Newform data - 126.14.a.a

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• mf_newforms •

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

  
  {'Nk2': 24696, 'analytic_conductor': 135.11097047941, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [3, -1], [7, -1]], 'atkin_lehner_string': '+--', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [126, 1, [29, 73], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[5, [4320, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 234881150, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '126.14.a.a', 'level': 126, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7], 'level_radical': 42, 'minimal_twist': '14.14.a.b', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-2^{6}q^{2}+2^{12}q^{4}-4320q^{5}+7^{6}q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '13.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '126.14.a', 'trace_display': [-64, 0, -4320, 117649], 'trace_hash': 1068207504799949994, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.998', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.981', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.035', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.988', 'prec': 17}], 'trace_zratio': 0, 'traces': [1, -64, 0, 4096, -4320, 0, 117649, -262144, 0, 276480, 8787312, 0, -20420932, -7529536, 0, 16777216, -1719462, 0, -109702942, -17694720, 0, -562387968, 646760160, 0, -1202040725, 1306939648, 0, 481890304, -728867274, 0, 1028049116, -1073741824, 0, 110045568, -508243680, 0, 14229390962, 7020988288, 0, 1132462080, -44544458406, 0, -54689828968, 35992829952, 0, -41392650240, -47868325716, 0, 13841287201, 76930606400, 0, -83644137472, 169986882858, 0, -37961187840, -30840979456, 0, 46647505536, 300765540198, 0, 369996272360, -65795143424, 0, 68719476736, 88218426240, 0, -787010801908, -7042916352, 0, 32527595520, -559441472256, 0, 121137579650, -910681021568, 0, -449343250432, 1033818469488, 0, 290426785064, -72477573120, 0, 2850845337984, 3965105603046, 0, 7428075840, 3500149053952, 0, -2303541116928, 6025919250630, 0, -2402502228868, 2649129615360, 0, 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• mf_hecke_nf •

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

  
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[29312739276407549249250], [-28405666817233469662378], [40221994647370630978050], [32227612123694551404506], [21971099283714125384550], [-35871126438970427378832], [-19207085938176719333188], [9501517682912867226890], [17625886683506038014132], [711397163358798685752], [-46606543887359783456308], [19869534335273785329258], [54753377233715432566272], [38692026256750111194462], [40252797594851286026072], [-29595919024215132562752], [-34729669944664849922502], [30874980053623523311046], [-16120787536214697540480], [-103679617138717382472], [39790008353190448561878], [-2582999723407889076442], [-38861232648824357205444]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 234881150, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '126.14.a.a', 'level': 126, 'maxp': 2999, 'weight': 14}
• 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': [3, 3, 5, 4, 3, 3, 5, 6], 'ALdims_eis_new': [0, 0, 0, 0, 0, 0, 0, 0], 'ALdims_eis_old': [2, 2, 2, 2, 2, 2, 2, 2], 'ALdims_old': [33, 37, 34, 33, 35, 35, 34, 31], 'Nk2': 24696, 'analytic_conductor': 135.11097047941, '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': [126, 1, [29, 73], [1, 1]], 'conrey_index': 1, 'cusp_dim': 304, 'dim': 32, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 234881150, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3], 'label': '126.14.a', 'level': 126, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7], 'level_radical': 42, 'mf_dim': 320, 'mf_new_dim': 32, 'num_forms': 17, 'plus_dim': 15, 'prim_orbit_index': 1, 'relative_dim': 32, 'sturm_bound': 336, 'trace_bound': 5, 'trace_display': [128, 0, -91578, 0], 'traces': [32, 128, 0, 131072, -91578, 0, 0, 524288, 0, 3261568, 9735852, 0, -35071450, 15059072, 0, 536870912, 72529284, 0, 276742198, -375103488, 0, -1301617408, -2033890824, 0, 5501934924, -211760000, 0, 0, 2472927516, 0, -21435764788, 2147483648, 0, 942182912, 7022939406, 0, -7370960372, 64376618368, 0, 13359382528, -70809061428, 0, 135632662684, 39878049792, 0, -150988412416, -343835338980, 0, 442921190432, 291097637504, 0, -143652659200, -176197912296, 0, 99718346120, 61681958912, 0, -125490027008, -77658461574, 0, -967000636462, 335189801728, 0, 2199023255552, -2143321196892, 0, 1200939985128, 297079947264, 0, 580632639104, -948080855304, 0, 2123793354552, 4906978816, 0, 1133536043008, -224557587492, 0, -3942873248584, -1536423886848, 0, -1921048522752, 8067875511042, 0, 155496902132, -8789756052224, 0, -5331424903168, 5094054891240, 0, -3324716739274, -8330816815104, 0, 21378019252992, -7400544829080, 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-7837764856196269184, -65727282711817503792, 0, 9386298729960846636, 46284103168349372416, 0, -2105373288959049728, 32690566422856550580, 0, 3830468243154007798, 2345788969635840000, 0, -17554634269899876224, -125489691661997481264, 0, -91519027450679879864, -81450197048665088, 0, 71106128573839048704, 81686377721366990166, 0, 60136307929935966000, -1302892784054697984, 0, 24408261351118203904, 37809246713480576988, 0, 36893250517391948764, 27448571671580318848, 0, -13848485775401811968, -4717930498502540472, 0, -154902387413900020416, -46280828552887959552, 0, -45346846660151474944, -27410836124616402696, 0, 69932924022507215600, 42348480057176506112, 0, -85522034207439896576, -44447512463489330916, 0, 11114270633527887976, 25843699994566590464, 0, -51138119386814981888, 119922513093272312970, 0, 48662536797153231274, -31337559815577059840, 0, -16223578550060449792, -94425829225313776368, 0, -29846478491374066296, -5191915107504857088, 0, -35973164401463506944, 101778898250340678252, 0, -106300828212167483812, -97411992161938758144, 0, 45293806284466487296, 59034019808681949504, 0, 82676466490151406832, 5623551704587829248, 0, 33218358157045336576, 26022980213934278160, 0, -207082191926240950262, -49038499953591354368, 0, 22789542360369856512], 'weight': 14, 'weight_parity': 1}
• mf_twists_nf •

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

  
  
  • id: 109571
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '126.14.a.a', 'source_level': 126, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '14.14.a.b', 'target_level': 14, 'twist_class_label': '14.14.a.b', 'twist_class_level': 14, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 14}
  • id: 109572
    {'conductor': 21, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '126.14.a.a', 'source_level': 126, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '98.14.a.d', 'target_level': 98, 'twist_class_label': '14.14.a.b', 'twist_class_level': 14, 'twisting_char_label': '21.c', 'twisting_char_orbit': 3, 'weight': 14}
  • id: 109573
    {'conductor': 21, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '126.14.a.a', 'source_level': 126, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '98.14.c.b', 'target_level': 98, 'twist_class_label': '14.14.a.b', 'twist_class_level': 14, 'twisting_char_label': '21.g', 'twisting_char_orbit': 7, 'weight': 14}
  • id: 109574
