttolaPnhkjShJu3+iAsKgWbudWGnF+e/kfF0pDjudWfAaK3DODT876Mwu4/fv6ZX/mJTbULTjdwWFn1KLkarRWWspkc1dyG4cpClf/wKYfNG3wevXWZu28pM1SpUivZjA9JFuuS0+c8ktQwXtE4Vqbf9osSOch1Xonr/dwYw0Dl/boVt1eq7hV0lMwrlgpsK2sUcPLqn+soPFdRcAXFgqBcMFSKKdVSQq0cMlL1WT9W57WzPv/44xNMTdfYPqqpFaFSUJQKipIHJS+l4MU4dkAzMCipsJVBDkxpTXVmuooTh0ohpptoumG2P083SGl3Jc2Coth28dwyWydjfvqHmvzUr0lePT2BQaGNJk01SZoQJZooVgSRwnclhVDhORLXMdm0W0tj25nebymTAVxlAFc5TRHCXG8tzUv7Jg8iRveA3qsvZK+GLIgsrdbYNp4SD0suzbjMLyvmljRT8zFnZxN2bW/w3bdFbJ90UGaMo+eKzC4J4ljR6Y5gjMbohGZH8rkXF50HWpd+pFxw/p+3DOCB38GY5GdeO/nVv2GnZ7xm6NIIFI/emc0CSVLQJsEPJEMVh5Ga5uq8xdnzLldmuvzIe+vctiui6I5QLtoMVRQTwwkdXxPFIgfvAJC1ITViANhrJzcAPKfdeWKZURQlBUplcpmVt6LZlsR1JI6t8NxsJEPBNZQ8TbmYUinGVMsRwxWf9WMNXjvT5ac+NsrZqWG2DGcKS7kgKRVlFr0LhqKXUvRi4jTiN54uI5XClgYl1mRCbUSu29t8/xN1nnojoh25dHOAd3xFu6Nouhae4+LaFXZvSvgnP7zCP/yY4JUTE2gjSXVWVo+TzGgWRprQy+yurivwbIHrZJVNxzL9iq2lNFJl2rgUJmuU6AF8reQJ5NearJbQ++y9SQO914zSZEatti9ZbRqW6gkzSwnn5hJ2b2/zg+9KKFpDXFsocWXWYnE1pd6K8UPDhWvZSuCnFnu2hgylDq8duTT68P23f3p1tfGalPIna7U/XqXzjw3w5sopjNH31udfKzzzpmKsajPfSGh02rz9Lh9FNnLMki5L9SJzyw4bxy3mVxTnp21+8ynJX/2uFfbvNHjuEKWiy8KyQ72V0g1S4iQ3SPW8E0ZkPooeqHsX/obP1QN4z4PRq+T1ordl9XwnEtuWmX/DEXhuNvOk6KaUChm4K6WIWsVnrNbk4Jku//ijw5y8OsrGIcFIaYCaeBYlL/OvFLyEgpuNTJ5ZGcJWAiV1LsutJZlpKkkSxbqhrHjSij380BCEGj9IaQeSQlfhOTaO7WFbVfZsTPgnf2GJn/xVeO3UOKmWGcBTQ5ykeSTXhK7GiySBo/oUzLbBtjKKlvlUsvxG9rTx/PUbYDyjK+T5e27Y6gM8z4viWNAJBPVWyuJKxPyq5uw8bNrQ5cNvN6yuTPL6tM3ccspiPWS+blhsaZRKKFdTXBXyjjsMtaJHZTWmti10j55dfMfhU5eF+O/YceKPBfB//Wtf4LOvm+LRV7/g3LOjyZZxm/PThsmhmGNnqrx6vETdT3jkQIvx4Q4jxRYP7rPYsq5Ex3c5sMviwoLhynyXneu67NwUUynWwFRIdFYRiaK0T0l61TaTl5eN+Xpg9w4p1kxUUoKUog9uJSWWJQboCXg2uI6m4BkKbsafi4WYSjGiVvIZHWryxvmAf/grQxy/Osb6mmKspKkWBGVPUvQUxYKg4GUPR1bqj3jttKATOHiK/CHLOHivCSHVgjixKHmK+25pc/BkhW6c0RQ/TOn6irarcB2FYzs5f65x8ybNz/3IIn/nl+CV0+PEWhJrnTdLr/Vgho7EdXTfM9/7nS3VO8lpyhqNk3mV9xuBvFcUMoiB+9EzbAmiGNpdzeJqxLnZlJmmwagO2zfUefX4KJenBfV2QDvSNMKUh25rcmdJs2Eo4eHbJI1WmSAocuSiZuNYzNmpIq36EvWrv+u8/z2PFOcufaK7bvt/++Ss/2aAL85PMTaxqfYvfuX3/lMQJm87dl6w0o159A5JFFbxbJv55ZSlRsrxUx6LLY2WMZ98IeLWrQ2+7QFNacgiXdT8u0+P8Ut/KHhgr8+771olSQsIXJzcmKS16ZuCzADA87ByPe8WmaFIyBzcuclI9QEOKncM2hY4Nji2xnNyg5WbUsjpRbkQUi37DJVbHLkQ8g9/ZYijV8aZrFmMFTXVApQ8QamgKBYUxX70TvHchHIx4PmjDo2mx9DQWpm8Bxit8+73VDE+onj8tg7PH9JZF02kB0Au8WyJZ1vYloNlFZBSc/Mmw8/+yCJ/55cMr5wdJ9YWce4AzGyvWSR3Y9l3FzqWxLJyE5YUKKt3beh/vt5D2KMqoudKY60gdOOpTWZoi9Pse2UJSkMBf/1dS9y3N8a1Un77mSZLkcHYKR98tMWezZINIwphCiyuFrl41WWxrphbEswuJ5xMJQ/ub1MqlIjC9ttOn5v51fL6P//jFy8+0NixY8v/WIA3V2cJO0t/x7SnPtRu1tm4WdDoujx/vMt3Pdxk42SVlXqRawsuy3VNvZWy2rJYabu8erTCs28aojSbvO8IAQm8eqTGmXOwZ7NgtGZQSqCU7JuBeg646yJ3jvReRa7PvWXPQbfGu3uOQUuR+TMsg21njcWeo/GclIKXUPRiSl5IuRgwXG1y+FzI3/2lUY5cmmC8ZjNeTKkWTQ7uPHp7koKbRX/PTSi6EYkOaUcuQknsXgTvc3CRez9yg1hsU3KCzC4QeQz1QB6kdB2Vb4kisS0L2+ptQGvYt9XwCz++wN/6j5pXzkwQa4swFUSpzqO4wIs1rm1wbIFj6Xz1ktlqlq9o2fXJu/J7rwPGrP6DOZjrDOZGA6dtS27d6fDBbTbD5VEkApMavvexhO99LM6082SUru9w9nI2Ym+lCcsNw/Riyko7Qqsu73sb6LiEHxmWl1scPLLwoR3B0Ys6jX/yf2gE/+qhWZasdVtOvfjL+/32ZW5an1BvWjTaisXVEv/8d+CRA3X+3ANttkxWuTJfYLlu02gb2r6m62eJUJxkkbmnvCqZJXslTyJlFmGFEP0LaVirSprBNbMXtQeTyt5ym3foqDyZsiyDrTJgO5bpuwc9O815c0zBCxmqdKmW2rx2OuHv/edR3rw0wVjVYqyQUvUM5RzcBS+TE3vgLrgpnpNQKUWcvmJ47nAJR0pspfMkbk2j0PnSHqeKRFs8ckfMzu0dLk4VGCtCEGW9pUGY0g3yKGwpLMtGSZMXjQy3bIGf+9FlfvKXNC+eHCOIC4SpJEoMxdzD7dpkILd6q5fOKYpEqrS/wikpBgAuBkDO1/GVQZCbPBkSIqM+bV9y7moVz82kyF781ybz6wchdAJBu6tptlOWm5qri5p6EPEdDzd47DaBSYZZWIFuxWJqyVBoz+AUXtn/vR/6vi3GnL0qxO4/eYBfvDxPtVzbeuT0y//q4uzqe6NumyASHNgVcwCX2UWXw+eqfOkVi5RV3nnHHAd2l+h0Syw1PFaaFh1fEYT0jfM94z1ky6OVe5iVXFsm+1H769SSPHLfCG5hkKonC2ZgsFQetS2DY2lsW+PaGtdJ8JwEz40oeiHD1S71dpcXTsDP/dYkxy6MMpqDu1YwlAuCkif6WnmmvOgsejsZwAtuSJSmBL6Hp7KHTApxnZOvV0jJEk0r4/JWSBgZ/FgMAFzjOCmObWHbEksplLT7AEfArdsEP/fjdf7Zbye8cmaE2WaFoCSppYZyYvBsg5ufdp+imVwuZADgaxG8/3nzDz2I8wGG2P/OmLWcJ4olrU72b4JYs+ImhjjJx3wEhpWWYallaIUplWqX9z7S4cm7XKZmRjl81mJmOUaoiDv3RNRbKZaZe++5M0fTXbvv/f91mgtXStWJP1mAh+0rdHThnpXZs++/fPEsYzUXbTSvnAxYPx5y81aHUJdZbXv89pfHePF4m0du6/K2/W0mxxz2brNo+x71lku7axElmZcijkXWI5iucW2MwAwgeqAH5zpW2LsJ2biHXvQ2OT0xuWswi9yWpbEtjdO3x2bgdp0c3MMdluo+P/sbRT776hjLnSHGqpIxLwe3l/HuYp5YFlxJ0TV5BM+4t+dGQMSzRxzqscOIy3V+7P4Dm8ttaZo1P1Rci8cOdHntbEQ7dqnm/Y9BpHHCzKvuWBnALWVQ0kbIrECDgT2bJP/y/2jxhdd8fuajE0wvD+HXLGqOoJxoigm4cTZ62VHZQCO7l2hK0U+Ce6+Difrgg5kvqmtANze8YnIKNgjqrCsoTAStAFY7hk6YUqvGlIsh773f55FbY7ZPFLk8U+PYxYSzcz77d7TZMGoRhi5FV3B16jJaXX5/Oxj5jTD0r/yJR/DDh76AY0suXu3gSY9WVzJS7XD8RIHjFwxvnNMEYYJEsrEqmZ+t8dvzRb7yesjGiZAH9wcIE/LA3phdWwXtrkeaOISxTb3l0faziVNRkt14bcSaFDhIS/IL3YssvXJzTwVQPYArgyUzYFsqA7dtpTh2imMneE6M68SUCz6W1eX5oym/+sUKn39pnEhXGK8IRr2MlmQSYE8nV/kp8sg9GL1jLCvk5VM1upHFumLv89wYwfNEU0viROHZintv9kl0BnA/FgQ9NSTKRq7ZVm+FUzkQs+pjBjbBaE3woUc7lN1ZPvpFnxdOjTAfF+h6kkpiKFkmA7mV5yHK5HmJyUHeu4ZizTsuQbIWxQdY1kAUpy8AJDobURHEhnYAyx1BN4bEpHSDmHVjIfffESGM5qH9CZtGJZNDNkZXmV8pYIzgwdu6HNirWTfsEUWS105pRso2aepx7uwxRsZ3/vUnHrv/zeVV//zocOG/H+AXLk7x7z7+Gaba4/vnZi791MlzS+zcZNi/zUanBex9Ds22ZKWtKSmNl/+LG0NN03dYadmcPV/kzEVNnKZ84bWIUjFFJylP3tdk7xbNxkmXZjsb7+uHFnEqs+Qy110HwnZOXcwN1KRXlcscg0qSD6bU/chtq8yL4doxjhPj2RHFYoDjdPmtr1j8/H8Z5+LSMLbrMVkWDLspFddQcqGUd9gX3Kza6eUFocy/kuYrQUZPllspncjBUQpHmn6C2fv8hjV7Qdb4K4kSm4IdMFnzaXTL+LHIx61luYJtp7nMp3K5U2UAvy5xzZyP732ow117l/i5Xw/4zS+PsZqU6Lo2JVtSsTIPjmuBo+g3Q1i9ok++8sk+VVkrAA0GlUGy0qOQWmeNy0EEi23BcpAyMdzhwFafd98bk8SKSkGwfZ0kjl2kKBOEHhevOTQ7Fn4oAYNr22gNb8xKmp2UudWEi3OaW3d22LNphYI58vC1C/76brdxvr48zdDoxv8+gKdpyt/7q9+39dDRM5+8dP71PY/eBi3f4/illOFKi7fdbhPFRZbrNp3AJogEUQR+zrX8QGcjen1DN7RoL7sszGVDei5M1VBWwo+9d4nHbm3jBw7GCKy0V44X1+ndArMWTfLqmxwEuDQoqZHXRe40B3mCY2WUxHVCXNvnykLCL3+hxGdeHOHSwhCVos2wB0NuStk1eem9B26Zg1v2i0Jezr1dJ3twKqWQT79scf5qAU+JrGLYU1BYQ3l/jIPJeHicWOzZAt9+V5tf/dIInaJFJc6ukRvleYPSWJbMFSYGQG4PhNRsVdg8Kvl7H+6yf9s0v/T5YS7NV1lNCnRti5ISFHOgO9JkD06uMvVXv9517cmHZPx8rdJprss7TS7lJin4kaAVprzjzjo//u0pSjq4dpEwsvEDm/lFm06gaHUtWl1B1xd0Ap0NQY0MYQTdULPUTAl1zNtub1EtFmm2Srww63B3eprNW279z5u3P/7uMGj+f1KVPxLgnW5CsaB47qXDGxfnTuy4ZeMi52eKCJVgjMMfviRY7jZ48u4Gd+1zaHWK+IFNx7dp+xbtrqLjS7qBlYE9H1ccRtkogiDKxqe9cHADFUuzflTlxYe0P22KXsTugVysATt7zU1DObgz1aQXvVNsK8k6d6wE1w1xrJB2GvGLn3T46BcmmVmpoVWB4api2DFUHU0xj9zFfvle5j6VnJrk2nkf3E5WvQzjiPPTLp3IZcjNVZxe0amnSvSqsGbAkxJbVEoW2zZGKDegHZXxHUEhNoQ9gFtpXqhRmY4texbgb5S8KsaqXX7svV3e/8g8H/1Ci1/+1AjLfgnf8vAsRdESFJTBTUwWzWVGVSy5Zm/oVTm/LpJzA10ZqCrbynDvTYrH942yuLzmWc/MYAI/BD8kD34JnUDT8TXtwNAJoBMbmkHK5g0+77mnwyP7XV44Iil6EeWCzVcOBpRHTu+41yps3LD1jivGJAjxzWH8RwI88hewRGls84T1yae/dMJe7RaZrEnm6w5X5wxjZYuXD4/y8okud+/tsHNyhXfcqRmqetjKodP16PgO9Xa2k1g26y5TCaI4G+sggFJBoLUmiiNcJ829yjdQkgFw94B9HT2RuUtOpRnArRRLpTh2jOdEOHZEM4h4+Zjkt75S4VMvjhCkZRzHYcQR1BxNyTEUXUPRWQO350pcV+Lm1CQrDOXKRA5wx84qn5fnDC+8USSKbdyS+boEs3foPgfPrKhRrLBti8fvavOJr3Y4O13C97J5L6FtcBKwY40daZSSmW4tBVLIteE+PYD3NHYtKboWEzWfv/U9XW7eHPKbXylz6HSVJb9EoBxs28KzBAUJrsxl1J68Kk1WTxAMgPwbAD3/P0H2uzoWSCM5ft6m6GUPYH/KbZQShAY/0nR8Q71raAeGdmgQdoqQMe+8u8XWyZT79ggUVZbrRbZMaC7PeCyswr5tKUeOnLC37bjvk+5K87Zut7v0x47gl5dGpN88e8/MpWeqSgYULMXpazF37Ym4dUeRi9dc5pcTZldKvPJGkWd1wm88HXL3zW3u29tkz6YG42M2m9Y5hJFLs+PS6th0A4sgyseYiSwalgu5d9lJ+8WMNQOQQfaA3i8p677dM+PdBkulGcBV2qcjlhXT7MS8dELw8S9V+MrhKqvNMrLgUS4oarah4miKtqHoGAoOedTOInfBlXiOwnMEnkPu0NM5uDWunX1uZYWcm4aZppcVVnJ+e33hZC3SZX2QGcgTLYkii4mK4KZNPsenErqxTZjP+HaiLDLaKs0pSq9QA/IGn8aaRySnP2nmD//g4z7vvLvOM2+2+bUvVzh0usJKu0hTOnQcC0cJHClwJVkPpzRYopfX5FMIRG77HQB4Rl/W/hyg3tbEaYRrZcl1oiHMpwA3fEHT1/iJxnYShqohd+0OeWBvwN27oWh7xHGFa4slZpdcZpfg4mxCqdjhnpsjphYqtPyQ5557qvq+P/fwPVu37PoSf8TwoD8S4GXrkptY/n987vC1UlnB+JDBdRVxWmfrhoDhyigXph2Ga5p1IwkrLVhu2bx8pMwXX465ZUeXiZGIb7+vTcntUPUUu7ZYRJFHqi06vk2UiBycWTLVoxlrkaKnnJjrDPoZLdE559YomaJkitNTM2TMUjvh+TcsvvhSmc++UGWxVUJ4HnbZpmJB1c46eQo2Oe2AgiPyU+aW05x3OwK3F717ALcSHCfBcyKMiXn2sMvVuQKjwwJb6pzHirVG38ElfcBymqYKP7TZMiF4/ECXz7wa0Ylt/Fjg2QYnyaJ4GJuBVUr19WqEvI6mZKdca1TQmd5ecEM++KjPO+5a4Q9ebPOFl4o8f6zMYrOILxx8x8KyFZYQ2FJgS4ktTE61DAoxQA2vd25KMloTJhBE0OhmPbBxLg/GBqI0YeO6kM2jMSUv4tvui1g/BPu2WTTbw6w2Pa41XJYbNksNwcJKysXplHrss39XzLlrRVpdSbkU46mzpTi8/z9Oz8zcDPh/LIBb8SGc1GfYXUUbm3rXUPJi6m3JG+cDHti7gmMPUy05LFUcRtua9Z2UdlfT8m0WGjXenDEcO58QRjHrxn3u3xuwe2Od23dq1k9IKgWLjm8RJxKD6CeSPVD3QL526lwO1Igc4JaV4lgxnhcThClnZ+DKrOJ3nq7ypUMVFuslsD2sik1RScq2oWxpCrahYINnZ+D27GwmYWYzlQOnyP/c5CDXfZA7dtaednFWc/yyC7adL/NmoEQvriOta4kZ/caBJM3ykX3bQvZu7HBmpojvCYqJwI0NoSKX9nQevXtqSk+CXOMqfZ09lyK1Vvn0AZsgsikUQn7wXSHvua/BU290+N2vFrky63FmpkjUcElci8CykEpm5XzAyl97kbpPWwCZy1w9nRyTKSp+aKgWI0aGQw7sDNm9KeSBvQkbhxVB6OFaQ6y2Cxw65dDu5o0eHWi0NKuNhOnlhJUg5p5bW1SLLt2WoVYOSbTiwlRI9Nw5bKfIH4nhb/YHMzOzIo78v378lY+PerZDJxIMlRKM9rg6W+LQRZ+t65e4dYvBdWrUSg6NtqLVlXR8Q8c3bPCzDZ9WWjarHYuF+QIfu5hSq4ZsGA+5Z2+XvZt8Hr89YnJMEoQOaaoyDTwHe89QL4TJLZ06G/0gU1w3m6SapCnzK/D01ywuThd47mCBmXqBi7MlcF1U0cKzFCXLULJ0piLYBtfKBse7NjmIe6fMT5UDnJxz5+C2U1w7i97ZgxVxeQlOXyliy+vlwT5FYc0PvuZx7zUQZG1gSWKzd4vPTeNdTlxK6CY25VgQWuAk2VhoNQBwKQVCyusieZ+m9If6iH4y2++lTG1C26FSiPj+