    {'conductor': 21, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '126.14.a.a', 'source_level': 126, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '98.14.c.c', 'target_level': 98, 'twist_class_label': '14.14.a.b', 'twist_class_level': 14, 'twisting_char_label': '21.h', 'twisting_char_orbit': 8, 'weight': 14}
  • id: 109575
    {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '126.14.a.a', 'source_level': 126, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '112.14.a.b', 'target_level': 112, 'twist_class_label': '14.14.a.b', 'twist_class_level': 14, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 14}
  • id: 109576
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '126.14.a.a', 'source_level': 126, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '126.14.a.a', 'target_level': 126, 'twist_class_label': '14.14.a.b', 'twist_class_level': 14, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 14}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 353550
    {'charpoly_factorization': [[[64, 1], 1]], 'hecke_orbit_code': 234881150, 'p': 2}
  • id: 353551
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 234881150, 'p': 3}
  • id: 353552
    {'charpoly_factorization': [[[4320, 1], 1]], 'hecke_orbit_code': 234881150, 'p': 5}
  • id: 353553
    {'charpoly_factorization': [[[-117649, 1], 1]], 'hecke_orbit_code': 234881150, 'p': 7}
  • id: 353554
    {'charpoly_factorization': [[[-8787312, 1], 1]], 'hecke_orbit_code': 234881150, 'p': 11}
  • id: 353555
    {'charpoly_factorization': [[[20420932, 1], 1]], 'hecke_orbit_code': 234881150, 'p': 13}
  • id: 353556
    {'charpoly_factorization': [[[1719462, 1], 1]], 'hecke_orbit_code': 234881150, 'p': 17}
  • id: 353557
    {'charpoly_factorization': [[[109702942, 1], 1]], 'hecke_orbit_code': 234881150, 'p': 19}
  • id: 353558
    {'charpoly_factorization': [[[-646760160, 1], 1]], 'hecke_orbit_code': 234881150, 'p': 23}
  • id: 353559
    {'charpoly_factorization': [[[728867274, 1], 1]], 'hecke_orbit_code': 234881150, 'p': 29}
  • id: 353560
    {'charpoly_factorization': [[[-1028049116, 1], 1]], 'hecke_orbit_code': 234881150, 'p': 31}
  • id: 353561
    {'charpoly_factorization': [[[-14229390962, 1], 1]], 'hecke_orbit_code': 234881150, 'p': 37}
  • id: 353562
    {'charpoly_factorization': [[[44544458406, 1], 1]], 'hecke_orbit_code': 234881150, 'p': 41}
  • id: 353563
    {'charpoly_factorization': [[[54689828968, 1], 1]], 'hecke_orbit_code': 234881150, 'p': 43}
  • id: 353564
    {'charpoly_factorization': [[[47868325716, 1], 1]], 'hecke_orbit_code': 234881150, 'p': 47}
  • id: 353565
    {'charpoly_factorization': [[[-169986882858, 1], 1]], 'hecke_orbit_code': 234881150, 'p': 53}
  • id: 353566
    {'charpoly_factorization': [[[-300765540198, 1], 1]], 'hecke_orbit_code': 234881150, 'p': 59}
  • id: 353567
    {'charpoly_factorization': [[[-369996272360, 1], 1]], 'hecke_orbit_code': 234881150, 'p': 61}
  • id: 353568
    {'charpoly_factorization': [[[787010801908, 1], 1]], 'hecke_orbit_code': 234881150, 'p': 67}
  • id: 353569
    {'charpoly_factorization': [[[559441472256, 1], 1]], 'hecke_orbit_code': 234881150, 'p': 71}
  • id: 353570
    {'charpoly_factorization': [[[-121137579650, 1], 1]], 'hecke_orbit_code': 234881150, 'p': 73}
  • id: 353571
    {'charpoly_factorization': [[[-290426785064, 1], 1]], 'hecke_orbit_code': 234881150, 'p': 79}
  • id: 353572
    {'charpoly_factorization': [[[-3965105603046, 1], 1]], 'hecke_orbit_code': 234881150, 'p': 83}
  • id: 353573
    {'charpoly_factorization': [[[-6025919250630, 1], 1]], 'hecke_orbit_code': 234881150, 'p': 89}
  • id: 353574
    {'charpoly_factorization': [[[-11302818199190, 1], 1]], 'hecke_orbit_code': 234881150, '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': 1, 'label': '126.14.a.a', 'level': 126, 'portrait': 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8vzKXNLMRfmDSfnDdftXOb/98kO46Uxjp+rcfyC4Y1zCbHsMD0esW+LYcvqEgePdbmyOL+rYl2999i57sZDp7sPf+Tjn47+8Aufebsh8V91/JmO4M1mG6WUfOjhr4nrdk7/wquvPLrvlRP+HWG3ZVUqKbduc3lyf5EzsyFX2wnVSpcfeI+g153itWOaU7Mxh2cNlXqbn/qLS9yyrciluTFmF4pcWbSYWzJcXUy4tJAy30mojQXcva/L7TvBkQVc5TK37HFl0eLqssAPIUk0nqMpeSn1aoIGzl9NaHdhw7RNqRBijADh0O1p1s+ELDUtMBkVaXYhTMBgWG5FrJmy6fQUQhmEDql4NutXBTR9wflZi1RbjFckZU/g2pAkAj+UXF2WXFkyzDUSXDcAO+GO3V3u2iOYrBRYalS4OOcyuwhzSwlzywmzy3B6yXDzrkV+6vtbjBXqHD8/yYkLLgdORDTSNn/5/Q3qxTLzSzXOXHR48kDEdTvbFJRizapKcvZK/bkPfeC79cYNW59rddKfXL/apVgsvd1Q+Y7Hn9kI/tnf/wq33nIdf/Nv/Z1/duTo0V944cUn7rfl3BZPaKmkxdkrMXs295iqltDaRmrBcsPm4qLNRMXBDwU61VjCMLvo8dIpxb7Ny+xa36PogW0pbFvhOhalgqRoS/yuzfFzHo/udzg/H9JOYo5fDJkeX+aDdzfYt7XDzTtbnFtMWPQFRTfgzKyh1S6xd7OkGaQcPacoFy0On4dtqw1BlBKkDpYVUy/DsYsuykqxZYJlQy+U3LrTp+dL9m1NafdSzs+W2TSjKBUjmqFhqubT6Lb5/cfh9bMpB88GbFi9xHU72tTHIt5/R4eP3WfYMlMmjWucvVzl9CWbi1c1l+ZjLi2knJmD882Y67ct8lPf32GqUuf8lTpzyy6NjiRO4F23REyUK1y4WuPkeZvXTqTEtLhnH8wuVTlzMZGN9vLGoH16k2NFt+3cvqlQLte+/cwTX+E///qfzYj+ZzKC/8Hn/5BiZZPqNg7/n4dOXfmHraXz6upCzKqZJrfvgjAosf9Ui7tvCNg4McUbpyvMLgqWm5pUQ7moiGNDsxOz1EpYaBkuLAtUIeCO3ct86r6ITVMlmt0K88sFFpYdFluC5VZGERodTbunaYcGP0gYr8Ssn9aAwLUNl+ZthHTZMKXYtNqwespnrhFy4GSZm7YZioUGb5wao1yKiCKb8bqmF8Cu9QG/+3iNHesSwtAwUZXEaY+y53L4XEDBLnHD9oSDZyLmlhzWjLtsWgXrZyKUirm0CI5tEMKwYTqhXpZ0ei5d36bt2yy3FctNWGppllspi62Uqy1YClLWr+nyqfsXuWOnhWdVmV2oMLfssdCwaLQFUWKoFg2phuWW5upSzKFzsHrtEg/sg/1Hx4iSDrfvjpiqVugEku1bN6ZabvhnN++c/ienLi6n977z4283dN50/JkCeNI9jCoWChdOnVv/7EvHPxn1zv/Ti5cv0otcPKvAC4c1V9td9u0IKHstPnBHxI41dc5enuDKokezbRFEgjgVBBF0fE2rE9PoJCy3DFfbgisdgxFdPnJPi/ffqtm8yiOKijRaHs2uQ6ujaHQFHV8QhIYoMaQpKGlwbSi4hlrFMDUWY9kBp69EHDrlopMS770twrKbvHq0ysZV8NBLCffsdZlv9fAsRZLGjNUhiW0sO2FpqcjdN7Z56Pkym1bBKydDbIq851ZNInocOp1y9pKHJR2m6xb1kqDgChxHoAQkGqLY5J/V0OxqOr6m6WuWuoZemrJhrc/7b2/xkbsi0GWWGlXmGwUWmw7LbUWjLej4KWGkSVJDEGna3ZQrDTgxD9s3zfHdd7Rw7Ao3bxXML07x3EGbgtem1TWMTaxjy4Z1/2hset8fVOvrLyRxr/eue7e/3VAaHH9mAP7qa8fAmnFUeuQvz146/ouH33hV9IKOXD2VsH7a4fJclQMn4fDZmOOzmsttzfXbGvzjv9Rkz/oiswt1FpsenZ5FL1B0A0nHF7S6hnY3pdVJaPmaRscw1xFcaWnqNZ933dzhjp0JG6YVlYJNu+Ph2hJQRIlEa4E24AeA0NTLAScvG7SJ+NYrJUK/wNY1Dnfu84l1k6f217hhm83Jq11ajQq37/P59qsu02OGo+cNf+PDbY6ec5kekzy6X3HnLsWy3+bMxTFu2B7x1KEeSVjkjt0OW9YF9JIuj7yqIBWcvmRRKVpYAvyeRBtBqg1xAkiN5WhaXUOpHLNuVchdu3zedVPCeMljbrnKUrNAo+3QaFs0OsNr0+2l9AKNHxq6oWGhLbjYNOzYvMw/+YFFrt/kMr9c4/j5Om+cdjl4MmZ2OWb96piJusKxq/q63fvMnt3b/pebb9r168sLc9H41M63G1LAnxGANzup7Pj+B7/4ta9uLcnw57799NP2TL3AhXmQbouP3BtS8yY4erbEqYspl+YiLi1nEWbXliX+8Q8sct0Gl+VWlcVmkU7PoeNbdHxFy1d0fGh3DW0/yW+opuUbFrqChS7Each123rMjKV0fcP7bg/ZOKNJUoklDVEMTx7wuDDvsaqe8MZpD3SRnWsVN+7QuJ7Pqyd9FhZL7NlYolJr8PxBm1u2eSz5TRqNCjMzhpeOKr7vwS4vH7VYO2Wz2G3RWB7jxl0+z7+RMlaosWdrl/lWi5eO1ChYJW7eYdi+PgDZ5cBZwdRYzNxCzFMHbIJYISWk2rBxVcS7bo/odBWr65obt0EUFVluFVluuTS7Nm1f0epK2l1o+ymdbkqnl9INNN0etAK42pEs+THXbW7wUz/QZM+GMmcvj3F5vsT5qxanLyYcvRBRrrX56L0RSkxw7jJM1xts3PbOuFYx//utd330lGWVvyaEo99ubL3tlczDZ7tcmu/8pe7Cy//m8NHjYy5zrJow7N6YYMkSX3+pTq08zw+/r8W6aYde4JBqgxAxEjh5dpyf/i3FB25d4lP3z7N9fYmryxVaHZd2waFYsOgULMoFSblnUy1Z+EEWtaZDTS80dAKX5QWPSxcNUaK5fDXBdQ0gcJTBkgK/pxDYJL7F9RsFW1Yb1q/xCdMO33xZcexUnXff5HLjrga/+U2DI4psXONz8HnFmppiouLjqQJRbDPfgZJnsXZa8PqxiBu3F7jvhkV+4+s9HLvMO28z2K7PYy9FPPRiiSNnC2xeXWTjqpTJesSmiZi9G1OU0ljKAIai6zJZc4lim47v8MZJm25g4fey1azbg25g6PrZZ+8Gmk5P0+0ZWgEs+ZKrTUOh3OGHP7jIB25J2bGmyplLdS4vFLk8b3N5PuXyQsKin/CBBwP2bazyjWddTlwOEMpl6bUX7F1b6v/myadfWb7vnhv+tjGLvyHE29tK97YC3JgmkP6VJ55+5mcefvyxsarqcGlZsmdjwo4NXTavksTao1TTjNe6BGGJZsciiC3SxJCmMQbB6bN1fuaEx6mr83z4jg537fIZr1RYahdpdjy6vk2nZ9HNb3YvsPBDiyDMOGcUG+LYkKTZGSUORoNUAtsSeI6gVhbUyzAzoVk77TNRb/Hwq/D0azZSV3n3TTbX7+zw7JGYKKhw5/WCVq/H/FKJO7ZrJmo+BcslSBQL7RilBddvtyiWQ/Yf97j3xiq3X9dh/3EFpspNux1++APLfPv1iEdfLnH0gsf6ScXMWIF6uUi1DAUXbMugJGgDR88K0lQQJ4IogTAm+4xhShBqeqHGDzR+qOkG0Alg0ZfMdyFMQ+6/bpkP3NHm0w8I/F6dC1erXF0qMLdsM7dkmF+OmWsa5juahSXJIy+UeOglTSxiJicM21drXjywzNTsV8a0SP+v7Tvut85c7v7q5jVvn4z4tgE88FvEof3D589842eOH3py6sy5hPG6wJWKrz7rseRH3H/9PDu32Ei7gWPHTI91aHUc/MAjCC3CWJPqFCkMV1oeX3hiDY+/1uGePQ2+7x0N9m3qMFkrstQs0um5+IGNH1gEkSIIFUEkCGNJnAiSJFvqjcnen5IGywLPgWJBM1aOWTPlk9Dl5OWY33/K48zFEjW3wC27Le7Y1+alEy2+9UKF27Z5rF/l87uPC5RwqZRjmt0QbUAJmKz4tDsOOinwwXvm+b2HimyZ83j/bT5RvMRTh8aJU49bd0/x/lvabFvX4rH9PgcvFjlw1mHtmGSsIii6AsfOHkIpQAiDNqC1IU7yhzU2hLEhjDRBBH4EnVDQDARLHRB2wHXbm3zfO1rcvTtlrFRksVlhoVFiqemx1LJZasFSK2a+obncgkgHXFrscp4Gbtnwvht87ttX4OgZj4l6TMkK+ObD35yaW0p/5kPvesDMLzT+89Rk/f8bAP/iF/8Tjxxfzz/+5cd/4J37ln9u/sLBidPnG9y1q8rzRyw6vsbD4fEXx3j05Rg/SjHpKo6ca/DXPrTEmimLZsem0ckichwbtElRIsXrSuZbNT7/ZIkX3+hw13VNvu+dTW7Y0mI8KZCkLn7g0e3Z9EKLKFbEiSRJJakWaCMQGKQwuI6m6CW4ToRjh1xeCvn6K5JTlxzOXqqjtMuWVQ67Nilu2tlGuQscOl1mTa3Ins0wM9lguV1h7xpJog0Pv+wS+pJaKeE9twZ87amYC1fL7Nhqc6UZcPiMzbrpOtdtWuDZgx2ePywII4edm8bYuc5l59oOp68sc+oyvHysyMkzJYqWwLUkJdfg2SBlllQZkz2sSQpRAlEq6IaCdiBoxxDrhNQE3LytzV98Z5t79qXM1F38XpXFRpFGx6PZcWh0LNq+pNNNaLRSLiwbItPlb39skQ/fnRDES4ShB7pMxy8zPWZodT1ePCyZnmjw7LPPTAXdqz/3sQdkYi7ym9EaI4IAUyv+90v9/rsC/Hc+89vsXPcinqu/9+DRpZ//+sPnamsmfe65AeqlAGOqXLgKrW7CYkuw0FQYDN1Y8sUnSjx/uMMPvjdgba2HlFVcR1EqaDQGJQ2OpSm7gnZo0ejU+cLTFR47EDBd9/nk/S12rgsIel32bDKsm1GEsU2aKlItMX1wS41tpZyfM5y9Kmj2NF95tsjlxTomsql7itXjFhtmLDavgT1b2mi5yK98rcTycpXbdlrs2dLisQMCkdhM1SWlYoIfO0gjwUiU5dAKBHPLgt2myP03dXhuf4HVEw637Rnjhz6wyK8/1OHl4yW6gc1Ss8ym1QV2rPK5dXuHj97bYXZ5ma8867Lku5y/YnP5soOtBFJKBAJtMk071oY00dTHY/bt9gnDmJ3rQj5+X8hkVTFWcYnjAlcWPDq+Q6fn0O1ZtPMkPQhBa1jyDTfubvGD722wdrwM2kNHDkHPYb7hstCwaHUMF68m7D+dUp4rsHPdFa6cX5r43EOr/9Vt9x79Rzum+eE0iZ7+74m5/24AXzz7y4xvjMTvfObGT8TB+f+0b+3ZovarfOulEi+daPPBO5pcv11SKZWZXXCpFFPGygmdXoofGDqBpN2u8KUnijywTxKGYCmB5yoMoKTGtjSubSh7KTVP0I0knajIuUsl/sVnxkAniCThpn0+m2YikgS00RiTFXGkEEglsGyH4xccjp7yKHkWZUcyURRMjkumxixWTyo2rErZsaFJKpb491+qcP5Cjdu22+zcmNJLOrxwyKVWsBmvGmrliGIho0JaS1qBYrlrWGqltLoF7t7T5JWjPscuKGoVj1t31/iRDy7xC1+G/adKdHuGZsdibrnCzESRqXrAhvGAv/sJn0qxxcGzcPyixLYNShmE0IDJ/mcgSWDjTMqdexPS2CZOXIwpEkQ2c4sOfmDTC216oaIXKvxA4fcEvVCQpOA6it2bbR64yaVsr+LSnEOnZ9PtKdq+pNEWLDVTri7FnL6qWbe+zQduD5gqVnjsFZdvvHh5spt8dfLKxdc3vf+9dz/zv/7M58y//8lP/I8D8Ecf/izfeHGdumnh0EdqzpXf/BefueJNTwo+dGfA/deV+NrzFj//pWV+6W/PsX09OHaJkmdRKSnafqbRhpEm0QZL2lxZsCgVwLYkeKCUwLJSHFtQcAxhrCl7EMaaKBGEiSGIJWHqEqcex06VOHAMUmPIKTdKgC3BUZnno+zCnlVQKUC1JKmXFeM1i6kxWD8TsmqySWyW+fdfqnL6TJUbNys2r5VsWdvgicMJc0tVbtokqVc0ntPDlS5GCZJUIowhSSMaXY+5JZsbdxa4fnuHZ/d7TNcFRa/Mjds1P/6RJX7+y5rDl8s0u5pmR7HQsJiolahXCtQrVSrFmMlSzIYbI1w7wbYSlMryEgBD9lDFsWJ+wSJOFHGiiGJFGGevQSgJY0UYCXqRJIwEQSgIY4gTgxCwesxhbmGMpWVDorO/94O8wNSJWWwmnJvXNNKQf/7RBiaa4atPl7nS7PDXP9JivHSQR543v/IP/1XS+yvvm/rSHVv/IP3+T33yzz/AY2NEkiR3/+GXv7j5oWcav6J7F7333VLi+SMuTx7scfPmhH0bFS+frvKFZ3w+fd8S66cFjlWg4FmU/SyqRFHGK6UQ2DZYCgxg2xLHzpKtyDFEsSZOcmUkyc8UktSQplkpP9UCrSGL2yAEKAmWBNsG1xJ4rqDoSkpFRbUoqVcFU2MJG2Z8yqUmX3ou4qlDYzQXK+xbr9iwymbbuoBUNHn45SIl22KyrigXAw6dJuu4X2fwQ8V122L2bTFcvZKy0HDoBUXee0uHZw72OHlZUSpIXKfC3s2af/IDSzx5uMfXnpxgqW3YMJXSaFnUKopqyaZctCkVDJ6rcR2Na6VYyiBllksgsiiutUBrQaIlSa60xIkkTiRRLPITwvw1u37Z9RJAmgq6PYGUAq3zpDXMdPRmR3O1aVgKUz75jiVsU2f/qQrNXsw9NyQUrTEef9Wl1T3l7V4T//bRM/oH14yNf/6b3/hc+r7v+tON5H/qAD9z+rQVRtGvHjt9fuexExeJUocHb2zxve+q8PwbFS7OSWplmCwafv0bde7YcZW9Gx0Q4DoO5aJFL5CEsSRNRaZyCBBk0TfVgiQReWQiB3VWdk6SvvSnSdNMXUhNrpTkoVsIgZSgpMCyBI4lcB2J50pKBUGlaKiVNdNjIZP1Dolp8rlnJL/+0