J0Ie2t9ipt7i2dcdLl1zeepwkdkVj9S30dIidhRCymylyLvyJZlmDmtVZYNBa00cRWwc6fDkfV32bEq4c0/KptFsFnm9OcLyaoHVtstKw6bdFbR9csxkwbHZSVhpGS6vwt6dHX7oiZQ3z5Q41pA0OinlQjZdYP7apdEf/aEf+OsL87O/MDG53vw3AfzksZdJ0/RDh0+1Sqsdw/6tEWenXRIds2uD4Mx0id99dpn7/tISN21KGKkUaXZcml17YOMjm7Y/sF9lK2W1rVhsFbkyVeLitRqpiNi3pckPvmuZDz7eII0cUqP6w3p6s0x6jbJKpdhuSpwaLl0THL+kePpgkROXHU5dLtAKXcLIBdtBVWxcJSgqKFqawoAO7Fo9n0bPNpv5wt2cljiOwnFk/gCYNe5tp1ll0c54vufEGB2xsCoJjYtlSRxpsAZkthsCeB/kqbm+3zFKbAQWY8MRUgV0YpuuJTKlI14zjFlKX1eBlGIgi+0NO0JgtFyL5AODkexU9cdPdEOHyaGIzRMxd2wP8SOfP3+5yYkrDk+/5nH8sselKY84UeAqjFQgJKm4MXs2oBOcJOQjb1/l+5+I2LXRBgpgPOqtAsfnPepNm+WmxWoTWl2dbYoVaPxQ0w0MLR/qPiy0FVJ0+PDbV+h0NnBh2mbnpmXSxObMtMe+rSG+v1R6+ZXXPySk+oX/pgj+0gtP02y11ZHj58RItcXmSU29WSCIHPzAwZ2Q/Nifq/Nfnop55kjIk/fOM0SBaiVTT7pB9vfavs1qy6HeslhcdZhfzuyotZKmGxqavmS5U+DV0x4Xr1l43jW+85EOJlYoKTB5MSPONXUh4Mq05Le/4tKNFUdOeVy45rLccQhTBywHlI2qKBwpKCgoKoOnyMaZqdx4pLKo7dgiK3oMgtuWODktcR1wHXLVJCuZ25bGsZO8IhpT8CIW6ylPv1Km2XYZqgqsXIvvmb5urAD2Qa4HEkItCUPF6IjinfcFPHXIZ6pZwrdlRlMssBODHfc061xjl2kmFzI460T230Mba+A9MqA7qSK1FImtiFOLOLYzKdWOKTkxD+1LuPfmkPc9HHDumuToaRs/Uvzm00Uuz9sgJF3fIvVlXpAAozQqSXj/Yw1++i+ElLwh5peGqLcKWdALFM2OxXJdML+SslxPqHc0q21oB9CNNK0IpJ2iifHTiPfdv8LESMAv/YFksiyoemU6AQwV4PhFh3IxpLp6WWzecrP66lefTt7+9nf81wFcCKhWSr+4XO/eGkYWwaxGC58Hbg3ZMWmwrISl9irdtMDf/9go//YzKUmq2b8t5LseaREEkiBQVAuCAzcZtPa4MjvEm6YCQlAqZDO8JxLDel8jFExNu/zGl4o8fncAKubIEZuVlqTgCQ6etvncix5BrAhixdy8gxYWsbHRwgbLQrgWlpQ4SuBJg5cD21UGV5nMA27lmq+1FrmdXl9mH9wq79EU/ejt2BrH6Rm00n70dpwYpSK+9qbiM6+WUY6VyW3X8e9vHsF7WnjGwyVxqggCm/fc7/PZl1v85rNVOolHKefhdo+Hx72ijOl3CwnRe5J6hEEOcH1xXcNwkkoSK4vktqVILAsrSTOgqxSlskH6Q17C/bsT7tsdY0TIBx7tEsTZOLc/fNHl9dMOBVew3JIcPWaDp/nwuzuMjVmcv1jj3NVh2l3Vn/7rB4LFesLRSyFXlmIMCft3R2wupIRhShClfNfDXfZvS0kSyeRwyrVlxYrf5uy0zSvnFNvXJ9x/S5cN4y7tLkhdv9X1ir9oDD/2XxXBl1c7VIeKlYPP//7ugtdVti24dZvN5TmXl06GPH20QxgJTlwap9v1qNqSoJWZa149Bq8d1yRpNjh9qJpw/y0RRVfiklC0NeWiRaWo6JV6lTQ8eGeTkaFZhOrycx+rcO6azRsnHFotC6kUoclOgwRhkc0FtkBaSCmxpcjALA2u1DgyA4KjwFFrM/oykIu1hgcrawToNR4PgjuL8Lmt1u5F8HTgTHCtGGMiZpYdotDDrUqcvOytclfedVXMXkcPa+X1NZBLUq2IYpuhsmLTaIQjAvzExU8EBSsbgtnzkPQKWkoO2ltl/72y95B58UcPDMHX/W74HjVKkjSvG6isQKYS4iRFxVktwVIpUiZsHNX5iqG5eXNAZHykldJqCd44ZXN2yuJ3ny3yiWfLDDsFap4caLbO7nelKHnX/THSalP2Qh7YFzFcFoSRRZxYwBDGKLQSBIFh43DEz/xwl6OXg2wrFb/G3FKNq3OweaKFlL4aaQW7v+t976nEYbtlu+U/GuCLS0usrFq/cOzU5UdXVjs4xRjX7TA56rHQUjx3bJghz7C+KCgOZ+40Kdb8CKmWpDkPTLXH1SuZ+D9Wk2xdL6iWsvnbjpW1ilVLCTs2huzZmnD6WsI//WiNc1dLaFdlQBY5mIUEmSU7QshcyuqBOi87S/KNW3u68cCrlXfSK/Kt9+iDO2vryrZEcR2RfbYBm2kP6I6lcfLqqG3HuG7MtWXNrz9VAsvBlmItwezTE/F1EXzQRNYbEpqBLRusE8U2H3mnzx8873NqoUwntSkm2aa0mQvQrHXiqF5NgL5G3TeO9FYKLQcMXr1T970wlqWw02xeip0DXcm1olnmG8+/7udDaUbFkpSxUsqTb0u4aSrl41+qcubSKDs22OyeCKkU17Y6dB3FcFUxUSkxPuzg2Jr5RZhdEP3+zjSfxYLJKqm2pSm4CTeviykXA750SDHbTOhqjecZtAloNi492qpP/0KSJn/5/zOCv3HwywghHaWvUSrAcrPC8fMl6m3wA8FjezPcqbw7XeSRqjdcfbDTXeTd7J4jKJey6VDVUpKNVnBTil5CrewzOdqkHSV87AtlLkxX0EUPpJ0Bupe1i0w5sEVWVnZF5ha0Zfa9Jck9FXn3eM9IZDEwByUDuWOtddWvAVz2aYvrmH5Lm+PogcE5CXYevR0rRsqIq/OCpZaHsCxcyXX0pF+eH6j69Qo9/XEMg8DLlY4osRmphGyZ9DkzH+KnFkEKbiqwU4Od5Dw86ZXTByq/Ql3XqdCT7bJJu72NAMQANdJYqSZVEmX1ti9XuVktRSqdrxT6Oml2EOhSaqw4Yfv6kB96ss0/+WjAbN3DEjBc1JRc8gKaJoo0fmBRWfCygUgqcyxe1xLXC/iiZ3teS65rTsKBrZpGy2aoaFhoGI6fmaH21S87Wn+9kPJ1AA9aswghaDRhvmHTCTo8tK+L53oEQYm27xAnvYt5ffZ0I7ilyDppXCdryC0Xk2wUQymi6EVUSz6e12VmNeAPXnL56JfHSAolpHKQUvU3hrIEWcEhB3XP49H7uv+zvMFgzQpKv8HWUSID+3Xgltmr0wN6L/nMwd3r/rF0n6LYVsZPHScmIeYLLxdYWCpgVxXOoIdjUEFZw/haBDfX8+PBok8QZhNsn3ygw8vHAlqJR9eyKCSaKC+nK7lmiOoZzoTQA/ekl2iujdrIpMN8poqBVGXvaWlBogRWKrGUzGmKJsmBvlZM0/0Cm8xBLgbA72iLH3giYH55gT94IeHsUpWybVMrCMouDBcMlUJCsZX2N7G11JrdoI+hNUZzndcmTk22HXmiKRfaPHlPgBAFrswHHDsxt9ZD8M0A/vHfeRrPKzz4+mvP3SXSgLGapmAJpuY9KiWLO3b7lDyfKM7kJz/MdlToXcSe+69XnJG5FbNUSBgqZ40FSoVESYRQES+fFVyYlTz9+hgvnqkSJx5FN+PUGaBZq6KJ3nyTNY6resCW2X7yvVEIg8Duz0FRZP2I3wjgvYSzx7utHi0xOd++3kvu2DGOHTHf1By+UADLwcrpiTVgUBqs9g0iPGvBM2uRXNPXw3uaeBzbHNgZMlLzadaLdBNFUYGdZL+LSk12xoMAJwN5/43kdS1/xgiMNv0pVVppUi2wtSBVklRpUiVIcpAPmtd6dgjZA3lecJMDoI9iG89x+IkPhrzttkWeOtTi/GyBQ+dKBIHNfNPGEpKSC8MlQ9HNbMxKDOwlxECdgCzv8MOsiSJOoFQw3L5bUCt6LDUU9Q5UKyF33GLdde+9Dz74Fz/81Eubb3rnNwa454VIpb9t+8bg9stTAYsNw4GdisWmi9+MOTHVpVqKMPnWF3ftTlg3rElSK98mROQbqmZzNpTMALHc1By5IHGclPmm5MuvecRpkeNXisyvuChtU7AFI+W8SpbvNnyjz0EK+txT9sAu1qyeWXPxWtubrQSq372yBuxe820WvXPObdHn2z1JMIvYa+C2++7EGEHM5190eflEGelaOFJk87f7DsLB+SyDPurBG5mPRutH8SzRTLXCD2zuu8Xn2x9q88ufLxOlLp1U4qWGMCFfuQZdfzrPT/QND9Q3i+SgLZmN5tCiD+5UZaPYEiWy6qUy14G7D/K+6Y1+EU6QFfhcJ+XePTH37I6Zr7c5dbVDmMJTBwss1G0cR/LmOY/mjJ119/dMY/0GCkNqNKk2jI8kHNgVZVO0tGC4aFg3BHHqcPKaxZ272lye0Zy5Ft6+c1fj28IoeekbRvCgPYVbKL3zyBvPfnjpYoMNIxbLqwVePZGy3Epp+5o4cUmMS5wawsRw1y0RG8YSkkRjei1nA15hKSW27TC7YnPwhIdSEm0sVuo2jhSUXMHWaibfSZFdeQ0MUqmeS20tKq5xXKV6kZw8gtNvw7ouiufdMLa6HtzZOIUbInfes+nk7W221Ws4SAbOmIiY3322QmpcVL96OZhgrvU19pSN6zh4vhux0T2aItG5XJglmxYCmw8+1uU3vhDS0DF+6uGnAjuhH8WlNMhE9KNpJhfe6D2SA9KkGAC5ILVM1jepcpBbBqUzupIqg0ozB2NWPZZ9a7KUg2a4LOzqvg9GIITJawYp998cY6mYA9tSUtPFshJeOWmxuCpRlrmuVtB7ENN8q8P1Y5p796b5tDSF0ZIkETTaFssNRRAOsVSHtl/nlaPRh9/1xOPPnb0w/dTunRuvB3i9pSkmyc5zl8MdT70WcGB3wve8vcXscokrs0WmFw0rzWzErx8afGk4fbbEsVNZz12SGtKBJEEIkfPkzPFmATbZoJ0NG/LewN40JZF3mec9fIleS8AG/d+DnLMXyQdneygl1rh47ri7bthNDmxLiTUlpS8HZh33WWOyySP3WoJpDURv1444fEFyftbDKBslJY7UWDf4NOQAAb9RRemd2qztI7SmV2cgjxObHetj9m7v8Oq5ArFy8BOBJ8FODVYicvqWd+EkOQ9HItBc/5ZiIIqLAWrUU7966krmd8nAnbezKTMA7h41Mf170wN1kmQbgsWJ7O+LlAWiLFgUvMziIEXCgzdnCWo26Xbts5rc7psmiiixSBJFp5W1M3bDrMdguQHTC3BlwXBtJeHB/U1uWicYLQc7BMlOx0qf+roIPjU7T8ErsLC6zFA5Yn5Z8aWDmmurPu+6s8Xe7TUuTbvUW4aOr+kG2elH2SzBOM2GY16fZGYgV7mSscaJZQ7IzAWnTeYX7gZZhTOK83+L65f6NSM+KCGy7nmxBu4syRT9bnGrD255HcAHh/9k3fb0gd2vVvYjd4pjZYWdrCsoxhDze88WWVkpIFwr093FQOJ3owdlcDkakAh7Q0QHfdx9bVor4thidFjy3Y+3OXyhQph6dJVDIc24eM/OqiQ5uHtrhc418Z4xN6cqN/DxbLCSYHBbwTSX6pTurUim/3VWWJIDAF+bhJWmgjBSdAJFx88aHbTOlbSB/s+sy8qszUiUa95+8tVbp5I4lUSRpBtKOr6kE0Dbh0Yr5dJcSrnW4d0PdLm2VKHoeDS7PluceUwyC7r79RTlxBufBxRFvcidu1MafhGR2oSB5vJMzLvv8yl5hmbHot6yqLct2t0M5Nk2z6YfEfrUQmStTn0A9kao5dOVeku5MVlr2+JqTJSkJKnpR72voygDEVsORnAlBqJ4j67I7L0GAO5Y+QAgu7d1YF7htAx2vxSv86/T605LZZ07p67CJ79SJpQOSqq8enn9TJYbK5g3VusHxy9cz8NzLp4qktTCTS2++4mAj3+py7FLBWJl05USJ9W5eiSQqekPGpXCZO1lYnByo87f6/p9iwYjearB6kuIBivtjZXQGRXqa+9rY5f7UTyfe5KkgnrLYmFV4oemD/Denp0ZyNV1w5h6MxEHI3i2JWTmhfcDQ6ubZn6mjqbV1az68O5dLqurRVZXBKsiZKVT4vLiDIeOfZY01dcD/My5BXbfNF78qV/4t9sIZkljj80buty+IyIIsmegWvYZHarT8V26foHlRoHFVYdW1yKIsm3ndJolCGtd2L0JU/kgnuuieE/fzDJ1Y1KOnEu4Mv+NI7aUYuDrNXoiByJ2L8nsTW2yrN4mrzn3VjeAu1e+t3uNyVl0sfotYr2eziQ/Y5QdcX7Goh05oKycnpgb7LHXOwi/TkUZ4MPmRi0878ZZK/xYlGzB7g0Bx85HpNrF1w5emnm2rZyDK5Ft5JoVlnp5kO4nmWuRXKxVOHM/jNUfbJr9TGlIZQZ4le9OIfsRXfT7X9daBbN7UiokLLfhxCWBMPkD0c+JxNq9UV8/i2XwyU91RnnDSNP2szGAS21NO9T4UYqt4JnDEkxCGCXculOzYczGLQa87W5n29se/z+Lf/tv/FjXKU5kAFf6IjNXZ5948NbRv/PpzysWmhmg3zib0PVDwlSgjSbWgpafcPuOFW7b5uHaI9RbDlEsSPLxuj2dMFNSdD58PosAVm9Lu3yMg+toil42rFLT5jOvuSy2hxgtaZSdJ4xibfyaFD1QD0by/CHqXTQ1AOr+13mRR5Fr4Rm4MwCvDQWyB+nJYPRWeV+nE7Ha1vy73y+z4nsI187oiTTXrSpyoHr5DXxW1wOdfDSxXuup1Fr2S/dJYlEpWvyV72zzzOEKK6FDJC18KXHyHsq1kQ95BB/w1Quh+zZag87BrTHIG5QVkUdw00/Se2BXUuQRvAfmtYFKymS835Ypw5WAzRtafPSpYWTqUnGh5GauzUGK2m+5G0jGB/uSdA7yODHUO4bZRsLNO33274gIA5O5Io1FEgv8AMqeZN/2hLklyVJz0985efrMS2Ho/0E/gs/PH8FzHZaWrxKmEUWvwNLqBqZmJPW2oZVz7iCGbmRYXOgyXIiplZIs+vbGO/TSmb50tdbtbsneNtyacjHGsxO0ifHjmPnVmOdOWrx4coR1xQwUmQbeG5qZc+4cyINAzy7+2vgxNQBqS0qsnJJYfYD3OLfuJ5W2pfvgtq2e/+L66G2rGMeJ+J1nbU5eLIC0kVLi9qyxvf7QAQ7eC+Hf1E04EM37O1UM0JREZy1nSWKzb0eX9z7U4uNf8tCWiy8dXCn6RR8lBbHojUD++kguBiN5bxzywC4OxoBWoEy2KmgjMnD3poRpSPP5KUqCVpmvpTdmz1gZMB/cG/EdDy3w3LFs1knUsCGVuDZUCvlMlusaQvT1Kx8D14Wsi2nTOHz7XQ67NxbohjZhLOj6klZXUG9J/CjGDzoY7XPxykVWOpo0idYoytXlUVzX5drqKq6r2Tzs88AtESMVTb3lcm2hxNyyRRBml8hxhmi2E4bLPpMjXTwnGZCp8qRhoJzb8zXYVkK9bXj9jEJZmrk6vHbc4/R0jTPXqowVLMquzqNrVnzpd3qrAUD/kQCXawAfpERW7kux6VMRW62pJfbAcKA1zp1Fb9vKplbVm5o//FqZ5aYLXq6eiIFk7JtQlN4MxRsJ+DeU7XqSoZbotKemWAxVFN/xaJfPvhyw0nGJlIWfylyeFLl6I9aasXvj7wZ4uDFrXT+6H817QzQFVk9ZUfnXMv9eQqoG1SuRJ56yvz26kopuYOPYNX7iO+t8x32LnJ2VvHy8wMKqjVCSg6c9VtuZR9+Smf6dmcXkAMBz9U1A0TEMFTVDrsOpCzYXrmYOyTAyzK1qppZiGp2IoQrct09RtjV7tgkm19kkcUbJrNNnLjI8NLT1pdcO/bXOyiI7JiRhLDl0GjwnIdWSbeti9pTzREQZysWEdSM+E8MtOmHISivtG3OENDgOHD1n8bU3HaI0A5uUmTVzqWnx4rFCtg1Hqui0HFxbsakCQ16ad7NnTj/LylWRnrF/wOAvr+Pgax0u1yc0a2fGrfPIrQYi99dF8N64ibWRE5bKKpeXrwjOXfXQuAhp9Ztz19yDgwqKGFA16Gebg16UtUguBuiJ6CsZ/Xaz1AJjsWdLxI51AStnCpjUyaJ4mgUAa0DFWet+HzR65YS7Z6OFfLKSGEg+QUvRlw4Hcxuls4emF8WlziJ9b+8krUVf4otii20TATdv9nn0lohEdzFS8+Ixi+WmwrbyKrcFUSr52psuRy/Y2LbMNy3IVt/llsvsjM1SG2brMVUve8BSbbBszYE9Kcak2LaDTh3m2wmVmTq7dlb+2s497zgyN3PhilX0fJS0JseH2u/sdK/S7FZYV7WJY49maCh4gkoxZOPEKrYVUXCz7TlePG5o+oajly2OniqjlUCozJdsWYKVpsXMooUme0rtvJFVSVBILAVlC9ZPGgq2ziuJAtfOdiPoJSU9Ttt/7Ssza/O/5QD/XtPBr09o7TyhXQP3AMjz/ert3Brai94q/96yYpSK+cKrZc4vF8BZoyf2QCIsbojeN46L+EY0RX9dwtmraF7PxaPIYvtoxJP3dXn9VBG0TZJmXNxO83pDej1VEv0u+MGJgjnIjRmgKAN0ReZfy3xVkXkE7yWFwvRXz0SCyvezjxNDlAiCSNH1bVZbHgWnQsHLd5MWCe88kF7XIK6UxqB5x60BK80Aq1c1tTIH48HTDscvuTS6Di8fKxFHNq6jKCjYMipR2qbo9lSXhM2THWZWm1xbTd852vIn253kiiVF1tPnWhaYEkFqMzbRpegaklTgOgnYHT79UsJzRz0KBYdIFzg75RCFCmkUJlV5ArlGIRxl2D12/QAZS/bkId3/+4N75li5Iar3bwzO9BNCIHL9W/TBzXURXA2CO59PuLZtB18PbGttQFB/xJulc5AnGT1RMYVixKtnFX/wtRJ+4EDRwsr9MoPU5MYE85vN9BtkKtfx7xskw0FdPE4sqmWL9z0S8KWXuxw862BKNn7q4uSmtMyvI9YiuOhNJeiBew3kg1tOZcln/oDlc9lTmfHxHsBl/iqEIJXXP8Q9KdiSWWUyCyI2jt3b9Mr0DVwqT1bX5khqHMswWVujs1Y+OeDb70r59rtjulGHcw8HxKmhXEx54ajDyydqHJ9xKDkQJ4Kyl7JxwiC1Io4EOs12ILeECRHGRusIJQ3TczZHL4q8gTRrJFWmSBRmppceiEctge1mvY09915/7NcNurXMwTk4RqEPTJEnjvn3/eW9zx7XBhP2ikdi4L+Xco3G9BMiNQBqZbCstRHKltW72NcD3e5H6+xUKkswHScijlK+9EqRU1NFsG2EVDmo8rkhg13m38RFeJ2iMhi1e8P9ByqZGchln4v35MIosrh5c8K7Huhw9EqBMHFIpY2vFU7KDZ+lp4VzQwTPXs0NnwXVe9g0WglUz0AnBUaBzKXDG701143WE4NV5TXdXPXHwg04IGXPWzT484ERfHl+5OT3ZutY2nctfucDgnfdYYCwL7EaI2i0LBbqhiRNaQUx3SjBevGFL6Msi3ariWfb3LI+ZWh3Nj0pigXtLjQ72by4JMl8C70iTE/ZuI5GDAxR75nw127+GsUQA9Fm8L/p3YferDutTd951+OUXycV9iP22sW1BkA+OB88i9imH6mt/uva13aeXFoqxnUiTlwVPPVyka7vQMlGip5zcMD89Y2qmAMPaw6BAR7eK2uK63z0X1fwGTBgRbFNuRzxrvtDPvt8wNFLLlgOgZY4ORdXGlQ6ON4OREo2NEkISAfBvgZsY7KVr09d5Fo01ya/3mbN9dejWKnOJpT1Rl/3Vqx+MBu4573P0595eIP94sYR2HJAluy9bzbkU+AHhkYH2n5WBVcy24lamJTDbxzm7JlzpGmK9dXDc/iRxY51LbZuqIOQ7N0aEkYWjU6BJHXo+gVmlxz8IPPkmny08eAgzMGILa77eu3GI9YukBj4/vpEKPNFRLEgjCFOsu97SdlgNVN+HbhNX1bMmh3ySKAGIncP3Plp96bQ5gZ/SyXZacXYdkxiUj7/UoEXThTAs0BmDc32gIX3Omvs4Dn4zTfh4IMm/8zOutaMnJreXJM1oIeBzcP7ujz5YJeTVz2SxMYIhS8s7JT+ZxLpWhRf+wjfOJKvvX+2fcyafKkxSiCNROq1RL+fP+RadRT3dsXLrRr9JJsbEl1x3YN/Y+Bby7F6P5c39LJmm9/6oWFuOaYTxwQaOn5MEsfcsjUl1bBzk2bnOgc/0Fiuk7nq2r7FubaLZ1lMz5eYW1bMNyW7twS8bV+AYynCKCvHpnrtotC/mddvRyf7VMX0L8o3atta60Qx/QsXJ5n/oNWV/ezcYNYuRM7d+9uU9JbEfiHB5NE7P621TVB7gLYHQN1TTjLFJHtVKsaxY45ckXzy2TLggLQRQvW7iFS+kWo/Mg1GbbEWsXt+wuvmQPdANcjD9QAHNwKdCrTKRz/094m3MMbig4/5PP1KwKGL2SSBWCu6qcgNX/lDl+ZRe4BxDzJvcl866nrt+caHLxvXseZh6ftPtCGIUjrdBD/QefAbDGCC6zgMg392veJ03atcy7uuz1UygEexoRWk3HdbyK5NNssNh/llB6USLBVSK8X4YWa3tUI/W0aWW5I4gv3bDZsnFBvGLMJIYqsSjkrYtbkFBsJE4YeKJBX59iNry92NBZ4MjDrfMjv7O2Gc2SDXvNCDikPP0w3zKw7tKa8fvXvuRDmQSA7yvd73vaRmbQD+Grivi9oDr73G2h5VUSrBthPiNOG5gwWOXyiAbYPMkktHrHUVDS61N27idH3wvh5aZuCLfgPEgEfkOndhKtEqV1RSizCyuWVHwMP3ZFHcT7MoHgqHQIOV9vTw3KdCzscFAxQl+wCDm0sNSpdKglHZZ1K93yQX1yVr9MMYmFvVLNRzm8SAeUqYnv1ZkJqMWkRx9t7Zlir0d1v+RjWE/kphBLHOcsAo7yYbqVhMzbjMzRv82NAOYeu6iP3bQzzXRggXozTWPbsydWG1Jbky49JoG5aabRbqhkduT9i+wWCEphWlpKmh5Ar2bsuE/ThV/ey7F4XXhmHmSYGV0uzAhWmFlLBtXUq1JOn4Lm3fJk0zp7ulsrK9MTGX5mGlU+bq3BiOpfLdDWTOvwdLvgY1COwBgK9F8AFwDwzF76snKkVZAwDPKYpjxZyfE/zal8qEsQ1FO6cn9FvTegn1mmLRW54Z4G/fhKKY64E+SFN6q9aaonIjF7couZIfeFeXz79Q4uxM9vClWtFNVeYyTPPiDyLj36no7wgxuJL0EvnBCK4GP88g+IVGmJ5WDZ4rGK3Cqt9lMdRcmCugtUXJzYAugFgLuoEhCDSlcsSWdQlSwsVpm6CjQPXyN7GmAA1cJp031yilWT8ZUS4lpCn4CM7MGXZtiHnk7pC51SJpVGRppcpqd4goKSCFxhrd/t0TU9fO/f2rS69RKbk0Ooqr8w5zKyl+N8Z2NCv5kPJukDI+FPPAbV3Kbkwcrw2w6UXwnorQN0XZgqkFm+dec7Eswf13BGwciblpXYO37TdYykIKTWpSTlw2fPqlAi8cq1FULjUnZt2IQUgLi+s59xqg17Yrkaq3W0Evubwe3PaAXNUrx1tKY0m9xr3z5DIyCZ9+tsSR84Ws3UdYKJFVLi1xfdQZTCzlAMi/mTx4Hcj7YFqTCk2uohit8ykFgyCXaG0RBTYHbvL5zsc6/JvfcvC1BdoiFhJfZzmC1DkHTweG8N+grPQVFHoriLku8ST/c0G2H6YUBpM7N0surB833LIzxvZWeemE4FMvljh+qYJILZACS8W87bYmu9dFTI5qHj4QYVuGpw46zC2obPqHzKhtb4/TzDuTfQCjDXEsKbqah26NmRgStLsubd+j1XbxbJuN4x5lx+bqnEW9ZRgqt3nisVv+/p7du3/UGi9erdmT9Xe74QolT9L2He652SFOsi24r8wLVusJfjOl7RuWVuDU5SFCrQmSTFZa20Qnu8NKikxGUwJHZSPEkigr+Hzuaxo/1jhei3/0/TPcd3OHhYbi916o8PQbNa4sVKhIh83DhtFxMHptHnU/eltrs0HW9pkZMAANAt3qce/cJajMDZSk5xRM++C2rZhzs5JPPFPM569k0bvfuT/YNjeY/XM9Nel9bjH4TZ+WXM97e2arfuler8lfpgdsI9GpIlU5F08tvufxLp95rsjpaRtkhBGSILWxyLt8elExze9R2iv89CL3IM9d4+UZRRF9GtNP8qXB0vlDLA1pKqgUSmwYT9i7qcm771ri2TdX+MwLBWbrFvfvDfh7H45xVJUwLFL0sh7PD73NoE1mjVD92StpZsGV+bqSN2FnjQ82ShSIYheVuoRdl5UVi6vzsNQwJDqlUNQ0AoFFRGkkfPeF2bma9dJpQ6OuCVYEmyeKeE7Mqr/M4QseHV/hygLbJl3Gq5p2AO2uoeVbdGOIEkh01no1KA9ZKgOCrXpe66xb3bZACkU7sBke6TK/Kvgb/67CifPDLEdV/l/u/jvKrvs678Y/53t6uW36DHoHSYC9k6KoQklWlx23xO2NncRWilOc4jjvG8e/eL12fkncY1uyXCTbsiRTlEiRlESKnSAJEARAEEQvRMfUO7edfs7vj+85996B5B7ZWb9Z6y6AWgJmMLPvPs9+9rOfR1MMxh2YqmSMeGAZArWI7dC0gRKwv3rvw5ShAtcGPGq/g6tZP7NHLahBVZXwSe0PlUkxpCSkasKju1yOnBhgb6EI+abtX9CsPMa4eoM5+O9y0FzRuId+v/IAeQUnPuRIpWWK1KaIwQo/ijW2bwr5wN1dTn3OJEpVUDRSRcNXFLSi4wrKQbdkVIZowoGnbz8aUBVXvQHV4Se0/P6WJ2V+KJhvmmRZldG6xuqxLj/yvg7f+65F3jid8429NgdPjDLijtP1VZTC60Ta4aV9aXL5JBVq1md+pMZcLrn8QC9iT+RVT7snqFbmuXV0mU6o8NpJgySqMF3VGK31uG59k5GGgbZhQsF3BGejnOffDLi44FC3TMjkyt2tqozWVBpVjW6Q0ulKx1g/lNHRaXHkoJSDR1ngRVEaRXx0aUXs2IK6B/fdpND0Bb/zUJXzrRHGqyoTdkbdyag54DkC2yqMMHWlH2haWrD1h8lSm9yX4g4X+ACS6FpZ3Gl/W6aJDK1cGwtZ7Loec/qyym9+qUIg9L6D1uBqvhhslcFyYsVxw5914XA1OhmCAH1o0D9CGNKmDK3uh/UpaaaRpDpmmvATH+3y0HMOpy5poMYFVNHxFQW1hCcFHu8Pm1cVuZoDZbKdCqLgtctrn8H1kTwvU1UFPVLoBjKFWVFM8lwhilVqnsZYQ2XTmg6/9IUaz706xtuu06h5Go6lFB7rA2sOfYgIUNXiPleR35c0Uwhjge/Lom71FLq+3I1YhodTMai5OVMjKVWnw5XFhJffMDhz0SJMDLTt6+ZptxYJl3NuVWqY21JcG2wT9GLVqpDR83XmmiqLLZXldkIvSImKxU+eDw0KQ6v30pbBMqTvtmtD1c2YHgtYNe5z9phKJFxGHZUpJ6Xu5FRsae/l2Wo/j9I2y29KqeMubcuK0Ne+IT5DMGWY35ZD76CTpytfQsITXYtoRxm/80iFi3OmvLUTutTXiOHN5RA8GYYmVzMo32Jo+hYwfKh7l4cHwzea5Qpf9F/9YwihkiYaM2MhP/ahDr/waYNWLF2P8lwQZqqkDdPSQu6qYVMZFHleABb505YLo6z4nsomlvefKvLfmPb9yVWh9v+N5VNHV4E4xbNy3liAQ6djphoJnqvhWAN76r5dRyGGK2crRZFPtXIn0u0pNDs5S62YheWUbphz4BRoQkfXKOrLxTZgdqnNyUsRrThCm12o0G5FBJHN2EgXiBBKSppnJCF0I5Vcgdu3Kow165y84KCgo2mCJM3Is3KoHFxt6Lq8XC+dWW0zx7ESKk7KaC1kemyZw+c6/PIXGyx2XNZUMxpOTtVRiuIWuI6Ga6t4toJtyb/D1LN+Sm9/23VVVs+gsw9pH9QMVVs5YKqFyWT5q6bGaGbMFx8z+eSDFcJMl/BEUfvwpH9UPLR5u5oSHCw3hsv6W5d4PmigQ1ThcNGXK3vpu11uN/sr/ExGgVtawj/+ri7Hzxr83qMSi4NKqgiCrGBT0vLryvuFPQBP+YDRKYdNBZTyZ6vIrbKqysutNMv6CdV5rha4Xe17npfH4hMjMf/0Y23mOhaHzjfoBDmjlUj+TIt4GLNwFdMLezdNE336UCm+R3Eqo7/nlmJOX0pY6EXcsD0iRSMK5fcpEoIw0lBDga0LJusGY3UDLc8U2j2FQ2c0PNvA1FwCqRUnTuCtWYWlbkiWL3DvdXPMNaeZWzKxTBWQIUOaoLBjoOC85ePHMjNsI8OxEzw7plEJqFfaHL3Q47/8UYV9xxqsa8Com1FzFKqOwHVUPFvFtVVcW8G1cxxLBq4aRYGXIagMdccSLqwobpEP2BIxGGbUgg4c/Cq9Bpea8NDTDs2wLG5Z4Lqgb0Q0DE+GT+tWXKZcjVKGt3HD8GRoyGSIQRnAk7JglJXFXWBxNVPJMo0k1agaKR99Z48v73JY7KggYshUYjSCYocwrC5csWkdhiv5oLhWLKuKN3es5cWyr1zP50VxC7JcXbEsUtUqN21M+M8/OMfPfgZOvFVjyVcZczMqhX2fVdhWlz6RMrJ8cN5W2gKmmYxFudgJuXtnj+++V2eppXHuikYUS34+iKQ4UFPAdTTJvvnF5XKSyfyU9VMpaaJg6indIKe3p86WGZd21+cLL/QI2zG6omNZoni0DGwXDC0rUhBkQJP0H4ypegGj1S7d0OfTTwoe293gjTMNNowoTHgZdVd27oqr4toaniNwbQXPznAs+bLMBKOg+xRlYC+QFdhxuIv3DxDUMvNnCKqoaT/nRhvq3rqT8NizFnvesMmGsLc8aijhyUq9SX+hMdS9V1CEw8ueb9nEV7IUZRcfltCupA6LoTMXqPmAF09SHS1LuP26iPff2uMPHzdAjUAR5IpCmGny9A+pBh/Ap3zFVzJY/9DvntKEp9hoFm9wXcuxEoUkLexC0pw0U4s3oNqHMuXAfMP6JX7+Rxb4yp4un31yhCuXHEY9hVFHJtvZZloEC0g7j36x9/1rBK4luHFbzqbNLfyuw6uHRqhVW+x6M6QTaKiaIM0yNkxlbJnOcMwM28jR0lyh7mXcuCnm+CWNlw8ZjLoUWBhWjSncfm2bc0sRX3iowaqKyjXrZHa6Z8vYPauItDYN+a60zQTLjGlUQ6pujyTzeeUIPLLb5gtPj2DhsGkkl53bFVRdBc/Ripf8ez07xbMzXDvBthJsQ5rOSw0xxInUSMeJ6F/y9+ME+0Wd9zF3nzHpc94pqkhQhTR+P3VO8OnHPK50jCILTxq9qwqDxIar+O5vwt1DmPtbde8/C38PW0lcfYw8PGzmK67uZX6O/FXGn0y4KT/0/i673jA5NStAiQGVDEGgCARDgqehbi6AtGRZlMFTRQqbIEwUolR+PZqQKRlhLO09Sg1KkuZy+E3VQsOu9QfjOBVsnWnz776rzbrRyzy22+GlwzWuLFtUbJVxryh0I5NJG0VmkmnI6HRH0VAdlWvXKkyMC379SwkHj4Xcfo3B5lU6FUfBsTMa1YTLi7D/pIbTUHArOVqzq+J3NDo9gzWjBmvHVEarKVUv5tTFHMcIOLPQ4fNPVRi1dGbGFGxL4Dk5NTfDc6RLrGPJdDNpqhlQcXscORtz4EzOF3dVeOXNKkvLNpOuyoSXUbVzqo6g4qhUXLUoboWKUxa3NOt07Ui+rAjbirCNiBzBcsdhdsklSkTRXQb5mUIdmMP3B0uRMdCZFMWtShPNMM347c9XeGGfLblIoUnsLYS82lEG/ivias0N3xqHX232c/VC85s3mAOVYYnFV8pnh2W08tys7JhpmpEIDTXReNtNEf/ou9v87G8bhEnB1WaCRNHxUfpmRKW4rcTlSgaZMvjc5RshThUutQRNX46gpiFwdYW6meGZkkmLE2nzkKa59MdJVZJMJUkU4kQhigVBqDNSs/jo3R3u29nhlaMdHt7lcGHJ5ciZChVLZcSGqpnh9PNKFZJiNW8ZChfmDGyrwT94V5PPPdNkrmNga/D6aZeqozNRMVBETsUMGPFSak6KVrNjkl7CW5dz/AwcK+ZSM6FiRRw4Ia2BPbOBp+hMTamMNzRGqgqNSkrNS6i6EZ4T4dkhjaqPafQ4Oxfz6ad0vvR8g7mWS8+38HTB+pq8savY4NkqnqPiOpocLB2oOBkVJ6XiJHhOjGeHVNyARrVHGPkEacTvPupyflZl+0zKrVsEQagW4qsMlTKoqgyGTfvF3YckIh3gcZGgmzHPvKrz5RccwlAHW+tj7373LnXNK+DJt+jcQ1U8WPZ866NjhrBqXz6bc1VxS8ouX9G9B1tNkUmoUhZ6kmjYTsJH3+bz5As9vvGqKqFKUdEJkh8X0OfGVxxKF19TSfUKRXbuj9y3yLa1Lc7PwR8/5dGNHZaXbEZclZGkLPKMJM2J05wkyWQ0SiKIigIPIxU/1Kh5JvWKz/tv7XH/9T6LnTZffGGRL+2qcfZyBUM3GHOhbuVUrYwozcgKlk4VOigu02MaH7kzxLEDmp0U01FxLYWKkeGZOcsdSDIZF65tnEmpmgnHT6X0FjQsoZCGJsuRx8ZJ2LZaQNFJLFPQqMJoNWGkGtOoBlS9gJrXJcu7vHAo483zBn/63CRnZz20XKdmKmxoyC/WtWSqsWsJOUQ6Gp4tZNd2MqpOIi2W3YiKG1D3eiiiw65DCZ94zOPElUmaLQdXKMytVzAUi7E6OKYMj6W/Qi9Tj1dSgiXXLU/Q5GC53IHHdjkcu2zJlbyQklilxN7KwN12ZbT1Sqgy2GIqVw1vf/5H3uefh7D41VAlu6qD59nKQhcqIksRmUYcamyZjHn/PT32HDFpRYMunqMQKdrQmy7vp6UJUXLh8t+hazIvdO2Uzv07PK7fnGJoPt//jkXOzM7xicfq7HpzhFZoMuFBlGTEqTSASopXnKhEsXwFkUIvVOkFGu2ugec41LyA1SM+P/lRn++6d56Hnm9y6LzD3kN1lnyLEVtlNMoKGBSTZDlhpDG3aJLnOigOupYzYkoKNAzBMwNmuxHdSyr1no72tX0Gl+dsTl+2ef/tbdaNRQSxTpYLWj2BZWRkqcrZyw0qds5ILWG0GjJa61GvdkjSLq8eS/itR132HK2TJw6moTJt51StHM/McSwZje1YAseSDIljCzwbvH7XTqk48mlQr/i4Toco7vLpr+n8zpemWQwqNByV1W7GRBVGPJ3ljoZjyauPvthe5EOFXeLvYZ1JghAphhaRkfCZxx0++SWPXCkTJYa79wCerKQGv7nQ+527KOw/F4MPwZJhLL4Sf5ed/JtP2bJybZ9lZKkgE3KFnwnp9KuqKf/4Iz1OXtL55JdV4qT4hxT8SYQq8TgDWa2qyJO0csBUhUx8rrqCxWaFU+cNxuo9GtUe91zb5sYti/zWl7v83hPjXOxU6EUqY0kmCz3JCp/JnDjOiWMptQ5CFT8UdAOVjq/T7um4toVnu0xUA/7ld/VIsmX2Hl/mN79SZ/+pOstLJpORtI+IkpgoznAtjVMLKVkeUTUSWr4cpHuJYM24wjt3Rty0s4XrGWgTFQVPyTH8hNePW7xxRA3JXAAAdmRJREFU1MGutFhsd3n5kIdnOexYrbFjU87qiZDJkR41r4OidnjhUMLnnrV44eAUceLQsAV1N6diZhJDFZHYjiWwTIFjqkWBS/rPszO8sms7ETUvoOb10M02r51I+K+frvPqiVFqlsnaes6ok1J3FUaqgponr+cHZp+swNq6OriK1/tHDFLnrYkYTU84eUXly885dDs6OFJQVaZK6ApSVPUtztJKqDLgvb/5931x/1+qgw8VPcNYXFnBnuRZcSNZFrooC10WuYQtGnGc4rkhH3l7j6+9aHPykrriFCfDwJeArv+mFJl0q01Vpa9QUZA580ttFUM3iROBH+r0fINaxeI/fG+L77j9HL/wmRF2HR2lF5uMRSphLAs9THLCOCOMU4JIww9VeoGgFyh0TRXH1nAsHccycS0Lx3bw7JC7tve4fXuT599Y5vPP1njlUIPWos6yrzAZZqybzHjfLQrb14dUvWV2H06Zb7q4Zp0chbcu2IyMGkyMa2iNioaSyMjmzdMZcRZx7LzB/GKD2zaoTI0INq7KWD/TplGVhb3nRMRDL5o8tW+cMHEYdwSNmhw6BoUtighsFdsScho2FRw7x7VS3LK47ZiKG0qo47Zp9nx+92GdLzw3xeVmnamKyriTFkOpQs0V1Dzp9mSbDO4sS2+T4biRwupY05JiHZ+gCVnoYZzz5G6Lp/fbYJU5QDILSAhWHPJKzfIAr67UnCgrmJSyMv5CJeHVbMpwoQ+9sqy4iyyZlFxexEvcna3A4yJTybKUVKgkocY7b4h45x09zj+mEWbFF52V4iqdoFjSAH0vkjiVS52kZFDCjE4vR9cEoBcX7IIw1ggjg2vXtPmlf97kT1/o8fuPjnO+7dFLNYIkoxbnRHFGFOeEYU4YpUUXV3FMgR3IOpFUsIZj6rRtk1bHwnNc7t/R5Z5rl3nqQIcHX6hx+JRHuKTTjaAb6cwtjjA9WmO8GkLW5fC5mCwxqdkZuWKR4aBVaquXe73O1/xY//DBkyprJgTXrM4Zuy6lUU2oVwKWujHzvZAnDiQcOa/z0psNOl2HCU8w2igLW8IQWdSiKHC1+L3cRpactmsneLZkSCpOwGiti2V1ePyVjC+94PHw7nEc1WZdLaNhp1SsvGBY1IJ10XEdBduSyySZPDyUfmZIHxO98DTR1AShyuJW1QRhpux61eIXf79KmhWBPkXYVdm9DTGUKrGigw8VuRjq2MPD5TB78ufRhFcte4Y3mMO2Dnl5ODAUdSKUAaNy9XZTZBpJkmKYKf/hh9scO6/z/B5BZuTFJJlCnpLnOkEu4Wj5tcvlmIIR5wRxhh8q6L0UVdUAQZrKIo8SQRSrhJHOWN3gn36ozabpi/zpCxUe3TVOKzCZ8BQasXQgds0cP8qwrQw7SOlZKlYgZRy2qWFbKrahFTVi4FoWzY5NzQt4301d7r12mV2HOxw5Z7LvqMflZY0j5w2qrsFIxWS0rlH3ctaOJbRCk1q9/rVtm9Yvq/ffY3U1Lp6KM/UfLXcFM2MJ9UpIO/Q5NRswuxzy6EuCJ151eOFAlbOXqjRsk3UNmKrmjFSg4SnUPJWqq1L1dKqeVvxeUHOh5mXUvYyaF1P3ImqVkHolYKzeZWaiyclLXf7kWZ3/9rkJ9h0dZ7yiM1PNGXHkEqjmCmquSsXVqLg6FU+h6mZUnRTPSXHtGMeSFKVlRlhmiGmE2GaA54VYdoRQEoQiQ5XOLWr84h9U2LXfKQZLHYQhFzuqwBZID+4i83L4uPibX8OHz1dZyPXtLUTfOaBvYKQMSW6HHQfESm3NYFM6uNofWA7nK+9hh6lSIR8BI6MJpgZ7Dmos9xSgsJINUtmilZxUgbjo5urVzIoYvEnzXJAhCkZn8IaKYo001blpS8Zd27toWo+FdsbxCyZRrsmlXCrhTlJ4ySdxLtmXOCdKKG5wpbAqjFTCWCOIdPzAoN2zAJttq1R2roPt62Dz6pBUiZmZ8slEIpc9ikLdjmn6GnsPz/3Qrr0Hj2kz4x0pYxWQZxpC0VGAPUc19h4xGavo1CyNtXXBjJvS6iZoai6xtSnkO6/o2pYpME0FuxBG2cUCyDZTHDPBtmNcK6biyq4dRF2eOQi/9mCDZ98YwdEs1o3nNKwMz8rxLKXA6yqereE4KhVHoeKUxZ3gWbEscDvCtgJcK8B1fGwrZHY55enXVZJMcOeOlKnxjCgR/P6XHb78jEVuKkXnLjq4IvqBV8N+J1dThN+KHlyRhXn1x5/LqCh9E4dvOkC+ilnJ+rBFIRUKoqQNRZF5nwtELgYcuRDkgeBj9/sceUvnFz8liELB1HjEHTsSkkxhz5sWs02b2LBZtkwypPaon8Gj5Cik/a9P8u6CJB0Y3kexICy6+Uity09/X4d3Xj/Hrz3ks/tYnRNzHqOeyqidUTFlNo9l5FhGJoV4hihi0wVmHwEoOJaKY2m4lo7Tsbg8n7HU1ohicKyUj94ZM1rvsPt4xAv7TLJU59RszlInpBdKnxVtaVmmDyt5SK6EHDirMl0T6LnJvdfYrB5TWDuVYBhtjp2L2HvIo+qqeI7AsSWWsiwFu4y8LopavlIso9xExrhOSN3zyejy9IGMzz/nsedIg4Wmy6QrGHUyqlYmC9uS0lpJKWq4tuTKPbtgXVyZ2OY5IZ4d4to+tUoPVe1x+GzG556xOX7eYP+bBlmac9O1AVvXxbznjpDPfcMmjFQwRXE9In8ViowpLO8tV1ztDAm7hq91+sPlChXhn7WiX1nkKzeZQ6KnYZqQ/JsltGJoyMykfZqaDfjwLEtlcefyYNkyM773XT4v7tN5zx0hW9fG3HxtQpoI9r2pc+yCzueeqnDwbJXlxCPNNIn1yeRXlEOep/3PlaZaodMWRIkuf41lJ49ijapncPOWHv/9J3q8drzL556r8MzrDZZ8h1FXoW7muHqOXRS5qWfS1WwoTr1smI4lcG1B1VWpezGvn+5y9C0dU7VYO6GzasJG1UO2rE4YrwccPQtQYaKuy6PjhVaMriksNDMOHNcxNQtTtblte8bqiR4To212H815+XWN2VmTiYrKeEOnVlFxbXDMXGLhoqBNo8DEhrTssgwJHVw7QIgeL7yR8dBzNt/Y32DRr1DRNFZVM6q2JOldS8G1lCE6UZVF7uT94u4Pp06I5wRUXJ9qpc3BkzEP77L48rM1Ts65RKlOnuWQRZx91qBW8fnYfSHf/0DAf71gEOVF0SlisJa/KqpwWFg1XLhXbzAH5XvVpmeYMix8UK6u8P4BMqxgU7Jv6uQDXjxXCpWhWCnEyotgWVmg8nPHgcJnn7DoRvBPPtaj4uaksUWa6EzeAQ9kCR+6d4GHnuvw8K46+443SDKbJJeRg3meFRmbed8HRW4q1aLIKeK6RcF5a/iBQb1q8t5be9x7fZOnD7T5wnNVXj7QYLFnUbFUakaOo2fYujSQkoU+KHbLkDcBjqXRC+SQe+/OhPWrWrxySOfRvS5TNZO14xoTDR1jROOmLT4nZxPagYotMrSKtw5VVUnTDrdtvcyGmWWE6PHg8xpXXrGZqBhcnNVQMVk1orFqQme0plDzMlw7xbVSLDPBLLq1qSf9qD3TiLGtkCgJefNMzq98yWXPsRrL7QqmrhWGm8WQWnbt4tHkWprs4AWl6NqSK/fsBM+R6/uK61P3usRpl+cO5PzM745y9EyDAAvLUKkL+XDtRgYijflHH+lx7QYZnPUnT9q8eUYHlaKDFyGzykAWqw5h36tf/cIeVg6W+o6+6eZVrrIlhBlSE64o6m9R7DAktCq14sV/p5mCyASZkpNmGaK/CBL9zagQcOSszmcec2m2Bb/9ZZePfyQiijz8wCYHNDVlphHxL74z5D23zPF//17I7uMjzHYqxJkgySDJMpJMnoaVIqskyeXGMpVxkgO4IqWrfqjjuSZV1+Ijd3Z5+44lXjuxzC8/VOPg6QrtroNqCDxNwdLA0nJsXWpdLCPH0jNsU8G1Uzo9lSBUSdMGq8dt1t3f5c7reozXlmh2Ev7kmQb7z7lsHLOZnhqnVqmSZSna9Td/CMfxOH7sdf7koYd58ZDLqOsR9MDNBUSCa1cLxuqC8To0qgk1T3ZQx4qxzRjTjDB1mV0TRPIqxjBjZpdynnrG4MBpj6+9XGc5crF0lckKVE25BHILWtGxSsxVvoQsbEvqXTw7wXWkWX7FCal6PRy7w3LP5xc/6/KFp8ZYTiq4psaMCY6WYxbKw4vLKjdcl/B/fTjG1nSMRsLHP9Lh3/yKTVhwehKeDLr3ivX8MDwZGrqUodb9zSKrbyVEGbZsWMmc9P+7hCtFpa9gWvowRepGFEWQpjlCEUWuTvlrGeeoEAL/68seVxZswtzgUw9ZXLdhmRvXV5hddIutZSqbkRmydbXPH/1Mi8890+P/+8fjzHbqBLF0CY7TrCjuYi2fFGv5REpWo1gQRQphVA6Kg27u2iYVJ+AdN/jcc90ij+9e5vVTBt/Y67KwZBMKjShTmW1JCbCjg6uBY4Bb6F5mF1MuzauM1W3GGzaNSkYcJhgi58O3K4zUQuYXA2645QGuuWYnvW4XTdM0NF1DCMHMaI7rwXg1R8kNFKRKy7MjTEN2Zc+Vga6OGREmMUfPClIkRff6KY3PP+2gaQpCU+gEOhcv2iS5gWMJpj2oGhmeSZ8vdwrhuz1U2I6t4Fq55MrtFNeWiyDZtQOqXhdV7fLV3Tm/9MVx3jzbAMVmwoO6LsU6toEcdjWF9RMKH3qbhauM0O6EOFaPd90ecdO1IS8fdkGXw6VRHBUPMyd9VuPq5c7VSGSoqFcsfq4u/KsPjq96lUNnf9BkGJ5IPK7k8tIFRUFRVJQUFEUlLQRmeS7IM4Fu5Ow5rPHkKzah6iAMh9lI8Nkna0R3GWiqKmXNRoJlJgSmThgZeI7O97+jx81bLvMrD3Z5fPc4F9sOQaISpeW2crCSl2yI9DGPik4eJiUjIotdLnoMHNPEthw+enfAR++N+KEHmvSCJXkcrit87mmH/SdNDF0lQ+PQaZvZnsAzFeyuQrWtYM0qGJqGV8AXucFOGa0rKGjcrGoYuk6ka2haEdKkawoT9ZiFnsIrhy2u3xQxNeZjWxGOGXLodMb+kzqWVTpLqcy3dZ58xaUX6xiavHxJc1VqV5DeGFU3x9Ek1nJ0WXS2qfRP0SQToxVYS/QLWxZ3UnDmUV905dodzs6GfOIrNo+/MsqZ2Ro1T2XEzKkYko+3DfnmcW1BxdFYNaExVhlhcVkjz9uoaobnxdS9VAJdRSYlGEPFrQ1FZg+b0qzYwV+Fv1cU/wpS5c9gUIZgyrCqcOj2YOWFMoPIESVXpBtmYYcsk6UFamEQlGvyky91BL22CapN1dRZ7WW0Fiz2vGmyakJQc1PJUFkJoSUHxTDWcG2Dneu7/NyPdLjzuoDfeWSUI5fqdEKDMVfp606ivthKCq7iWCNe0c0H1F8Qavimjh3GdHo2ph4zUUtRG6X3ZM6//GiOUCIMIyZKEh7fbbLQUhGqXMS5VsabJwUHTjryKQGsaqjs3JRwfkFw4YrSt/tLUwXN0FQcy7wihPqE40w8oGmzLLUFzx7SOD+noAmTqm0R9ATNjo4ilEI4I39u457MvjQLbxLIiFN5DZTlsgsaWo6lg2WAbUgRj1VsN21LMjGOpfQhiVt0ba9gSSpuQNXp0vK7fG2vwhdfGOXRl0ZxbZOZhkLNzPpTuWPSlwd4tkqtolN15XV2L9BxLJ0k0SBVpZ9LwZ4YQmZ36oUjrV4U+dXJxcrVBTpU0H1MvmJ9P/hDQ64RK2WyV6/ri//t6qXRiu1mLlCVvC/WKl3F1CRDU1XSTIrkhAKoKkKoVPQcz5DcfrubstAs09ykrFVi6QEbEkQ6dS/gxz/QYd34HA++2OWF10c43/HoJSqjhfZkUOCF9iRRiRK1gC2q5LgtQRCrhJEgiDQsQ0opVFUmLceJSpKKwgQ0K2BTyv07ExTAD7VCOZqxbSrngVtSPNdHFwnnLjtcWRJcXtSZHKsjhHhCqOaVHB9t48ZN/OmDX3hL081fV4zpB1qLi8yMCjp+hp7ajLsaIxVBbVpew5t6yokLMWcvS7+60rhe1+VCI8tyemFGuydDXVWV4iK+KGxTithlccspud+1rRTXLvF2hGcH1Cs96pU2T+9P+f1HPZ54o0EYeUw2BA0zwzUkJJFvIKl9sYpBtWJLKa5tlklukm3oR3kokgfXhMAUcntpajlmEXeiqUNQJF9ZZAMPkSFkXQyXK1MevrlQv3klX6QeF6rCqz/km0sucYb9ATMKLjzPCj2OhChJKi995L1kCsi4EK14M6YZ+GFKuycQothQZtICJEkKTjtW++v4jm9w/w1d7rquy/OHe3zyK3We2jtGNzIYd1UaRZFHQyKrKM5lcRdcebnEiWIFO1YJjRTTUFFFTpwIWl2Dri/dAzS1YFQKRk5Vc966pHH8nI6pK/3FYRqljNV9OgFcmjdxtZRrNo+jKuGvv7b36bfe+e7vlRk9aZrIH7Sa0g0zjr8lcHSDD9wJ66cy6pUYz05I84QDp3IWOhqGpjNaE7iWLFS5opew5MzliOVuIq+djaLwDLnGl4uhIaxtlpBEbiQ9O8Z1IqqOz/hohwsLPr/1FZ0HXxzl5Lk6FVdjqgFVI5WFbVBcgYChK0P8qSZ5ektyrXoROtq3TdBkRB5C5szbqkyZkLn10p5CLdxxB2nAhZxDKnP7i5e+xzwMWJRicC1/f/VwOfx3DL/K8lYoi3rg3yeKT5TmkCSS41bI0VRBlqfFm0veoSapRpaqJHFGnmSUJj9ZThHRlxMEKbomEAVnnhYFbhYQI4hUAlOT0CIwqLoW7725w5bJJR66pscfPTHKmSs1unXBWJr3deFRMvh9nKhFRxfEhZdKnGQkiWSBLEMuZOaXUk5flDqgUsPkWFJtOl6PaNSWaZ+Gl484JKmOZwsarsb6KY8ta0Ju3Ozz+kmFnp8SRxFROBRCtWrtdgzDRhAxunCcjasCNq5a5sBpjf3ndSwzxdRjZhdyXnnDwtVU1oypTDR0qp5KxQHXzqlXEkarPlc6IReaFutGZLqWY0qy3rYkJJFLnAEc8ayiuJ0IzwkZqXbRtA7PHkj4na9WeXLvKAKbVaNySeAVWNsyZOSJzL0sb/mk/4r8JiGtJnQpxirP2YSScuKMyvFLFkJXsdUcS5Xd29JzLE2+WVRVllqS5ARFgedI7z6Q+Jwhn6hvOl8bzha6GmpQ+I2UMtUVA+XgqdC/My38XnJy0nhAyylIKJVmioQqxaG1oasEoc6GmYgN6yPmTqTEmSY7dSpj08M4wwhTNFW+CbNc/lvDSCHQpSeNH8htYhDpBJFOLzBZNdrlX3y0y/XrLvE7X+2x641ReoHNuDfA5FGcEl/FtCSJKApb9C/vDS1jZrzFaydh1+E6ExWFqltur6XcI8sM1k4Z/P0Hmuya8Tm/oGPpAk/PmFvM+YMnXNZO2TTsjI3r13D9zh30ev6gwGv1SXZsm35y756nfjGMnX+/tNzl+VmD4xcM2r5B28/oBhmWpjDhqqwe15gc0RitQb0iz9sanlyb7j/V5ek3PFBUib0NOeyVNhBuibX7DIns2p4TUXV9PKdL2+/y0NM6v/mlGa40q1RtlTE7p2qleFaB403ZrXVtEH9S5mOahiiutaWrbRn0WhpuqiLh8EmV0+cdTE/gqPL/Z+k5li5DsKzCxkBRoBfkdIIMP5JVqquyD6tikOzMEDQRfQ3KIFuobOJ9zF0UfFpIVVNFepEM2w+XuhNdzTAKlSRAlhn4oYzMlkWSY5lp3+pYVzWiWKcbGGxY1eW6TT6vHk+JUl3ORylFEcoiV6MMRZEX8UmiEKpKkbAgMHWVXpjhBCq+rRFEstirrsn9N3bYuanJbz3s8/kXxjjfqdKNBaNJTjXJ5SAaF9c+Sd5PqpBOAQIhcixTPj3edtMSLx2D14/WmfQyGm5KxZHK0a6v0gtqrJm0uHVTwN3XxHR6Gp2eoDOeUauotLsK4zWLXmf+FxsT1z7ZiC/IJgTwm7/+P7AdLU7icPNyO/lgu5dTcRw2r1K5ZVvAUlPBVnU2TOlsWqWzdkplzWTK6omIVRNdVo23Ga0vcfh8m5/7oyoLixXWNqDuQdXVqLjyoLjqFiIpN6PmJdTciKonhVeNagfPbfHWrM+/+V91PvvkFH5SYcIVxT84p15YS1RdyY5UipM321IxdBVNk5YDhq5ITxYLHDPDseTQ6thyo2pbXV46ovHk3jFcR6dhyuHLNelz8q5dDKmejusK3mrmnF1UUIrhbmACWsQV9jOGRN/fQyts50rRlTJ8b1nQgFe/MYb9F40iVtzU5TLNsWPqXo/lbs7h0w6triatlXM5LPfhTD9wS1K8zx9Q2HvUJVdNXB3MMq9IVdBLewYhg2GTDKJYWjCEsTTdkbCitG+WAqs4lQKrqiO4/6aAW7Yu89rRjEtNg16i0Tfz729hBykQcsMqhnzeBavHYm7ausRrpzMOXzBZ7qn4IfhhRhCkdH1otnU6PYs8M7myDA+/KFhc0hGKzng1ZqSuE8fKH7326rMv3XLHhwYdHOBtb/8gpmnx6qsvcujQHhq1HvtPwULTombp7NikMz0OE/WYkVqAbfnUPJ/LiyH7TqY8sc/gG/unyGOHTaM5YxX6CsCqq1FxoOKWq/aYSqkDdwM8p0OUd/kfX9D5zFMzLLZq1CyNMTujZmd4FsX6vsT8av+IwjIkbSl/KPKxP3ChzftGQeVkbugxc8spn3p8DGHquKrcoA0PqY4lnzgVW6VeVdi0OuLW62f5Hw+ZnDpfZ5Ui0LQMQx02fB8oBVUhpHVdUfxlAECSyg6dFEaYcmhU+idkZbrwsJep2vfySxipdDhx2efXHzYIOwkbp3Nqnk7FEeTkCEXtx7UYukaUSEjxw+9r87nnesx1XcJUIc4KzXeh8JO2DzlqAV/CSCY2CCHdyaRmWyWIBUG5xInUQi6rUXUNbtvc4cH/vMBnn27zW1+c5EKnQi8WEouXt5ppRpomRaFL7b0qNHTVRBUNpscEv/rxFk8faPHEaxXOzTocnTOod1S8hYyRimC8pnJlUWXNlMZH39ZloRXw+gmbhpewfv3N3HnHPQRhAPw/Kwt8fGIUy3aoVG2WOjGvn7BxdMGmrRpj9ZypsR4j1R5xGrLYDXn4FcFCR+PI+SpHT9pousGYozA5WkhoKxq1ikbNU6l5OdWiuMsj5aobUq908ZwOT+9P+NwzFb7yyhiKsJmqKIxYKRU7xzOV/h2nY6uF8ErawEnfFCkXWO4qHD+nkWaiDy1Kf5R+wGthz3bxksKlpoOuCxxdYm+jYHqk/kHqYKoVhbFaRs1NuXtjwEuHfQ6ecekmBk46gCfDcRyqqqAWHdwoDEdVMYAmYSbxaZ5L3jrLleIHLbunnpX+hAMMrqoZphFjWT67jyo8sdflxjUZS61SGqAV8dvSR8TQVSJDUn1hZDBRU1kz5jPbSggSCVOkQ1VOOnRFr2sKaZ5z5nJCt5viWgNGKrAlxRdFKnE8WMvHsdrXhdcqOh//UIdN0xf546drPP3aGL3EYKLYgkoNSyoLPMsBvcBqOjmSyh2rm3zwtg7f/bYWr5/qcPi8wWJb8Ow+h4stiwtLKo05lbNXNMbqLtNjOtdvzBFKD4SG5TTIRa8PG/sFbuoGpmadnB6zTl27pbaxordZ6mZcu0nh4OmEi+0MVQt56XWNY+fHEJkOmYoqFNaOZThaTtXOqHuiKGqdekVQ9aDmpVTdhKojpbL1SsB4o83ZWZ8HnxP86sMTnL/SoFHRGLVk165YhfDKlt2jdLsqrSUqbkrVjRlvBHhOmyde0zh3pUbdMzB0XT76++kP2eDKx4j4oycc/J5F3VOwtVR271LgY0p+3rUFlWLZZBqJ9ARMYtIkIUr1vnXZgPEo7esEuiqL2zIoZoBCt92FxWZKuydN4HUtx8gEMt1XmpWmmdJ/lJf85CApOkbTTRShEkbQ9aUXja4KdE1F1xUMTcXQc6y+ptpgrK7zg+/u8PpvRPipQZQoJIVwKi+skFUVXBsatZjZbpfXTqlUTZ3JakbFyQijrKD9tIL6K7jzAr7ILaZK1TH58F1tbty8yP96JODre0c4danGVFWVmDzNSNOMNC08DzOt8FvUiBObMFZp90xMvUbdVrh3G+REfODWgBMX2zx30EYIE5WMQycsTDtm7rzFqrEGa3PvlGE4J8Mo++YCX7dmiv17H3piatz843qt/p8OHe5QqxjsPx7yzD4HoemcnQVHha2jChMNlfF6zsUF6Z9ScRTqriqLu6JT8xTqXj4objek6oVMNDrkdHj5cMwnH/N4dNcYmuEwMwIjZjrQgRcySdeSikKvsJaoOhlVL6HuRYzWAypOky/vTvj0VyeZcaVuQXqKlxGDRYxJobe4tJTxxlkHRTVwC87bKENoC7mmvB+VKknbSjH1ZGAXl2dkQ8xJKUbsHzn0jUelfLi8Yqp7CYudiN1HBK2WPASxTYlLy3RfPVFINfpZPeXqXh4xSDotVyDKIEjAj3KCMCMwUsxQwdSF/HcUMCKKNKJIJ05Mtq/tMDnaY7bnEqVKv4NnkkGUWalGzsxowj/c3ELRUr6ya5ww0ZiIM6J46GChWMrIxZBOkkquO04EcbEJHasa/MKPtbn3ukt88rGAAycatOYtZmoKcZr29SxJlpOkGkkRWR4XJ3FVN+LkBY0LsybjdZgcSVg37vOj7wk5d0VF1UFVMmxdZ9NMiFNZB8L744e/9twT3/nhD35zgQO0u6MYpvO4rdkfmhpRb1hoCzzT5fvekbHc6/LKQQPbsNgwo7F2KmPj6hYPvgjZRYuaIxip6QU0gXpF/lCrblzAEZ96pcNiu8sjL2n8xsOTXGnWqFd0Ru1Miq+sYbmswLFLA05pNCQHVFncI1Wf1ZOLfPnlmF9+cJKKYmA1+qcDRdGVt5rS8MezQl49JnjjeAXLEDh6Vsg0i8G0oBhloUtfRbM4g9PVZMi4csB09NPBCvNRXRXoulxu2QXHX3VjVk10Ua0WF9pVmgsOiiLDVyXOllRdnKqy8FJlRZHLYVTSgHmWEWc5YSoIYwijjDBKiw2hghkrWLFSHCDIYusFBjs3KWxf3+PCaym+rUl/wQJ7Z0NUUBCqOIbNv/7OKzS78KXnp0hzMVAT9u3apFw2TQRJIZeNyyVRIj93zTN47y0dbtk6zycf6fGFF0e5sFyhl6iM9zegyYo1f5qqCKDqhsx3lnl8T5XNkwZrJnU2tnQcp8PLhxKWWlUmR8A2ApZ6FqZjHVgzXnu8F/grlmQrCvxt993HP/hnP7tLgb3LbeuG8UqKYsQs+iFnL+mM1022rNXYvt5n1cQizx3KOHiyymhFYbSuFaZA0Kgk1CqSJam4AZMjHQyjzcEzCT//hzUOnqrTCVymqzBip1QKHbi0lVDk9b2t4loqbglJHPkkqHnSVmJmrMl8p8PnXxjH77lsnJIUn16wFoOcTEkNmnpClMY8sc8iTC1GzFKDDIamyJdeiu3zwqC9gAC69FIRqlroxlceQpSW0aoqPdUNTfLvlpnhmFJyUHV9loMuYWLR9F1GAqWfUqEXoadJUlzKZAVUyQZ3mKVtMllGmqWEiUqUUBR5eb0u7RnCSBRbQ7WPw13b4F0393jmYICfeIU6sMi5LA4Z4kQhiASLyzabqxW++942Lx9c4sziSHElJGW55f9fHierspP3I73LTi7hTBDpjNQM/sV39rj/5gv8/B822HuqwXLPYqYGQZwRxglRLCnFNNVQUHFti+s39njz7CK7Dla4sGjRbKtsXWdx+zVtTs8uo2TgWirb1oXU65f2tmY/t+v+D/7yn13gADdduwYhBC+9FjAzusilxZxms8L2NTq3bI8YH1nixBWfz71gcOJMlaphsG5SZ3pcY7yRMVqVN501L6Re6VH12hw6E/HgCyZP7Z/g2IUqY7bKhpGMqiXlsu6QvUSpKpQQRen7plTdhKoXUfd8JkaWWey0+bk/qrH/8Air61CxpJedXlrxqoNobkOX8CTNY54+MEom9GK4ZOBPXdj4GoU3nqlnGEZa8M9SSalqOmoRRDV8l6mJkoOXvtgDI9Ks8G2MscwYTY0hSwlihV6kYOkZhgaxnhVaELlmT1Kl/yr9/ZJUyI4ZZxAn+KlBECv9raG8Xs/62o9oRZHrxInB265vo6o+fuISFBvFOJG6oTjOiWKBHwraPZ3LCxVu3Rzzsz+4wM/9oeDscr0vKcjyTEZlF1bKEmIoxQGEpBZLN6tSF96omty5vcuv/bNlnjrQ5sHnG7xxssGirTER5jTCDD+MCeKMONHJMNi8usEPvmuZW7cv8fwBgz0nPc7O2dyytcK29REL3ZBzlxU2rTUR5ibkaTZ/foH/w+9+J6qqRrbW5K3T86wZsbjrmpTxepMXDmecm9M4c6GGSE3WjmmsndKYHhNMjcaMN0JGaz6NSg/T6HLqcsivP6zz6EvjXFiuYio6GxpQs9JCC17aBgz0KVYfe5dHDhkVJ6HqhdS8gLF6i7bf5r/+ocejuyYYr6iM2Gnxd0h4IQs2LxIEUgwtwXMCvvKyzuUFB1sT2JqEJ7JzSy2NLPAht9ziz1fsiDffgn3HbYSioasDlWF5aKyVEEWTzElZ5IYhr5tKwyHyjCjNCROKSxiIYvn54vIgt8TIqVTEpZks7izXuWlLl2s39Dh3xSW0lf7CRnbArDg4uOqAN9KIIoPpEZX339Lmy7sa+LZGlMpYviiRb44wEvihQtfXWO6Y2FaF998ZgXKF//wHCufb9b7MIMuyQl4g2ZE00YZwuTKwbOvrWnQ6PZOJeo8ffFeP998+x8Mvt/jcsw1OXqjitDXG3ZzxXkrPzwhCHT80WT89ys41JjvWtTl5qcmFuSYvHaxy6rLJ6gkHTQu50t7Avbd8LErTFPgXf36BN8YaQO3f7dy67poLFy68fdXYFV48bNNqekSxgh8IVlUVpkd1ZsZVVo2nzIx3GKt3sKwOR8/F7D+d8voZlS+/OMHlxQqWrjPtQs2SR6d2sVCxi4HONgWWpeKYKrbFCi14xYmpuNIUaKTWoe23+c+/5/CVlyepewZjbopnl+ZC0qbC0vNCqCMhhmNHLHciHnzOYblnM+XKrWUJT/ppFCveGOWbI8a0Qk5dUThzwcIUilROFrBE0yQtqBYLHr1IKxj8ebmB1LRUakvynDCDIC2KIMmLLlqutGWBJInUhcSJ6BdOmmpsnM7ZNulz/GyKn0gcHhV/vnzMR0WBhf0C0wgik5Gawcfu8/nGwR6tsEbDUvpKwCjOCMKcXuE8Zfs6Sy0bXavx4XsW0fRL/MynFC60a4VoLSPLskKWWl7Nq32IEsUqUSR58yAS+KGGH2h0A4OKY1N1e/zYe3t8+M7LfHnXEq+fsVlo2Rw/43ClrTPVjllqZzRbGrNLVWbGHVbVY0bslC3TGYvtDi+/oXHDFgevse3Z1Wtn/t3cXPAXd3BFqfPiC4+2Ucxjfqjee/StiqrmOrddk9PqZpy+oLFltcbqSVgz2WNipI0fd3js1ZyXj9gcO1vn0qyBoqsYmspMBXlIbA6krHZxNW2ZKqYhaTnLVKS3SsE6lO6yUi4bUq928MMWP/f7Fg/vmqTimUw4GZViCdS/7DeUwSGrIRc7VTdkz1HYf7iCJjQcI+9377K4DU0U3TwrqD0JTxw7odNLeG6fwaW2xYitYKgZujrI69SLTCK9UCHq2vAr7UeoKGSQp6R5TpSK/to8LrQhgyOCQi+S0TfaSYogpkZV5e6be3zjcEQntGlYSlGgykCfXaj2ZBdViQotdpIa3HJNj+vXtXn5UAXfVWTnLofVOCMIFbq+gmVoGLqBoduoosYH71wkzS/y078juNKtFK6G8ihZFnpx1pYW4qriawj7tm2CICwLXafTM/AcG9cK+b8eCDENn7NzIYfPdnjliMZzB6rMnTOZXU5ZWNZYXNbYuhZOX1ZotlU2r9LYtjqlUTPS0YZ97KUXnmy/4+0P/MUFDnIh4fudj29fZ9324oH2jatHE4IkohcaXL9F4dr1IeONDkHa4tlDOQ89V2Wx6WALlRFDwZmUj1pLK6xwrUFhS42IKreQ/aKUjINtlob3pfgqpuL41CtdGrVl/vvndB56fhzLsxm3Je9edm8JcQRW4Vcu0wMSHDNGFQEHTmksRg6eoWBpWZH1U3bwAnuX2hWtNBNKsIyIKI25eKVKGpnYNakZ1wpPy3I9XyZclE8AUx/oRzQ1QRFpITuUrEWUQphCVOhCSoWddGkVA365uF6PE0EQ6YzpOmsnQlw1oBvYBIlCONSF+05SBQ4fwASdIDDxdJ0bNvV45lBEKzKpxgp2BEGcE4QpfjAYtA1dw9DMfnDAR+5d5Mhbl/nvfyy4jFtc7ZcLnKx4M0IcZ4UfoUoQKvimwDZk0IITqNimtGzrBgaOaWHoKUki8COdDWMpW98R8B23tnnohR4HTtocPG8xu5zhR4LJ0Qw/DriypLF6Ima+XT042Wl/vFKpfKtS/tYFfu/bPsBXH/9COjOzPZ8+N89yNyXNTOpuzoaZDpvWNPnG/oyv7XG5cKnC6obK1k2C8YYgiGNePRqTpoKqXazYy2IuCto01OJqWnLFlpkX/imSdXAK3Yhnh9S8Lo3qMk8dgM8/P45qe4zbebHCV/o2cVJfrkgvFrOwrDDlwcSpSwkPPt2g5Vusb5RqQQaJAv2MmGLNbWR9lyxDjzi/mHOxZcktp4o8jNAkPNG0gf5k0LWL4baAJ2UWJEp5sZASZCphIoaMKhnQZUlGnKrF/6YUkEUeI4SBwWQ1ZLLhc+h8FT8uLIqTwVOgLLAoHoIpkUo3MJipGHz3/T0ee7XNpXmTnqXgRFlBNyr4YYZpCHqB3Igaut6PO9fVlO+8p83eI7M8uX8ScEhzmayQFKxKnKRy0xnnmEZKaKgEkYpvKFihoGcKGWtjCZxQ+t1U3YgkS9h9yCAIDcYbVWbGYn70vW3Oznd5/NWAp/fWsGyVmpcwWVfJ8piFZYOt27fkcZim93/ggb98gQPcdPPdBEHwuYOHj2+tOhfcuVbOYjvjylLO6VdUHn2xjoXLPdsFM+OCNZMZa6d67D3p8/X9JlOuSqOiFGlpBT4uhkBLlzSaxMn5N6VDOFaMYwfU3B61Sosn9+X8+09Oc+ZSg+kqNCwJTcpDZdsq/Q/lU8A2pTjJMmJqlR5fellw5GKFiqni6JnE3wU1qBdJcGUUi6nLwjR0KRE2jYB9JzReOuYx6iiYatYfJPWC9y6Hy3JAlfAowTBkekRp14yQEIUsxk91eomCHUtzLVOTw2Y8fB0ztCmMYvno7/QMbtoMN2zusf9MTC8xi4FVOkTFsXyDlMPmgFGRGfdd32bTdMD917b55ON1Oq6GF+f4EZhhjmGk+KGCoavFk01bEce4YSrjF/9xh//4qSt89dVJstwly0VxcV88SRII4wwzBiMsoaLo7xksU8EONNwwI4oEupYx2mhyZj5i/5E668c1Vk/ozIyPsm2ty/fd18Q0ukSBx0gtpdVTmW2aXLthonvbrbd9zjCtP6uM/+wCn5xclT/91CO/esN1Wz/+6mvn3boTk8Y5b7wF5y6PsLZhsnOjypY1MWONNmHm89ybCXuOWFQMjYm6YLSm4TlqASEULHP4UqMYxLTyG1CYBJnSakJCkxZf3Qs/8ztTnL40Ir3u7BS3tGMuO7epYpslzBlEqFTcgI4f8vppFz+xmXBy7H5I1qB79wtTG2ZPEmwrouWnvHrUQ8lNnOIYwtCUIgdUKXhvpR+FJ+nFQgFoSMcB1wkw3EAGqmYZ9EIiQ6ctDGxVYOnZUIEWHbgYNuNYyBvHpOCVYx0wuW1rxKO7AnqRRZAoxZtjIIOVh8DfzKb0ApNG1WTHhoCa26Xl16jqCnaUEegZVqgQ6NmANvVzNFVF04x+WsbayYyf/9EOigKP7Z4kyx3iTBBnWcHK5PJ7EZU6/fJ7qgz0+sVTIghVwMIyq7z9xjauPcvLhyqcmTUZqxqcu2Kyc9MY776+y9m5LkGk0OzqCCVlfHrrwuEjb/zq+973kfyvXOAAt9+2nsVmm1f21bHEEscuQBrb3LpV58atMWONRU5eSXnrVMTX9thcnnOomTpbpzUmRzXqFRXPkYUnTYFKfJr2H+O6lvaxqmnEWGaEZ/t4Toev7YX/9DuTHL0wwkRFDJZChaTVtkRx26ngWIPuLZ8CEa7t89JhhW+8WkNXdCqm7N4rwo4K/L2COdGl/kTXIna9CY++4mFpGraW9+GJrg2HJJU/RAlvzOJK3TFDKnaP2SWfR14xuDgvePttPbauj3n+cMyl5igtoWHrhS9IXFB2iVLoqCmKtowCUYtbSZP33e7z+J42Txyo4scKYapcdfybFYIopRBJyVvIXqBTdS3ecfMyt768zDNvuNQiFSdSsHRpkKkHaTF4q8W/US1UmYY8GBEZG6czfv5H20DO43smSTKXMBNU4wxHV2Qj6Mty8/68I7/Hcu/g9ASdnnSbjZIq66Y0vvu+Ze7e0eTre3SaHYOXj1qcuGhz82aPW64RxHmPi7MwOW5Tn9yMadX+vBL+8wvc8cbCMFz+8eu2jX3hi1/vuttWCbasztmweomFbsiDL6gcPGmj5B5prLF1UjA9qjHeUBmtQdVNcKyyoAfMhBy8UoZzKzVNGgZZZoBrd3niNYX/+IlJjlwcZcRTGbGygYdK3565CIq1KPB7im2l2JaMP4nSgG/stTl1ucJUFdm9C+1JH57oSvHfZfcunyYxihKx+w2Di7Muo3U5nEpowooiHyTNpVh6WuD/kIrrc3HR56c/UeOlfTWu2Rjwsz+xwI4NPZ7fH/Fvf1twfn4UV1ewtBwzyTGHsXhcippkB5dQRaPr60xPCG6/rstzr4d0Y7vonPQxuGRT8j4nHsSqFGBFOu2uxbrJHg/c2uXloz2aYVUO33ouYYomL32G38SapqKpGppqyvSMosh/4cfa5Bk8/uoYi7mLr2s4CVhCFrgm5FBuqDlmEe1ezimGpmCbKc22YLmjsdTymB6zmB7z+djdMSgRr5/ususNn2cOOZyfN9iyRuea9T2W8q3dVqD++PqJyfCvXeBBJ8oao9fsueM2u/Xya7/rQsxi1+epR3WypE7D1bl1o6SVDE1hrKEyOZIzORIyWg9wrAhNzeR1t5pjaGVnjPudQCmYBUXJCjesgCf3Cf79b45z+MIINU9jpDxIMGQCs1VQjKX1RB97WymOGcvO6fZ49UTOF16oY2oGFSPD1qXuxFwBT5SrFjtFBzYi5pcTdh+voWkGrr6SWtSH2Jfyz8u5IsU2Yzw74NKiz7/97RrPHpjC1ExULcLvWCR+yDuvb/ErH7/MP/9NjYVmA1uXeDyKBzClDHiSHV0ZkqfqJJHJ7Vt9Rho95pYt/ETBjcskhGFWpRg2C/sG2cUNwtDmY/c0+equZZ4/6tAyVexii2voeVHgJbdfFLpa4HEx1MlnUv7bjy+T/WbOE3tTuqmDr+nFScPAgloTMuDV1cDS5KIsAzSRUTEzxiopC02NuSWNi/NVTC2jFybUvIzvuS8izX0OnIiI0oyljsHbH3hXa3J64x7fb2d/7QK33GlAn0+So3/v1puue+bxJw/qIm2wqiGYGoHrNvZ46XDKUsdly1qDjTMR0+NtEB06YcCegwr33xiydlIjz3PafszFxRytUOeRyW3g2mnpAS5EytP7NP7Nr49x7GID1zWKa5usKGKlz59LVmZQ3E4BTWwrxnMC/Cjgi887nFuoMOUhV/OFCEoWaSEvXbG5LJkTyZ68NZvz7EEP01YH8EQdFPgg/JbCUy8t4EmEY/f40i6FFw+MMeKZrGtkrB+xuHDJoWr2mB5TuWfHPO+5cZFPf92jE2tUiuIsX0mSE8cQxyVMKe0YNNpdi3uu67Bhsse5hRp+rBGmaQFpkEuf8iwtGV6dy8VPq2sx2TD56H1tDr5VpenX8HTZxQ1NvmSYgIKul1AlR9M0ef6nSY2Pprpsmk75pX+6zD//lZxn9sVksU7Fylg1Ew2sLRQVVVO5tGBxedkhy2HL1DLvuLHH3hMub7VsLjRzVjdT1vkG122K8XstnnnR5bq1DpOjNlU7pWL5TKy9OU7T8O+tn3bn/cD+60MURRgk8UE2bJq+oOntU1n3jW1LS02i2MOrhOw/7fPWxTo3bBTcsKWFbTc5dC7i4V0upy+MMmJrVK0mq8Zm+ca+jAefr/CN16poukYOJEmGrvl839sW+f4H2ix3Nf71r41y7EINzTWp6OAVfie2rvStdu0yOcJUBqxJAU0cK8Rzeuw/lfHEq3VcTadWYG/LKDq3UagGh7BzyVubhW4lI+T51w1SLGxNwVJT9OKAYVDcYoj7zvvcuW2GLLZCfuORMXLDYdzNGPHAsQSdns7CsoVluthWyI9/qMmju9u0/QZ1A5yYQQdOsoGQKR4+MJA3l+Qm9+/s8urhiG6iSdZkhUdJKv9cpBAaSqE4lEufXmAQRg7vurnJnzy7zO5jDq1Qw9YG3xM9LOjOQAzBsRxD06RKs0+BOmyYSfm1f9nkX/96xnJP8P3v8vnOt6WoiiW/VnIsM+bJ1xQefMHlmb3j3L7J5MN3OvzAu3ucurzIwy8ZHD3jshxk6LrBDVtt/KjD+bmEXmrRCyM0zeXDO7edcmurL7y0/wR337Tlr1/gIK0Vfuuzb75Vq1X+UUe58bml9st4XsD+YypkY7zjppTpiSXOLvT46m6Tty40cHWD2zcI1k+rbJ52eOlNk3/7iTpBUGWyIgeQPIderHC5Y/OJL8LCcsZSR3D8LRtcA1MVuKUZo0E/GNQseHRpIFQOlgV/bka4lk8vDPjyiy6nLlSZbkifQqufyiyHS11TBsNlcfso6UFJ7XXChK++WkNFsieGBoY6OHDWh7hvQy8wZaE7qXk+n3xU4+J8hZqp4BVuXqoq19oyq8ag61vMjOp8171NPvHlKj1bpTLkLZIkxeo9HhwXlJ08jDWyzOC9t3b51CM+C5Ej2ZRy/d9/GmTfZC5fHg4vd0zWTxt87J4uJ891aIZ1XEPBjIpDDS3H0FICXaCHaqG6lEOnoauEuoap68S6ge+bbF4X8i++p8NSR/Cxd6S05sdYaFYJIp08B11PuW9Hj9u3t/iJXo8T58b4xisa62cqbFwV8PEPtDl1pcNX9+gcPGux0La4cUuNiUbAyfM+NTPlgXfs4MYtvX/k9559y1du+4vK9y8ucEVcR8/vYlvOpbOn0ue/vPzG246diVg7Lhhp9OiGIV/bo3Di7BRVU2H7tMLUqMq6GYUdm9rYzhyfftalqle4ZgwqVo6mKWRZThhl1B3BqusT/sMPBBw8JdjzZs5yrmKrciiUNg4SN0uDdFV2cpN+93YsSek5doht+fzRNzQ+8ZVxXFen2jcGKg4adGm2LqOiC+7ayPvd29BjbDNgzwGFi/MOhqlia5l8ZKtI3nsInsiN6OA42DZjgjhi32mbOLWo6HI7qqvSnjnN5fJGFppBQzG4caNMo2hHHvXhYbG/+CnW+isGTo1eaDI11mPHljbf2Feja2p4CRLLD4mwokR28UBXMEN5KR8YGr5usNx2+dH3L3Hy0gKf/rpDMzSxtbTwhpGMh17gcUMbzC5mpGIaUm9uJRo5KkttlU9/zePgiQq6CFldH2W+WSEIVbJcypcrToWpUYeP3NnjEw+3ePZ1l4Vlnfmmw/SYjWVEfN/bQo5fDDlxIWbfCY3xmsa6iZRmz0E4O55fteG+S0HQZYvt/c0LHMCxXS689eyJWtX91XUbrn/b8vJL9KKUF3bpOHqVzdMa3/m2iG6YcHmuyrUbctZMNTl6scWuN22OnKizc7XKeF2egmlq4TUS5eyw4Z232awZq+K5LbZtjNhzTMFQS85ZFuEKc/SCU7fNHKccLK2IiuMz3wr4g6+PEScuo26Oa5Sx0BTD5UpZ7Ep6UHZgRUS8fNhgYdGh1gCrtHQrh8vysEEDvex0hazWsyOOncvZe8hFV1VMPSvUh/J2M8+lQrBkRKLI4LZre2xc2+XIGY/QUVbqUooDg749cV/MJGWok2Mad1/b45l9Ab3EK2K3C049yfpbxTAGI0YyKkUoq2EYdHwL17b5kfd0eWJ3i8vtUTxdKaTE5WAtn26hLvMuTV3pqwSl5ZqKKuCNkxovHagz3x7hN74A777BwrZ0wkj+W1QVPFtjsWVw/XqDH/9wm5cOR7x5tkY3yMkyncvNlF5gsH7S5u5rQxynw4Hjgrcu6dx5xw2Ydu1Xv/bMyyfe9467/jKl+5crcICZNZtAqexZvTb60tLCxY++uv8sq+sud+0MaYc9Tl6BODTYPJOxZd0SL7zZ40+e8HBVh+vX66yZUFk1kVPzEmwj48Kc4PRFg4kRBYUq882ESiXAs3JELm3UdJWVXaMvplrJedtWhGMF2GaX3/+6wRunG3iuStUosfdQcRtlcQ9tHcsAq4I9WWwlfH1vAyx5dV/qVoZX8xKmDFNesghMIyLOMnzfwlGlRYNaXtYXvihpX0SlEiU6nilw1IgkSQlSIfnvdFhhKJc2khcXxfJHYnG/Z/LuWzv8xiM+zZ6Lnyh9CW5UFHcUp8WQKQ19DD3HjDTMMMXXDZpth2vXhXz03kV+42GXpdCRcuL+8kum1xmRbA4lno8iKR9IEhVyQTdQCEKHkYqGmuZcnFeYaOScvpxwaT7FNhSqjsKqcZWF5TrXbtC5ccsif/SNJrtfr+HaCpvWZARpj3NXFI6cc7lnR4OK5dPYvI5t2675klm/bk8aNf+yZfuXL3BFrGb+yvm3bt55z0/OnturbljtfkgRXd44q3DusoGhmOzYqLJjyxIvHQ340rNVVtVsrlmns3VtzoZVbfzYx7N95loZu49Xif06I1WdXiB/WEmsSVN3VUpSjSG9dlmclqn0dSu2mcp4FCuiUe3xtT0Zv/PlCYRu0zBk97aNwUGxaRTOV7pSwJLyc5S6EZnOduis4MR5F0MT2IVysHwN8LeMtS8PKzRNvkGyLOLRly0WIoNRq/QZL2zciu+lNK8XMuMm1qh5Gt9xZ49XTsT4sdW/mezbLSQyAz4p6cIV9486m2cUNk312H08wU91ufRJV9KFYZyix/JYOdAFRqhKMZWuYxoWdujyTz6yzKkr83z15VW0dFVy80Pb3SCU6QtBpGBF5eJJynnTTKAIBUWTTmGOKZc7MxMpY2MLfG1vyuWmSTdTOTNnsHFBp9l2uXaDznfdu0Satth/GDzb5LqNOusnAt6a9Xn9LZWRisuakfFHbr/lrp88f+HK2TWbp/73FzjA2ORq9u978ey6jXe9se9o70MXz51h4+ocSzHYOKNwzaY59p0KeOT5UdbULXZu0rhuY4iqLfP0wZi9RxxWj5pYTpsTF2DSKxzzCmdLITKEKlCFwFTT4jpGKQ6Cv0X3LpLVqq5Px/f5w6c8zizUGK0qVIy02KAOBlNTVyUGv2qtPqAHYzQj4A+fsAlSi6qpyOIv6MFS/y2NeQqDTi0fuh5KUETMgVMOQaxhumWY1UpnK3mKJs/S4kRF1zR2bvTJ8pggtQqsnRWHD6XhfLG6TwfCqzjRiGMd19b5oQc67H4zoJfoQ2xKsTYvlz+xIIgFekSxwVUxNL2YP2ymGiE/8K5lXnijwqLfwNHK66YBjRpECmZUcOvl15GqJKm8p5SmiwNvF0tXWDceE0Q+lm6xasLn1WMt9hyusnDIptXV2bl5jI/c2SQMl3nmDY+5psP6GZfFbsi68ZBNG8e5Zudtb7y2b/fZW26+469Ssn+1AgeYmppmcmrVL144f2bjGW/he8+cb7N2MiZUfH7liznd9ihbJ2x2bhbs3NxCNZr80hcsLlyqc+0ai5s3J5xdDOj5OvUppYAP0vdjqZOz7BuFAWYJDQa3kqYx3L0LUZYVUPHk5nPv4RFc25Cusyaye5vKUJErBRbP+7IBQ5M3l3oxIC53Uk5cssnQC+WgLGatwODa0GlaCVG0orhNI2G+ldEJdQxVFP7i32y9LH0JZReX52gargmT9ZDljkeUDUx5+jg8KS59Spvj0uo40Ugzgw3TXWqVHu3IxTcUvKS89oEoyom0DD3KCPszRLELUHN0zSi+fpfbtsXcvb3JV/e4NA2jP+gbxRGJ1I3LA2cp4pLX+2GkS3VnJcD35WY1jDKWOzobV+t0ejlHLjkYosL7bl3mmnXL/PIXEpYOuSx3da7f1OCDd7S578YmT70Wc3bOY81ExlI4gWFv/tx1O3b+4sULF/6q5Yr4Kxf49EaOHnh6+Y7rN/5DP2y8EKUaJy7G/NbDBucvVLlurcN9N6Vcs3Geg2eb/MqDDu1mldu22Nx/M4zUW7xxWuCZFqM1IS/lvZCK0+Oxl1WOnKjQsPP+tbtkPkp57WBjaVtSbzJa63HgRMz/5w9Gme16NKyciiEfkbYxVNx9/E1f823oOXpJD2pyvf/0Xo3Dxx2M4hHdhybawPtQ4nDpmNWHKIVN2mMvGRw9ZWEIIf3Fr0plK5MbsiIOUBpSqly3PuMjd3UIg7xwn/rmIpeGPcpAhFX4kYSRzs4tOe+5tUscpPRShajwaC+xfJ9RieTAKa9shKQsQynCandtXMvhP/1Qm5u2LrDUyWjHAj+CIJKOtGGUFanFEqqERZF3fJ3rNyl86K5lloKcZg/a3ZT5JrS7VbZvVJjr+jzzGrx6aIRRZ4yf/K6AbZsXOXSux3MHEt48WWX9eJWf+HCHDat9PCtl9aj3gmZt/IcPfvEby+vWrPsrF/hfuYMDbL/xfew/8Hrv3vs+EP3eH/8pU5VZbtuoMlrRuHZTj4tLHT77gsL5SyOsHTG4ZYvOzs0pqEv87uMpC4tVbt+qMj0mr4ImR5pcbvb43a83yHQDR88HzEmZndhf6mR9MVXF8UmyHl/eZXHiYoOGpVKz0r5mxTYFtqFiGeUpm9SfD/B3ib3l9jJKYo6c0/EzC8uQg66UipadWxRFzuBqX8v7ehpdj8lFTq7oQzHgA6/wsof3PcGLdLQkU1FzFTVLiJOUMNP7d5mlf0mSDtutlUfJA6hSMXS2rQ5Q9ZAg0QkSBTsdyGj1OC903Vn/QFq+WXM0TUXXdHTNxOo5bJiK+Ng9y7x51mPBr+BoAlMrhWoZZpwVFm5K0cGlxiUIbX7kPS0e273EuVYDS8+pODHHzlrcscPhRz+0yGcez3jpjQqdnsOOTRo//v4mp+cWefF1izfe8lCETaMuWG4Jrt1Z4cbb3xcpitLbuu29f51S/esVOMCmjRvJsmz3XbffcNeRN56yN87kGEaPr72acuqih6sb3LxesG5aY8emmJRFPvloyuW5GrdvMdm4WmPr2h6WtchzhwIefaXKmSt1qrYUNZllgZtl3PNQ9zZlDHjV6/LH3xD83uNjCGEyYhf5P+UFUXnvaQ6oxWFqUNq5yW2cZcYsd1O+8mKdTmpQ76/mGdxfDvkN6sPFrUl5rR+nzLU1YjRsdTj6ZCjyIV+Jw7NcFqqJymhVsjBBrEusnWYy4azvRZL37zXLS5+kWN0LofGhe7v8xiMByz2X0FQK+2L6WFyLc1SRIlQQQkUoCqpQB4afaoau2hh6zA+/d4kTlxf4va/bVAypU7GiHCPKMMOUwBD4kTxDC8q7z9Bg3bjGz/6DeR56KeHE2TrHLiDJAaPOHTsSfuSDS3zyywp7j3oEkcF8c5xV44FcNl3usP+IxVJHp15XWLvpRn9m1dbdivJXBhp/8wKvVDzOXlr+mdtvvy+Pe2f/1eVLB62L8xZVy+Wjdyr0AgVFaGxfFxNli/zB11Jm52vcttnkmvUqN2zpIrRFfuNhhf0npuh1DSpWiIrkvq3SJ3DoUscpljqOHVGv9JhtBXzl5TpLvQrrRqBqyeQ2xxJFLIroG3XaZhFUW9xrlnJdTRvYorWXc+JchjMZQzeXZcdTVaXA46Vb1qB7u1bC2UvwzKs2vVBjzKKfjvxNQVQMogHTTCGOVcyayttv9fns8yEXZ10it+jeSWmQmQ1weIHFy2NkaTWhIxDUnZCFdkqYaX0PwijN0YsjhEEsuIJQVGkYqgqp+RZ68SRyWDUR8uE7JTe+1G5QMRSsMCsgXkagp/iGgm9JXj2KVXIU2r7KrVs8tq6Cfafn+YNHGxw8pSCEjqKMcss1Cv/wg4v8wWM5R96qkGY6py9b+IHJ+umQVWMx5674bGhcF1x/09t/2bGj/6QoI3/tAv/rvzWAtdO1LFh+5mc3rG/8N8tdEzmWwoZVEVPjLZb9lNFaxqY1c3zxedm5b9ticf1mjTt3dtCteX73ayqvH22wY8rlJz6k8KG7OmRZKgvcEIM4QSvHtdK+WrBih2haj8f36Ow6MsKoq1E3i8NmS5F6cVvFsWXWpmPJY2bblAVuaEN+4aqU7pp6wuOvmFxctLBVZQBPBEOQpGRSiiIX5d8jfQ8hJQk1VETfVbbMkh8eMAdZOwPfkzxXsQzQiYnTXBrzZBRFKrv3nwVTklR28amG4AN3dkmThDCleApIqBMlEEUQhDlBkNELUnqFLXG3J6TXtq/R9Q26PYtmy+PWrQofun2ROA9pBtLLJSgsjXthSi/I6PrSaSGKVHQ15aGXXX7zi5McPT3DzRsq/PD7W/h5l1cOxxw8AXsOjbKqXuNj9y9z4opPsy39bi4vdzl1MaHdFWzesDrS3Yn/9ocP7flZRRnJ/gYl+tfv4OXH6sZydN1W9xdGrFr0lafbP3fmck/4gRS5z4x3eOlIxmKzxu1bLW7cIti2fpm5TpNHXjE5cqLK9Wt1dm7WuPf6HmYl5usvK7gm0mzTUak4OZ4jHWTL7l11fV47lvKrXxwjyWxmKjkVK8ezC7POvgutwLNzXFvCG8sooIkuO68QMtZEFRmamnDqoknb16m7w0FUSmHsIwZe4Ffhb70w1V9sQyc2MDSBppSxI8qKIbMs8n5sSabI7PdYw9YEjWpEdDEjKvLgZXS2MlTkQwWeSC49LUyBKq5g41QMaUqSQ5JLt9gy0UHGr8jQp7SfMyQjCGVCG2iqLhdXbZvxhsuPf6zFgfNNXjs2Kbu4nqMHgyeXqQs6tqAbaMSJxr5jgkOHBSIXJOkoO9ap/MB7uzz2cszrZ6pEsUGWjbJxjeDW63zOzZqsmRKsn8oZ8SJaQS270pn+OUsZ+Z9p3Ir+pvX5Ny7w+pp/zMF9j/hefeJLO64b/y/L7eeZGY1J6zF7T6W8drjO9lU2t12Ts2XdAs++EfDIix4GDtes0tiyVmfT6gTHXmbPEZ0xT1BzFaqeSt1TqFekH6HrSFrQtSO6YcDnnzY5faHGmjGFupVRsZXCjVaa4nt2afkmLSgsU14RicKzUOnnzucoIkcRGbohEJoqC7uwZFMLiKL23auuwt9F+kKWxzy11+DoJYuKLYX+32rAhEHYazloppnAjzQ2TOe84xafF44mBIm5wsN72Mu735kzhaQwBUqz4ig5knefV+dvJhnkcd4/jEjSjCwbuNiKosg1oRZFbmIaLpumff7BO5c5dq5GK7RwDflkU5QMhQRVVbBMjYqrs9hyuXP7Eq+8HnH6EhiGQZY32D6js+P7lvjSriVe3FejG1jESZ0P3N7i1WMdTl1ySbMMFYVrdt6Sm97aL2WJ73/vR7//b1qef/MCBxgZXcPMmvHjp2ftj69aF/zm/Pxr4koLTl0wuWmjwU1bY1StybOHIr7yYoMx22DNuMbkiMq6qYzNa5qcXfLZf2yaNXUYqWqM1VWmRlPGGwGOmRSRGvJSZqEb8dKxSSqOwaiVyS5tiX6uS8URVF2oeilVV5oHuXaMKnKCSCOKVZmM0E8EzsnVnFwVReoagyLv+xwO/A5VdTBcaoUthKYmNH2LJNYx3EGBK9+CB185aIqiOOWJWM1OyLOYKDWJMuWq4s6KX5UVrySTcYBppko1V2EZq5TeiUJ+7iCGIJYpEq6ZEadK3+NcKAqKEAVTpKHrBoZu0exUuG1LkzGry8VlizCREZJhDL0wI8liNFUO9JcXXG7e1GNmssWxyyM4VoyCQatbZe2kwYfvaKPkTY6fdXh6n8fNHY8bNnQ4qfdYbOu89103ZmvWrv34yaVbjtfNt/53lOb/ngJftfZGvvrCgaiz/p5P3ZiecF7pTfzSpZMLvOeWBNXw8dOQ3/myAukoN6wx2bEp71sDr5vqcma2zS892KCi6kw2VMYbGtNjKetn2tSrS0SRSqcnb+8UEna9oXNp0WPMUeRgaSt4tii6twzFqropdS+hVpFOtK7dxY9SusEI7Z4pcxr1lCyXJ2tvntTYf9QkzxWMggFRyyFzyHtQK8wytcIwU9Mkq3P0HOw7bqFoat83ZcWQOZzRg/TlLodM2cUljr55a8D163yOX3ClNHYYg2clm1J09kQhTUQBYVQUBNdvT9i2KeH8nILqZuhqsc3VYamXs9BLCCKNRiAYTXPyPOvneQqhyQIXYOgapm7SbDlM1LvcvrPDgy/UoZgvmmHM5a6gEyoIEWMaBp5jUnNr/LvvmeOXHmzz1mwVz05YaMGbpzV2bBzhg7e3ye6a5xMPp5yZFVxYsLh5a4jljnL4bOXfvO0d931qffpKqmh3/p9T4ADvu/cGFhcuptZtHzmpmnvbrv545fCZDmsnNBabMbZa49oNBnfsiAizNnsOedy0Oce2m/yXz9osLnjsWKMwOaozPZazcVUH153jE4+ZNBdHeccNBjs2J+R5ysHTNlloMVZPqTgKFVvgOSoVR6XiKFTdlJqXUq9ETDS6jNQX+dKunN//2jjXTjncsElnalTB1FPSVGLP0xdVzp/TUVEGOfV9z+9h/jvv5+eUXiGWGXFuHo6fszFUFaPwLVyRkDz0kQ/j7wKDp4lKnOhsWdVj/ZjP62cywqx0bR1sM9P+wqfItSwxfKoAKhtXZ2ycSTh3Wb7BDE1600yO6HzH1oTN6y/zmScVvvT8OFGmA5mEG0oqIZWqS69yTcPQMizTYrTusGO9z8O7UjQh2Dit8rZbUuY7S/zBV11OX3Ew9RjbNLBNl+s2Rvzzjy3yM58w6YUa12+L2H005ul9Nr2wynUbNVZPhISBwaqRiGNXxvjIdzzQvn7nTScvXbmSzkz97ylu+BuyKFd/qJqN7cw/cuedN/zTa65/9+INm1xEHtLueOxYDxtX5XSTDl9+0cQQJqsn2zx1EELfY+u0ysyYzuSoYO1UgG4s8cnHDHbta2AqJmkmUEXOqcs5zx2sygwgByqOgldkAVVcQdWVsKRaeIhXvSaP7Un4n386QbvpEYew3AE/lBRbVsbvKaAIIZMWxCBkShUr+e8V2LvgvzNiFjsKMQaGKp8Amsj79spXF7kscKVAEwWOTgVRoqOgMVKJUJVYKgP7vn/lKyMdogvT0oE2VWXIbSqDrhTkG0xXZQxJxVUxNIMxt8a/+s6AD9w1y1KQMNcRtHo5bT+l46d0ugmtLix3BMtdnVbXZL7pce+OnHUzPdLCLD+OXN6+w+bHPtjCz0LOzmbMLiacn9U4fq6GrTW476YOZxdissjgg3dn6E6XUxdTDp0yqJsWQQLznVE++L53LY6vufmf7j7WfaTq2X/d8vv2F3it1kBRtpAn2mfuu+e+n7rn3nvnTHucm7Yts3oyIFNa/MmTKjXD5catAU8fCHnk2RpbJixu2qoxPqIx0UiYHGvxwpsJX3u5xuqGzsy4oOalOJbPY7t1Ll72mKpk1F2FmqdR83SqnqDqZRJzuzF1L2S03uKFgxH/9dMT+F2PVXX5uM5RCpN5pcjIKQRfQgxh7yGIUmhPZHHTl8hqmhx8lzspX3/ZYallYRcbULWENisCYVcOfv0OnkiI4QcaIxWVB+70maz49EKkA2w6RBcm30wXyuSzgm7MFMp8lRKDa4XYK4gElxZcPLPK//0Dbe6+cYGLnZzFnqDj53R6Ge1eQrub0OzAUktlqaUz37RZM2bzgTvatKOc5W7KhVmFi3N13n+b4I6dLS4tp8w3E2YXU147onHmQoOP3WPw9luW2HcyIeh4/MC7AzStzfn5mH3HQ1aN1rnr7vvmbrz+3p8acfjMe2+fwfNqf8Mq/DYWeP8v1RvMLYjfG5n64E/ffNPmuQuzJpONhFYnYKri8b47YpZ6LZ57zWDrtMO7b08ZaQRkmUy1jbMurxy2mfRM1oyrjDdgajTg4pLPF56rMVkRjFagXlFpVHVGqoJGRYZFVRx5dNCo9uhFXf70OZvZBY+pao5ng2lIjDmcH68UYauIkkEZuMeqQypCKbBa6eeiaRHn5nKOX7TRNK2vXylZGFHy4f0ge8mgpBlk5ZCYDnQlQWSwaTpj9YRPkGWFj7fSP4CIV/DhAx/xctCUUeU5kPUZkhyZxxNGCp2eztySx2TN5vvuW8aze8x3BO1AoePntLsZy52EZitmsZWz0NJYXLaYb9b4rntDJsa6XF6CuaWEs5d15pdGuGt7imoEzLVAFRnzHZ+v7ck59Vadd92oUK8v89XdCvMLdWqVlCuLKavHNaZWbZn7ng+886erdv57UxPVb0cpfnsKHGBi3OapZx/+1FuX6/9u1fTqxXbPR1MqfPDegInxZd6aVVg/WeG9d8S0kzbPv57JR6vwefQVwZlzFTZMCKbHVWbGYyZGmjz8siDwPVY3ckZrKmN1nYmGwsRIykQjpubFuLYscMvs8eIhePbNOmM1lZot9SmGXkb8yUxJoUjnV10HoarooujWhee3XhhrlvCk7z2oZ5i6NAd684zgtZMeji2w1cLwRi0N8pViazikB89KaFKkIqSi8CLU6PRMbtgE29f3SNIBTCn14VJ0lRUFT//PSz68kK7G0uAzzWVKRJrKA+8gUugGgnbPYHapwl3bc+7b2aSTpLQChW4ArV7OfDNjvpkwv5QwtwSzSzqX5j08vcKH72lyqZ1yZTHh0nzG6Ysum6cdvuOuLqkiw7XuvSHGcNo8tltw+twIqyYEl5Z7PLJLEMcethUxOrpm8fbrqv9u32uPfUoznW9XGX77Chzge7/r7/GOe2/6o7vv+565SuMW1ky2mF3K2H9cZXm5wrtvTVkKOzzygoGu2KyfSZhr+XzhqSpjrsG6aY2ZsZxNq1o8/mrAV3c3WF0VTNQF4w2dqVHBmsmIbWtbTIy0cO0ITU1xrJg4DXlmv03YcxhzZcirVdxzGoZUAUoOO8MPM14+bDLf0WTsd+kcq5XwpLSHKFWIUj9uGRGdIOH51x0ojpOt/gq/8A4v4rxX6MGHrnqS4ciPIo4vTU3efn3AhO3TLW0fSkaluPJJkoEupSzuMFapuYJbrwlRzYQwGQi1oliqAXuBoOtrNNs2nmXz9hu6WFpIL5R/fzfMuNJKOXoh58J8zOxCzJVFhcsLJlcW67zvlpz33LXIsStweT7mzEWFxWaN73l7xmjD58yljDRy+Ni9KU6lxdf3qozYDjdvSZgcSTl50Wfn1i3t+ujUP39uf+fTN9/+nd/OEvz2FjhAdXRLMjKx7Uenptb8YKptC6IkYs+bFrduVchEiyf3mIxYDrdsFWxctcQzB3Iqus3W1RprpxS2rO2AusAjr7gQWaweLZkWlXXTETPjS5xdmOfB5yNOX9SJYhUhMi4s5Lx5zqFiCWpW3vcytEyBqVNsM6WI348yDhwx6XY1qWRU82IdX3gQ6srQ7WVpLxGjaRG7Dys8treKbekrUttK96yy+8siV/r8d5oOEoSj4TydWBpkPnBLyq3XtonSjN5V7rHD8tnBtb009ak6gpu2RxhmKuFNOjDH98NBgXd6Bh3fYfuanOkxnzSXGvz1Uwofvb/JxEyLc82Mc7MJVxZiLi0Izs+66EqdD9wRkIguRy9mnLuScPSsSdBrcP9NPU7Nhrx2VKG9XOe9tyrkWpd9x3Ru3wZ55nPPzRuD8fFVP1ZzJz/XcN2/0Rr+L/Pxv40m/LM+LF3Jf+W3vvji+fnNL9+0ueNXG/kf3rTpvOU6PV49YrNx3Ga0qrNxdY83L4ScPFdn5zqdzWsEOzd3MK05/seDNhcvVdk8oTA1qjE5orFqImLT6iWe3N/hk49VmfY8GpbJZCMEJePwGZVjpz3WjYFrgWtL4ZVlKjJYakiLooqEXFHRhYrRP0Ub2JYZpeWYvjLzR4iQZ14zWFp0aTQUmdqmD1Lb5IFysTwRSikmJC00JmoCalyExhaKvDDS6Pomk+Ma77y5w4sHQrqRI9WBZWrw0LV9ae1WXvkkiY6SxeR5sa4vPLvDKCMIU3qBQscXdHx5yX7d2ibXbfB5ZiHDNGBmzOTGjVXeddssn3w85rndoxhagq4JLEPHNmusn4n519+9xK9/UXDwjIOqKrh2hc0zEZvXdzl1ScM2dcZqNjdtSnj1aMArb+pcu211sH7N1A98+L0bvnTojcvpjtu++9tdft/+Dg7wkz/+ndx2zYH0S/vGv7h985ofWrt2de/oGZl5P9cN8aMYVVvmDx/3WFW3uXm7wrUblzi/OMt/+WOD5/aNsKqmMjMmTT1nxhM2zrRIxSK7j1loice6MQ3blBHbYRyz57iBphk0CpN819H62T+2IaFG6bGniIy8iN821NK3UHoXltZsupZjDhvjmxHzrYR9p100w6Sq59h6hl24Z8nrIXlsoesSx5csSlJk85RHA0FYRH2Eha460gkCm+s3xNTrHTpJXhjdy4PiuPA9ka5Xg7iSOJY4PssESp5KeJJJ7B7GOX6Q0vUz2j2Fdk+j1TUII5dbtkRohnTF8gM4e7mCmo1w+5aIVOtw4gpcXoi5PJ9xftbk8kKDd+w0+JkfnGVyeok3zwW8diTj0lyDH3lPSkKAYyU06m3OXBBsnhFMzazpadbqH/rwR1Z/8evPnfpbKW4A9W/lswBf+PzDfO5X38/3/KvozQfunTo9PZa+++ylptXumFy3IWb38RQ1q3DrNpXrty1x5kqHTz1e4/iFCjOeYOOUxqpxnVUTsHGmi6Iv8ttfMdn3RoNt0yprp3RWTeSsnugRZS3+2+fqeLrFTD1ntKYxWtMZqSrUKymuLQ0ybTOhUfF57mDKHzxZQ8Ni3Mup2uA50pzdsUURGy7/nOdIazjP7vC1PTmf+soErmsxauUyNa4IsS1TJyxDxrRoqkBRSvGU7OIyrrYYQkvtiyiEYErG5jU+R87lvHHaQ9dUnNJSrW/fPPA2Nw2wDDl/TIz0OHpR5/QFj4Yjnz7y6SF/FaI8vgbbyti0us3DL9mkkU7FlltMRTHYuSFlaqzN/lMaoa9h6TmKogIaliFYNxWzeVXOW7MZx88p5JlG1bEYbfQ4c9FkesQkyhJUY83yzdes+Sc/eO/c5/7HZxV+6Pt/6G+r7L79EGX4Y8ctP8TnP//HzHfMz5r6dfq6jZv/Z71ybPToubMcP2vz3tszUFu8eTbiG7vH+O57U9664nP+UoUta3UaVYWpkRDLavHbXxF8Y88I169WmRnXmGgojNYiapUeL7yZEyc205WcqiuoefLPjjcSJhshipITFnoUgPNzKvNNg1XVwoy+0KKbRbyK1T+8HRjjp3nEbz9aI9VsqkYuzYWKG1C7nx4njfkNXS57wgiCngxuVRR5cJxlsvBVVd5HGpqGZegEoUkSO/zj93d5+PmAXmIQFnShdK3KiKKsCHkanI4FscbEKKweT1CQlKcqYLmX0/IhTaVAyjZ1PFtjqWUzMWpz/cY2Lx1wWGxlVJcSXEvHMuq8/9YQoS7xqYc1riyBKiKCUMfQLZ45WOPMRZsP3h7whB6QEPLSoQrvu9MgT5ssdtfznvu2LIw23H9d8dTPPvSqwk99/Af+Nkvub7fAAb7ne/4+AMfPLn1aVXXt1LFdv/DmFzvjd+3osdCN6HQF88sW68Z1OkHA5QWT6zcJUH2S1KTiRpy6ErHrjRqbxjXWTWrMjGlMjCSM1QN6YY8/espDTXVGvZyaq1GrCMZqKavHu8R5mxPnK5iqhaZmpJmQgn9NYGrIs7biEqh0rjWN4QMJCU9OXsqY77jYhkZFl8610k5ORiI6tobnCFxbxnkbes5yBy7OJbQ60gzeMjPSTENBFOtxmahgGTpWaOAHFnXXZ+OqNkfOe/JWs1jdh1FOoKcYgULP0OiFxeFBpBPHKlkqZQWOCeN1Dc2MOXYp4cKijqYl2KaUNyy2DCZHHf7+O5d47XjIXMvCtWMMXZGuutYob7v2Ek++2mNxtsY6LSWjx+snXLZvECw2u5y74nDntQkLTZXlbsizr+m87WaL6fV3zt19z93/AeJPK8rE33apAX9LGPxbfWxZ22DE43dvu+Wen/6eD3/H3NoZlbOXJK3m+wZb1wUcPqMw6pn04jZP7g2Yb+bEWchXXtZxVZvtazQ2r9XYujZieixgtN7l7HzM6yerrKpTdG+Nkaq0dJ4cW+QzT8OfPq1zYU6lF2hkmWQ3TE2RRWpKk0zXllp015Y6cl3L+opG1w55Yq/J3JxHw8yLG9ChMzlLOnhV3ZyRasp4I2bb2g7rV89zfC7g6MWc+eWUZjuh043p+hm9AHqhPATuBdIcs+NbTI8YvPeWLlmQSD68GFCjOC8ODlI6fkbXF/iBWqglDfJMQVMkezQ9pvP37s/5/geWOL+cMtvMabYTmu2cZlvnyoLHDRtV1kx0me3AlaWMk+djjp9LOfKWTRQ0+OCdPVQtYbSu8cAdPTx3keWWwbUbMo6cy/BMjSTJmaolJIrB+i0fmrv7zvt/Ok/13/27Ku6/0wIHqNc8qhXxqXfef/u/3bD1Q0vvvXOUKM7Zvk5w5ELKWNXmzp3LHD2bMlOvsGEm59x8yJunPa5do7F5jcqWtS3a4RyL7Yg8T3j+oEHN1BnxkGv8iqBRSZka6/Lq8Yg9hzwcrQhazRSEkNDC0QSOAbYl8ByNmgejtZTJkQjPTskBBTmcXl7KeOmIh25oVE0JT2xDKW4/1eLvyKl5KaO1iFXjHVZPzmOZlwhocnIp59yiwlI7o9VN6foJvSDDD+SpXy+Ub76eb+CHNrdtSxgd7eEnSv/0rR3AbDNnqZXQ6iR0etDxpSVbGOtEkfR/VIXE90Foctd2hZu2L3NhSWG5k7Lczlhqqyy2TDqdCvft7JKKnJFqjFdtcvKSz/GzGW+errFjncHMpM+ZSzkXroywbV3Ky4dD5pc8tq3zefOUjmkoXFhexT/4rvcvzay7899eWVQ+JbS/2D/w/28LHEBRbJrtyme2bb/3h7dv2/yv3nnvHfFotYPfFVy3PuTiXMaNm0xu2poxUgv4xl6NMcfmmvUqN29vcexik4efN5ldtMnzlBfeqDLmKoxUBI2qRt3LqXkRE40W+04baLk8hpDGmRmtbsaJSxqqEHjFJVHVFYw3ZMBtN2xy4kJGu6sTJyqaljHXzHn9WJWapVC1shU5nWaRAerZOfVKzNRol+nxeR7bHfJ7X3X5se9o8oG7rnC2mXBxWdDq5vSCFD/MJEYPBb1ApeNrdHyTTs/mhs0KI/WIOJXaGNdW2bw6xfICLizlLCwnLHezPv2XJgYbplMqXkqYSNam09PIc5sbNobMthKWu7DcSVhq5SwsS5epu68DTYkZrxt8+F7BlvUt9p0MefO0wlKzwbtuCZhrJew7JnjtSIOpMXjjTI6paVxaCplee288tXrLv9p5/Z0/PD3pfGZq4tu3ofzLfvytY/Bv9TE+omRnTp98ZN3W7zd0d18vTsX/agcHlaPn28IQFcYaId1ewptnQi5esbn7Gp2bt/ks9Fo8/7qDp9dZMxHy7EHodiw2jMB4Q2O8oVDzEkaqMccvpuw75uDoMircMsBzEi4twcuHLDSEVCY6Ko1qzvSoz/joIo+/KjhzVuX+mwSjNYFCxkJXRWgGDSOn5ihUXcma6IVnoanLG9J6JWS03uTJfQm/9sUppqoW447PT36kSRgt8My+cTxDwbUlFIpTmVLc9QWgo4kcx7KpKA6jXszFy9JGrlHRuPeGnBNzTf7gcYGqGFSchLpn0O5qZJnOnde1+eqemI5vEEYZHV8jCExu2dJkw+qAxY5LzU2Yb8qBc7Rms3rK4u03tDh7eYpet87d1y1y6lKX106oeLbNnTfYXLupg5LXaIUZE1WTkUpIq+dlH3j3Tfmq1dv+2Uc2X//7ly5eirZu/fZoS/6qH3/nHbz8WL9hEyffOhWl6uRnJsa3XhuZ2/4f211LmEXsPWbi2HDqsspNmyxuu7bFlfYcj+9WaTYr3LYdbLvNk6/ZOKrGVENj9ZRgy5ouNU+yJleaKrMLRoGVRYG1YzQ9RkHDM2SwledISFP1ujz0YsrX9zSwdMk154AQCZ/+eoU80RhxcxoVwVjdoOpq/TW8quZYZkrN6/H11xL+3z+ewlUdNk7onL4wQhiM8x+/L+Ldty+y6EMQyZV6Katd7sDsoig6q4mKxQ8+4JOTgCJTKYLI5D03q3zk7UssBhnLnZROT3bxXmBCphEnKb1IBkv1AgU/0Jke0RivJ2QoNHtw4mLCuSspF+cNorDKO26OacU+ew5rjLgu77kjYHR8gd3HfQ4crbJ2SqPrZ9yyOYGsw8bV07zv7Wv/n80bNl+7Y9vEZ6LoTLR164a/63Lqf/wfU+AAt9x4LTuv2eg/+srlY//lp773F374Y7WfW7tqfH7nhjQ8+JZPnjrcd1Ob8/M+5y57mMJk07TO2EiXzzwBZ8+5TFYVxhsqG2d82uESL72h0O5qaJqCbah4pjxM9py00JLk5LlehNbKa6BGJcKyOjy130FHp+JISGMZKUudmCtLFjUTaq7CWF1ny1qFybGIK82Irp8CJSft89xBkyy02Tyl0KiqLLYUTpxzMUSNt+/w6cYJQSxlf56TMzXa48pSl+PnEmaXVJbaBt3AZqKuUq+E+JGkCpc7gjx1eccNMb04Zqmb0/FTur5Cq2uiouFYMb04p+tndHo5HV+n65ukKVRtwZ07FeyKz+krYSGqctg8VeGH3rvMXMvn1AWTKHJZM2azajLi2dcj9Nzk2vWLHDtrsX7DlvT08pqfu+PtG35h3dixY5X6en9ievvfdRmt+Pg/qsDLj//3p76LzqU/TFdPaT+/3EnW3LBz47Mbpid5580Bb10KuTzfoOKoNJdVbtyScPhcwPyCy7tuyqm6GeP1DNNq89U9OudnTRRFhqN6BlRdlaqrUPcShBry7H6dty4YjFblgFlxchrVgGMXYpoti/FqseY3c0aqEU/s1ThxzqZmK9Q9wWhdY8uaHpMTS8x1E7q+vEmzjIwzVxJOXbRZO6qwcZXKqsmIC3MBJy8Izs9W2TylsGoyJIjlwsezoVHrcX7Z5+TFmIVmxlJLo9U12bpK8K5bu8x3IAgzuj7MNS3GPJ1Na3osdqDTk516sa2xcVrl/psCUlKWuzmdXkqzo+KHOpaWkJGzelTlPbfF+EnEfDOj2YOv760wVXPZtqHN/uOC8apCtwczVZs1UzHPHlQR+npuvu3u8EMf+ie/+HM/9WP/+Wf++3LaWPvDf9dl8y0//o/A4N/qw5v+ZwDRmfMtgL3rNx8zX9/7JyKaH7nr5q2XtDNzkGU1LCvgzFGdW7cZBOkySeYy1kg4diHhzP+vvTOLsfM86/jv/fazrzNzZvEsHnsW707s2E4cJ6EJoU0aRW1UhOglFBUJARJIUITUC4pQhVSVCxaVKxCIlEgppYU4EJombVPbdWNS2zMee2Y8i2c82zlztm853/Jy8XlIFQkElYiX8rs7F+fi+76/Xj3v+z7P/7+c5YkDoGoBr19IEPg7EYeSQsbDNF0CqZHQNRI7JUoiJJ10uHRRp9UyKVUEmaRCJhmQMB1CIG2oZBOQTWkUMpJC1qHm2sgoRRTF/eWmHnB1RWVpNcFjexV6y5DN29xuaQShwUZN5+RBncFKwM25+ApfEbGFRRB2qLVNtlsqjbZOs2WQz1ioIsTx4zKk2Y7YqhuMDlgc3m3z6kJE2xXYboTtqDiehYaP7UfU2lBtBKzXDIZ6DZ45bvO3r4Usrlk8flRj76DLRj2BrvioosWFq0WGBxosrrqoUkOKgO9e9nj6RHdgZox3Hjn9YnTs8NA7ihL83uZWi3Lp7p6U/Hfckyv4jzM8kGV4IPu50F548ujhJ577yJkDr2AORYqwODzqsdnsIGSCA7sdIgm7unXKxRY/mNIophL0lsH2PDZrBsW0Tl+XYKSvRU+pweKa4PxVk1xyJ5pQkE4GNN0O56cserKCXFoll4FSrkPD9jg/ZaCgkEnEG9JSLsQPfc5NKbTacc+JooChB2RSIenE+xYWhh7g+tGdyRmFejtBux3HBUYytoPIJSXH97koWkStGZcWDVsjkgYnJj2SaZ+tpqTRDtluCtaraR6dDLCSPi1H4noSx1Oot0xO7ffprwSs1kPm10NWNyKqjQTlnEEy6bK6Kak1shwbl2w0PBZvGwihceVmCGGSYs7jwpRCykry+ImhqFQ5+MrD+x5+7urVuSdVtfC7QnTd0+KGe3gF/yATRz7J1LWlZqkv+WttOXmj7n3/wC6z+uLr35lltBc86bBRTfHIeMj0Uod2K89DY5DPBFyYUajWNI6MaIwNuixsNqm1VDYbKeaXVPb3y9h99k4wKaLD3K0CB3vjurmrEDBYadFwPWaXUxgodzxYIJfyCWXAzJKB21HQ70zkCyWibUdx9qQhMI24uSuK4sYnryPwOjq5pMOSlHf6w+MN8N4BCWpEvS1pO5KWoxKFOuMDIULpsLBh0ZULKRc0NrdNxoYNwMfpmPiBxO3EAp8chf39EX2pkGTS5fotlaFejUPjGsfHXWbms1yc1jg6kWZs2GFuxeDhSRNNt7m+kKS3EOEpu9g3mvnayWPHLxeKw1/udOxmsWv4bsvhf8x9I3CAyfFdAJsynPv9x099Yuh7529wyht+sTd9kbPnI4ppHdNq8Y9vZjg1qWFYDm0XNFWllDGZHI4wzRpff01lb6XA7qEW3QWFgbKKrsUDvboeMLUI+YRKIa3QU4TuQovLC03cToimSVRdkjBV0glIJ30SloemJ1CEcsd+ARxP8uq3LUxlx1c8Fr0ktn/oBBAEKi896TC7KIminXgThSCQ2J2IZhTXzo6rxxGCUmFs0MZ1YL2RpLgVUu1WabaTHBhqc3MxjabG/eJLazr5bBoClUfGLPaMNPizV1Wmbqbp707iBh0SyRA3sHnvusWzxzr8/ZsuG1WT8cEWl2+W+ewTx+kb3PO1RjT5G8v11sKukbt3I/mTcl8JfAeh7mb5VnVhZPDQb5eyub/OpwZ+/dr67JmifoV3piIOj+gM9wVcmInr2oTms29IsHtgG8t06CumKGYhDDqMdOc4dajD/Iqk5aTRtZB/vpDBUhSKOZWhisdy1earb+R54dEUZw4G/PCKxDIVCtm4285KtijnNG4q8QotRNymOrui05V83+pNiohI3vE1CSAIFUZ7Q4QSi1tVIIqiOFKxHuCpkqFWhONBw1Y5fz1Jycrw/M84vPxvgqUNleFeE983eeZ4iz+Zj0uhtu9y+Yogk86iGj7VpsLtLQsvCJlb87h608D3OxQzPoM9ERenI5JmmonBbZY3cvz8c09y9OTEW339mS8f3D/6XuD7C7q1625/9p+I+1LgAAP9RYAbYShvKAqXx0eV3of2DfyFklrcs7R0RW20PcppSds1WKulKKRDXjuncOZwipGKRCJ5+7LBYFlBaA5rdcFwtySV8FCFRj6l0FNUEKrNO1ckkZ+lv+Qi1TrXZmO7iu5imx8t+KStDCcnBVeuB7i+AcTDt6axY/UmUBVJKCRSyjtjZHGglO2p+FF8/m3qEU035HtX00zsUrEsh9uNxH+eb88sWaytpdClwWOHqvzT2zprNYPtpkkQGthegB9oDFZc5lYilteTPH6gybvTKeZXTIqpiCcOe7TskNGKwkYV1usGpimp25KTx0+Hkw+N3ahUxK88dfDRVWBGfNDU5T7jvhX4DqoqAGakvDkThdGzRw+V+g8fPvHK8o2zWWNpMbW66ZCxNBJmyMqmxaU5jflb8NETLosbCj2FiLmVCNvJ0FuGht1BixRK2dg6LqTDzC2LoYICImSjGmHpCqW8RDdbvHnOpDtVIV9sENyJ0kZKFCFRVC0Oq9LjRAgp4sHqINiJ+VPwQ51AxiLSNImu+6R1g5NjOUqlTf7hLYWtuoHXUekr+ayvBaxXTUZ6VSIl5PZWyOa2jmYolNIOq1sW47t1hvrbrG5JUNIsbkR87GRIUg9JJ0zWahKhavjSJ4hyjI72t196/kzD86KXjEzfLUVVFu53Ye9w3wt8ByGGaTlyYWRsZMl3W/s18fTJ/pHoK+ffnQrWb98orq6vZHrykNA7JI001baNgkYqEXB1UWf/cESl5PH6xQQzSwZPHVTp726jWU0SRpl8WrDRELxx0aKSUSjnA25vhVycLvELT6h4PoTh+1YN8QCDiqnFm8yEGaJIHz+IiDrEcSB+bBURRjv/kehqSEIPqTdVfu6kwXeuSLYaEWEgePohn+WVgFozQTavU22HuO2AtS2Tpx4RPH2sw/evSC7Pq+wbhvObPkSCUtah2baoewFGTaW/xyVpdTcP7t9dzRQOaRHaL3f3DH6/VMjVIYrioYYHg3v+mPB/QzohSOgiqtXatVRm19lEMj/2pT//u9FPfuLTXyj1P3GlWKpcenc+544NmdiOj0Ank7IZ7YV0yufaogQMuvIWAz0ha9sNVjdje2LTkGRTAemUSS6tkU74LN72KSZV8pmIZCKMY/TutPsJIVHVODoll5LomkvL8cikPToyotGWuF4s8PfNgARBpNL0FKqtiO2mxZ7eNi03YLulUWum2WoruJ0ITZH0liTdXW2WNgJub6YII4vJwQDb87m+aFFvBwSBiq7DVjPFx08rbqW7fOmFp09deeGFX/zC7I/+ajSfy47tGR44q4tOTQjxQIkbHqAV/McZGqwARIB9fe4mhqF9UQjti4nSfvUjT6X/dLSnNfaj6Wunx6yaev1WiKZorFZbdOUEKcNnb2+Kob4mL3/LIp/M4XkdTCPE63QoWCr9ZQVND3j1uykmegTZjMfauk8QWrFZkIgdsxQlPk7s7/JY3XZ47Vyejx0P+eY5m1tbGi1HIR8pKOKOlUQYbzRNy+f2esBWXePF0x5/MBOxsiFIJE2SVoeOb5K2XJ45mCWT9Xj5XzvM3bKwOyFhFJLLuKgiyf5RQcPJcvqR/jCXHf/OgQlzZnCo9aua5oamZfGxT31FlrpG7bv9vf4veSAF/uPs3T0M8TA7QDA13/iMUKzCwPCJP7x66RvG9PJ8uGfQemir3v2wFGu8e03l4b02Gw2HTCKNoQsUEc9kfu+qBVgUCx0cT6AbJl0FWNkKuXTdpLcQX/XbnkK1ngAE+YxA1V2+Oy1YWCnz8RMOJybanHvPY7uZYFBCTwaSZkTTlqxXdY6OdujYHuu1BAMVE8tU2Gz4jEYKpyYDltfiJ3I9QVA3KWRtZpYijoz5LG8lOLJvmFqTi925+g/tcFB95pmPdsql0ufAq/WL8t3+JB8qD7zAP8jkSBagBnwW4I//8pt4EWcO7Fd/NgiqL3X1yvGRyjbfPjeHFAJDd1AVhaTVImsJuvoF08sBQaijqpJSLiAIAirpFMNFCTLk+opEqCZChuQzEUsbkun5DKN9LrMrgokBnaXbklor3oyOdMOewQ7bLY0fTKexdImmhWw1JEGgMlAW7B5wmL2VBNVgfdulWhe0XcFgweDhsQyk9jE5bnI0Ja6Vc/lX9u6xXycQb4nkhzO9fq/yUyfwD/Jbv/QcwFvvzWy8BbzdlZWjIliPrs9Wo3J3aWTvcOF3krkVUoUAf2ON8f5NVi5rKGhkTR3LCACHnryO58ezlivVOLddURXyGZ9yxuGxiQS7+xz+5o0MuysJqi2Jqcb2zamEIJ2EpXVQdKg2VISwcTyVekujZcfxgu/NubxwJsXgQC9GKuLgkWHUaP2PtlrO/LNPnlGGerNKvhDOAmeF6L/br/ae4Kde4DscGusCOLvzW0arIIz8rVur79iOTsvDP3XyyG8eHG0/MzwRB1vNrl/Clw0uXDN49miE04nisTalg5AKQgpadsDShs+ePoUw6hD4DutVjSPDDarbOWwnwnFDGnZEu6OR0ARuqPDsMcG/z+hYqV08/9wj5DOCvj1wdFT8S6ez/aXtpql3909iJAfemnjI2943ev/dMn4Y/L/A/wuE0guwDXwdYH19DSTTKcvpyXWJKAoDsulZIuGx2bSwLBvbc/zTjx7/vJLsPF/ORf6TikJ/JaKxFKBlYM0J+MynQpq2zp4Bl6mbKcqVkMkJg4E+XY+y2W8szr3zeUUk9YEug5kFnWQix97D+7EMjREPJZsy16Rk/lil526/ovuCB+M0/x6hunIWRRE93zpXz+VSvpxZVqkUJFNLEZW8ZGNb8uLjDuvbOl35gGsLCSqliOmbGn0VU6y2K3Uh5NqnP/7Y3X6UB4b/AB6pGaFCutwTAAAAJXRFWHRkYXRlOmNyZWF0ZQAyMDIwLTExLTA3VDE4OjQ4OjA3KzAwOjAw4kUaegAAACV0RVh0ZGF0ZTptb2RpZnkAMjAyMC0xMS0wN1QxODo0ODowNyswMDowMJMYosYAAAA5dEVYdFNvZnR3YXJlAG1hdHBsb3RsaWIgdmVyc2lvbiAyLjIuNSwgaHR0cDovL21hdHBsb3RsaWIub3JnL0jPKKMAAAAASUVORK5CYII=', 'weight': 22}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 29418943
    {'hecke_orbit_code': 9007199623839816, 'n': 1, 'trace_an': 3}
  • id: 29418944
    {'hecke_orbit_code': 9007199623839816, 'n': 2, 'trace_an': 0}
  • id: 29418945
    {'hecke_orbit_code': 9007199623839816, 'n': 3, 'trace_an': 0}
  • id: 29418946
    {'hecke_orbit_code': 9007199623839816, 'n': 4, 'trace_an': 0}
  • id: 29418947
    {'hecke_orbit_code': 9007199623839816, 'n': 5, 'trace_an': -5280498}
  • id: 29418948
    {'hecke_orbit_code': 9007199623839816, 'n': 6, 'trace_an': 0}
  • id: 29418949
    {'hecke_orbit_code': 9007199623839816, 'n': 7, 'trace_an': 852542376}
  • id: 29418950
    {'hecke_orbit_code': 9007199623839816, 'n': 8, 'trace_an': 0}
  • id: 29418951
    {'hecke_orbit_code': 9007199623839816, 'n': 9, 'trace_an': 0}
  • id: 29418952
    {'hecke_orbit_code': 9007199623839816, 'n': 10, 'trace_an': 0}
  • id: 29418953
    {'hecke_orbit_code': 9007199623839816, 'n': 11, 'trace_an': -62490757668}
  • id: 29418954
    {'hecke_orbit_code': 9007199623839816, 'n': 12, 'trace_an': 0}
  • id: 29418955
    {'hecke_orbit_code': 9007199623839816, 'n': 13, 'trace_an': 203765207802}
  • id: 29418956
    {'hecke_orbit_code': 9007199623839816, 'n': 14, 'trace_an': 0}
  • id: 29418957
    {'hecke_orbit_code': 9007199623839816, 'n': 15, 'trace_an': 0}
  • id: 29418958
    {'hecke_orbit_code': 9007199623839816, 'n': 16, 'trace_an': 0}
  • id: 29418959
    {'hecke_orbit_code': 9007199623839816, 'n': 17, 'trace_an': -695827819926}
  • id: 29418960
    {'hecke_orbit_code': 9007199623839816, 'n': 18, 'trace_an': 0}
  • id: 29418961
    {'hecke_orbit_code': 9007199623839816, 'n': 19, 'trace_an': 4955504123196}
  • id: 29418962
    {'hecke_orbit_code': 9007199623839816, 'n': 20, 'trace_an': 0}
  • id: 29418963
    {'hecke_orbit_code': 9007199623839816, 'n': 21, 'trace_an': 0}
  • id: 29418964
    {'hecke_orbit_code': 9007199623839816, 'n': 22, 'trace_an': 0}
  • id: 29418965
    {'hecke_orbit_code': 9007199623839816, 'n': 23, 'trace_an': -150867407938152}
  • id: 29418966
    {'hecke_orbit_code': 9007199623839816, 'n': 24, 'trace_an': 0}
  • id: 29418967
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