DhTnse+9YL1q2w2rtZsWNXgSy8Ylpc9ds4o6hUoF2PmzknmGy7OpgxAk1VJrQYnzxoabc3VRY9tGz0evKnD15/2GC9nn13JGnu3CP7q++ex5TxffbbOkcse0+2YqVpCtaQoFxTFgqTgWrgOuDZYlslALkDm+ZwxoMke7DSFJBWkKcSpyK5bmlVEkyQLEHEyDAjZtTIIkV3/RGfqTBBquoGh2YUzS5Jd2xv88Ptjjp6usNSSrJ+UhH6Fz74sqFYaPHCDoNM55UXV4D8Z1lsG+7NkcebPJ8Bff/nrdBYO/8VHnnx96oVXz7J7k6LVsXn9dMxf+cAcG1ePMbtQoNmVeF7KuWaPQsFnalwSRALH8ih5Dr3QyuW8Yem8H5VSnd2sJM2kvuyGKZIU0jRTElJtsoitDaavA5JFbiFERnGUwLYygHguFD1NuZBQKydM1npM1Js8dyzit79V4PjZGhurNltmYO2Mw9pp2LG+jZ+0eelohYKymawramWolUPq1QTHsRAie7h6ocNyO6bpG1rdhPmGw/qZMrfvnOdbL/scv1yh6MbYykGIKlvWKL7/nYvcvGOe3/5WmZfeqLHUtZiqJNSKCUVPUvAUri1wbYltCywlUYpcPsxQbgBjsmuR6ix5zB5+MxIQ9KAekKZZomq0QUMuQTKQH3u55LjYkyy2IA0DukHMc28ILlyOaflweQlC3eavfKhHo1On5cdM+Ccriw3n3zuVG5zf/uzXfv37v+eDf/4AbkwDkH/lsW9/4Wcc5sbXTZQ5fiFESMGp2QqFUoN79s6xfpXkjklJEPc4dDHi9VOGnetbrF+lWWyU6fguvdAhjBVxrDJJLxWkOj9TQaJFHpHEAOzZ98kjt8wfihzc+SqQRe6M7tiWwbENnqMpeAllL6FeCVk10Wau5fOLX7F5+JUxlhsltk4K1k8J1kw5rJ0SbFodYDlNfu8pizMXS2yfltTLkmopRcqQywsG15JIAcYIothiw1Sbl0lp+4pG2zC3XGD7Wo+P3t/i8485nJtzsa0YIWy0KREnkps2NdjwPW0e3u/zuw+P8eq5EmvqgolSSslL8RyBawscW2JbAkuRJc5SDDwZhuwh04ZMaUnNALRpakh0Zi5L88CQnQzORGcRP0wEnUiwFEiWWikz1Sa3bG9x7FLMbz/mE4Y2qyYjVk+H3LM35M49DqcvJcxMCGbnJjl2/ur4TbfM/9z73/9pdX62/asbVv/pTNz6UwG432mTRPYPPfvcUz/zu19+Y6rotXnHrQUOnChy8mLKVFHw9MtjPPpyxPb1PbatCwlji9dOlXnpqOGx1zp8+oEe774lpFoq0PEL+KFDFCuSRJGkKgeyJM017GTwKvLvDbm20YIBKzFZ5JYClMpUB1tpHFvjOikFN6FcCJmodenFPR47ZPj9J6q89EaNumOzd41h1Zhketxh9aRk7XTE5jUNDp7r8ZVnJqkqi8mqoFISVIoxLT/loRc8yk6WrGkDvdDig3eGfOPFzBPT6mrmGxZrp8p8+K4uLx3rcPSkQ8lNUFJkINdFgijj+t//YIvtq+b5vSfbPH+kxoVGgZmKoOoZio7GszSOnalMSmYPchbJoW8/0jlV669sQxD3Vz0G1zBJM+dikkKYCoJU0I4ErUDjuB0++eASn36wyU3bEoJY8dc+fJVeZLN1jWbnOkUaV1hulokjixMXJK+fTrhz3zLjzsGpM8c2/czNt9yrG43ur9Xrf/IVzz9RgPf8Ns1mFyHEX/rm48/8y4snHx0fcwNeP1NkvNblPXcEzIyPc/K85tI8XF5WHDvp8fpRQ5CAH0l6KTz0ao2XDne5e0+Tj93v857bulTLLkHkEEU2cWIRpxZJIkn1aFSXeVTvU5mczuhhYUEIkyeVmY/DsjSOneI6MQU3olzokdLj2/sln3m8xhtnq4jYZWPdsKpmmKgpJsccZiYkqydj1s+0ubjQ4Ze+ViIJC6xdK6iVLSolqBRjhB3R7pWolYccNk4kY64i0Qmd2KHjpzTaissLBXZvLvOjH2ryc591Ob9QwlJx/mBYJIlHEElmxl1u2tpm3+Yuh89f5vefKPCtV2vMtgqUXEXZgZJtcCyDrcCSWTlfiJXuOkMO8Dyi91fFZDRa66xQlAEbeokhiRJqbo+P3rvMJx9oc+cuTcl1iOIKSlp88r5coYlcOn6BSwsFLl61OHkh4fVzAXff2GPPpgL7jyR0DzwyVS4m/3LTtruTK1dnf8uxK4yPl/9sArzV9imWit/94iuv/MIffOnRihbzfNdtFmPVIgdOSSbLLbavD/CDElIKSoUkby6AIBIECfQSQSdyaQYOD71a5umjHW59vMWPf6TNzrU+kzULJS2ixCaOLZI0k74ycGdAzyiJxJiMEphBQglSaJQyWEpjWQmuk2CriHYvZqEd8+++5HF2vs7+ozWMdhgvCKYmDBNVwXhFMV6zmR6XzIwnrJn0Ga81ePg1zatHauxbK6iXJeWipFLUlAoRwg5xXQtLZb/fGEhTSS+06AUxiRZ0eppO17Dctrm6VOGOHV1u393k9x71KCwrLBkDOchThyjOejwnah43b+ly89YuL983y/kFyW9/q8Z8s8ilJRdHSUq2wOnTMJklnoNA3qcqZK9JntPEGhIjCBMINehUQxIjVcREvcee9V1+/CNtbtqembyCsMD8spdRycgiii2CwKLl2yy3bRYakqsLCccuJ+zekrBvfYknXnE4eTXgnbdc4syxR8bjxP6FXXtuaYRB9yt/kpj8EwP4Vx47xfT0tPrnP/8bWxfmTlbWT7Q4dqHCN1/t8Il7m6yaqOIHY8QJTNY12ljYlqTgJlRyP3IvNPRi6EWCuitohw6NaJzHXq/y3LEeJbvLD763xdrxmA2rIu7ckyKVolK2EKicmkiMybzSxoxEbgxCGpTQhLHGkIBMOHxW8soxi6+/VObwhTJRUqRsKSYLhrGSoV40mQ5esRirWozXBDNjCasne6yabPDUGyG/8vUpVtUsJitQKSkqJUG5mFBwQ547oQgiC7tELtkJokTiWYobtvd48VCNbg/avZRm22ax6TK3WOdH3z/HpcUlXnx9ElsCIkYDSWIRxTZhJOn2LOplj1qlxO3bfe7b5/M9Dyxw7KLmGy95vHSswIkzJRJhEYaKXqyQQiKEWJF49vm4NobUaLTW2EJTtSNKJubWG3w2zQSsHU/4vveEuJaN5xTwA4+FJRc/zFyevdCiF1r4gaIbKDq+otGB5WbKYiuhoDRWUuBbL0gut3p8+P6ACa/K86+1ucV8pVIpHN+66/ofVcYcSoXY92cH4N944gj1sZrzxYde+cvVQvKvShPn2bbGZe2kxSOvVPjy8w2+/51zuKpCq+swVhEYY2NJhWMLPFfmpvs0A3lkKISGom0oR4J2rOjEFZZ6Jf7NH4yRxjFTEz67NgRMVGI+/mCP9VMRcZwllBmwh5GbnH9KqRFK8IUnChw8XUJYFudni1yeK+IVFFVXUCsZKp6m4kG5IKgWFZWyol62GK/BRC1hejxgzVSb1DT5wjMVet0S29YaKkVFuSgpFzRlL8G2Ix5+0SP0JfYUSBhQlFJB8d5bezz9mqYbZp+/7Vs0OxZXl4rs2lTm4/e02X+4yPnlMkpqIM75sk2cKsJYEkSSbmDR6jqUC0VKhZBdawNu2xFwcb7FuStNLDvlwBmLzz9RRCiVgfva+YPGAFlVN4lSNkwnfPLBHuMVzY71hukxSRw59MIaYeyw4DsEgUMvtPFDO3NoBnkVNJB0eoK2D61OQqOd0OikhDG8elIjXZ9PvzNkqljj2y9bnJ1LaSQtZtbwr1Zffc6vzWz69bjzemSXb/izAfBe5zhRcH570L7wi525F+TFxTInL7fZtSHhnTd7/OrDRZbbPX7ie66wuV5hdqGcufWUjW1JHMfCtSW+I/ACjRtmJXc3zExEpdjgx4JeIvBdl17qstwr8dSBFC1S/vClBClSjEnBaPrINuQSmRAIoRBCIpUiiS2kzlaQsgubJg0lW1N0NUUXiq6gVJCUC4pK0aJaltQrMF5NmKyHrJ7skNLg333R49lDU2wZh3oxj95FSbmQUCxElIo9CoUirpIomXNwMt4bxzZBT9ALUzqhGvizWx1Fo+Rwaa7K3btDfvwTc/ybz1tcaLoIoTEmRqeGOLGJYkkQZiXzcs+i5DkUCx5Ft4jnxpQLETdti3DsmFu2JfzFd/hYKkFKnT3seSFoCPJshUlThRAK17YxRtELLeaXbOLYJspXkCC0CKJ+xLYGwO4Ggq5PRrv8lFY3o6FLbbjYkJSrXX7iE/NsmazyG99IMXaH77onxiQVPveV12S7p35xx9bmM74fvPEngc3/5q76c0d+m90biwXtH/uhK5def6fWqUAX2H+swEvHUyyry/lFl1eOesy3Am7f3WbVuCHVCsgkLCUkUkqUlCglUddIeJY02MrgKvAUFJWhaAs8T+E5FpZ0EMJFyAJCFpCqiFRFlFVEqQKOKuApj4LlUrJtJgqS6TLMlDSTJUO9YKiVDLWSoFZU1CqKWtmmXrapVyXjVcNELQP39HiXtTNLfOYxzS98aTWryzZr6lnyOV6zmagLJusxM+M+7aDDZ56oEPUKTFcN1VL2sNTKmlo5RsoOzx5xiEKXqmvwnEziy2Q+cG3B3Xu7zDV7PPF6CaUUKpf5jNEjNQBFklclszJ8BsJeYNMNHLo9j17okegCSVIgSYvESYEkKWZ/TgokcYE4KRLH2ffCKFOv2n4x++8DDz9w8Xsufs+h27Pp9hw6ftYp1PYVLV/S6kKrm9LuJDQ7CY2OYaEFZxcl5Uqbv/+9V/nAbbDYskiMz3tvh7pX5+RFj2Y34vCpRU5fdmdbwZqXH3zvX0ge+drv/zfh8785gie64pw40/yJ/YeWfiKOtCw4BcoFm9t3SU5dlpw861IBNowLvv3KNEYs8JPf02TtdBY6hpFcYVvZHD6lBMpKsVSKrTS2AseCKMmagJO8EpdoSPPsv58sjfLurJJnUH3VRIKlMmXBVgLbMplubGU0yXMkBVdR8FTWAVQ0VEsptXLCWCVkou6zfnqJl06E/N6Tq6l7LtNlTaUoKBezEnvJ05S8hHIx5KXjcOBYka2TJue9wwJVL1TcssOwbX2Pl9+o4YeGXpDmTj5Js2NT9AoUvBqfuneZAyfmefHoDBiF1mkm5yWGJDaZryTKEtdiYCh4Cs/RuI6N66S4lsayUmxLYymNUjrbgkWaXFXKRFSR07rMv5KfJrMTJ7mtOIpVtnJEiiCS+IHED7Iyfqen8XspnV5Cx9e0fc1yV3B2SVKttfmJ75vnXTe4XLhSJ44dtq+2uHDJ4eRFi46fEMYeRkayJOf+T4KqU/XK/wyI3jaAG9OSQeD/9HN/8Ft/+9jJK86JOcV1Wzvcu7dHGpcZr7lcWVAst1IanYSyq3jy1UlcmfL3Pt1iZkJmAFQGW9lYSmUVOKlQUuTAJGvNssCJGfGVmBzcWQEnuzEMijhDgA9XAyXziqUC28oaBZy8+uc6Cs9VFFxBsSAoFwyVYkq1lFArh4xXe6yebPDi8R4//RvTXLhUY/OEplaESkFRKihKHpS8lIIX49gBrcCgpMJWBimHD15ft48Th0ohxk80fpjtz+MHKR1f0iooih0Xzy2zcSbmn/zlFj/1m5IXjk5jUGijSVNNkiZEic5MU5Gi50oKocJzJK5jcB2Fa2lsO9P7LWUygI/4VUTeLDG8ryJXWMRAdu3XGOJYEiaSMJIEYU5JeoZuL6Xjp3T9hE5gaPc0TV9wqakoVnz+3qfnefA6l7OXp7g8X2SpZbHUhqsLKccuhESE3HV9h+s227xx+qpTKpf/949+6AfsuWX/H02PFf/Y5fw/NsB10kIn+p9dOv3E32wuzXqCIiISPPmqpNVtce/egO3rx6mVCswtOzTainIhoRsIXjleYrHd5MatbeJEIHPZTikbS1lImfFlsPIEUaCkIVZ9b4nIfSUZ5dYrC5RAvwyfAVuKDNxK5ZQnb0WzLYnrSBxb4bnZSIaCayh5mnIxpVKMqZYjxio9Vk82efGYz0/9+gTHL4yxYSxTWMoFSakos+hdMBS9lKIXE6cRv/NoGakUtsxWkUEENxnAk9Tm+9/d4JFXIzqRi58DvNtTdLqKlmvhOS6uXWHHuoR/+sNL/B+/Lnj+jWm0kaRak6S5dyTv2gm9rFvJdQWeLXD7tMcyg4qtpTQy18alNAiZq0zDcmde1s9rCZpBlThOBFEsCePMUdgNsvEcHT/JqImvafcM7Z5gMZDMtzW3rW5y2/aUpeYYx85VuLIoWG5rFhoJ882EYqXDO/fF3LTVo9kq4ynFseOXvC987em/9b1/4UExv9D+yanJP16l848N8FcPngT07ReOPVlYPdVmw3SJ7RsKnLtS4thFhzfKy3zozjaVoqFacmn7irVTNm4xYN73qYwFFMopY5HAtlJc28OxPSxlMGSJTpIItM7ShKwwk19obfICDoPIPap19x2CIl8F5Ej0tqy+70Ri2zLzbzgCz81mnhTdlFIhA3elFFGr9JistXjpmM9P/9oYh89PsLYuGC+NUBPPouRl/pWCl1BwI2w75PJSHVsJlNS5LDdMMtNUkiSKVXVDksS0Y49emBmYekFKJ5AUfIXn2Di2h21V2bk24Z/+0AL/4D/Di0emSLXMAJ4a4iTNI7kmdDVeJAkcNaBgtg22lVG0zKcyBHh/pRPC9OXxHOdixInIwBIR567DICTv80xpd1MaHU3Dh4YvWQ4EjdAQ9Xr4rYAj5w3z8zbHzmbJZ8dPmW8ZGpHh/XsEG8aqPLu/yNmrhtmlGGSPVD5TaD+w7nYp//g7TvyxAH7w1UdYPSWLv/2FLzuzsxHHLtncvLtFrdDmvXc63NV1WDeTMD0W0KvEjFVdgshCSXjvXcscOr/IFx91ObRWc98NDWqVHuVCkXKhiGeX0LnfuBfmBiuTXXilMp+Ezg1DZkQt6R8ZuPMeRUmWxObgVjLj+EN6Ap4NrqMpeIaCm/HnYiGmUoyolXpM1Fu8ejLg//jVOofOT7K6ppgsaaoFQdmTFD1FsSAoeNnDkZX6I148KugGDp7KVxGZcfB+E0KqBXFiUfIUd+zp8NLhCn6c0ZRemOL3FB1X4ToKx3Zy/lxj1zrNz/7IPH//l+H5o1PEWhJrnTdLj/RgOhLX0SNJq8j9Kf2TnKawEuDXdJMNInm/dJ9mxaAoznKiONEEkabZNVxpCK50BY1AI3TAVLHLfXc12bnO57OPl3jthGHMibGlxo8FjUDQjCRffLLMgQlDIwi4YVuLPZNw+3bBqctdvvL1Lzm7d320+PkvPOR//GPv/9MH+InTFyjX19UOv/75X7pz1/K9+7VHs2Xz5Esl/Djkq89H3LFngVK1w1xbE0UBZU+yY72m0YEnXjf8298f58yFEqW6Zs1MyF27Aj56XxdFzOrxgLGqYHbRwZgs+loqK07o1KBVVpDo8+0RqXugd2cAFwNwZwDPGiNsK4tkjg2OrfGc3GDlphRyelEuhFTLPerlNq+fCvk/frXOgXNTzNQsJouaagFKnqBUUBQLiuIgeqd4bkK5GPDUAYdmy6NeH5bJ+4DRuUksThVT44p3XN/lqVc0vUgQRHoE5BLPlni2hW05WFYBKTW71hl+5kfm+fu/bHj++BSxtohTnQEuNYNI7sZy4C50LIll5SYsKVBW/9owAnIxvIYjAO9f576bMM19Kdpk/40AlnxNU0ds2eBjiYBP3tfmjt0Ra6cNtbrm1MU2//L35vj2q3U6HYstGyJmCiFhnJJGgtuvi7lll03F8+j1Spy6WODkuZQr3eTe6elT//n7vudDP7Ywd7o5Ob3lTxfgZ8/PYl1e/PuvHjj16bXVOXZuKjA9XmHnrM3pyzZnryQ89EyZ33pY0wxSojBh3UyP77rL5/h5h8deLmMsF6uuiBCcumw4fVnzmccTilbMd90ZsG3KkEQj3TYqA6tRw4Ty2kOI4SmlGPBu2Zca1dA12HcOuk42KdZzUgpeQtGLKXkh5WLAWLXF/hMhP/HLE7x+Zpqpms1UMaVaNDm48+jtSQpuFv09N6HoRiQ6pBO5CCWx1TAPEKLPa8noRSKJY5uSE2R2gcij3gd5kOI7WQR3HYltWdhWfwNaw96Nhp/7sTn+3n/UPH9smlhbhKkgSnUexQVenNUTHFvgWDpfvWS2mimRSbI5fRu9bv3ruCKSm+Fr364MAtuWzEzYTEyEbFq3xHff1cVWEiFcMAWSRLK8YFhVjvl3f63Fo6/6HDtv8YG7QtZPgd/zaHdLLLfGubJYYv8Zh9OXDOfnYpb8EK/kE4WnP33l/KHTURz/gz/VCP7qoQusmlm74Xc/8yv7Tp+5yrfnaqxb1eXWHQvs2+6yfWOBS3M2rx0THD0vWOradBOHbqfIb35tEkvCdN1giax7Rg0ydwnCRQmXA4fLLIzB5tUplVLma7ZWqPWjxqlh5Jb0wT08lSBPLLMGANsy2LkJqe8e9Ow0580xBS+kXvGpljq8eDThJ39lgtfOTDNZtZgspFQ9QzkHd8HL5MQ+uAtuiuckVEoRR88ZntxfwpESW2WD8kf3utG5+hOnikRb3H9TzNbNXU5fKDBZhCAy2Rmm+EEehS2FZdkoafKikWHPBvjZv7rIP/hlzTOHJwniAmEqiRJDMZdUXZsM5H0ernROUSRKpRnQ+5baHOCjkXzlFSdvNsm+IyQ4lqBaVmxd67J6coKrC3WUTLNCqWEgQ2ZJbcot2zR37DT4YZVLcxZB6NDseLxxxuPVY4bZhYAgjdi4JuBdd8WsGivQ6l7h+PGX9t3/7h/bYJJz54X1X7/d4X81wNNwFulUNr722ov/tuc3vnuiEuKpMgfPeBw43uOGHT537/NxvGJeTVPYShOnYrCcZSqHGdhVB3w5z+htBQVXUC1K+nlFPwL3OfUggRTXfN23wEozlAVVBgZbmazLxco67x1b49oa10nwnATPjSh6IWNVn0bH5+k34Gc/M8PBUxNM5OCuFQzlgqDkiYFWnikvOoveTgbwghsSpSlBz8NT2YMscw18sOwbkdMUSZJYGZe3QsLI0IvFCMA1jpPi2Ba2LbGUQkl7AHAEXLdJ8LM/1uBffjbh+WPjzLYqBCVJLTWUE4Nnm6wqbBvsuC+RZg+8JbPVsb/SSSkGucLgPecXeXCtIX8QBAoBKvOOX11yCCJJ0U2xbY2SOr9n/ftthlJkvoplUmnWL9oOYzo6oDbu8/59KbdsVXS64xw86dLodJkYX/ruV155Ka1P7ftbR07Mntu9ffWfLMC/9dwFXLdw29FjRz8SdI+xa70LQL3scPqy4vgpj7MXQxACTwqKjkB4ee+jMSuWtf7/DymFzIowVmbYzwoVWeEny/z7OnZ2wYYX3wyKOYPILUz+swZlGSyZAdu2sq57Z2CPzcDtOjm4x7osNHr8zO8U+coLkyx260xWJZNeDm4v493FPLEsuJKia/IInnFvz42AiMdfd2jEDuMuKzhuvz+yLxWmadb8UHEtHrzR58XjEZ3YpRprwiibuuWE2QPpWDKvExiUtBHSgMiixs51kn/zv7b5xos9/tmvTXNpsU6vZlFzBOVEU0zAjclWLisbaGT3E808P5F9Pp638InBK4MiVb87qK9KGSORIuu+kr4kTS18N6dlqr/SDJPXvkIz6MbKX5WAnWsj9m7SSOHhWQ7HzhY4dRHOzSYYaRG/cpJafeojW9Y5v9Mz/rk/8Qi+/6Wv4dqSo+c6KODcYo99m3zu2Fdmsl5g9YTL3LJNGGXFBMdm4H/W2gwM9isSw0HkHbaNOZbEcfr6dFbBtBUoy+T8c0Ta6keHAbDNisjdt8X2wW1bKY6d4tgJnhPjOjHlQg/L8nnqQMp/fqjC15+dItIVpiqCCS+jJZkE2NfJVX6KPHKPRu8Yywp57kgNP7JYVczfs7w2gvfb7bLSumcrbt/VI9EZwHuxIBidSBXqLDm0RB7F889OX9YTTNQEn36gS9md5dce6vH0kXGuxgV8T1JJDCXL4FrZ9cx84ibPS7LZi/2VT44knn01ahDVRx4AS4m8BZDMvamzJmY/FDjWcCUdXW374O43WqS5lVkArq2wLY9eKJhbhotzCadmE9yCz97NMTN1wZXLRzk2dt3/duvt97y22PBPTtSL/+0Af+7ARRZPf4lCaXrf3NVTP2WiFlcWKzz7WsKzh3rcuHWZ+/bFlIsVpsYs/ADiJO/564M77xTRWecro+LeUPFgoFFn48hycFvDGyFHtFvVj9qD6D0CamkGgyktlQ7Abdsprh3j2DGeE1EsBjiOz2e+ZfEvfmuK0wtj2K7HTFkw5qZUXEPJhVLeYV9ws2qnlxeEPMcMuLeb05PFdko3cnCUwukXU8Rg4crViDzRzLuSosSmYAfM1Ho0/TK9WBDGGU1xbI1tp7nMp3K5Uw0e7mHimjkfv/ueLrfsXuBnfzvgdx+eZDkp4bs2ZVtStgyFHOiZXaEP8H5gGK6Ug0DSB/VIPUFKQSINliXywltGNcJYZCuDJVYmrAzVGD2QSYedRDqvayRJVuhaaqbMdWLuu22ZG7ZIpC5z6HSBR1/06Zg37gvDaPXSUvukSU4irG3/bQCXImHT9d+78fTp45975vVXd8ZRwtY1MXcXixw55/Dkfos7d/fYsMqi6Ll0epkvIopF3vgrB72R/UbX0cZfRi6elV/kfkFiFNx94Eo1jNT9UvPweyYvCPU9FyYDtpViWwmOnVES1wlx7R7n5hL+0zdKfPmZcc7M1akUbcY8qLspZdfkpfc+uGUObjkoCnk593ad7MGplEK+9JzFyfMFPCXyimE/3xiifFA8MRkPjxOLnRvgA7d0+M/fHKdbtKjEhiA2uFGWN9hKY1kyVz8YAbk9vJYmWxXWT0h+8vt89m26xC9/fYwzV6ssJQW6tkXJEpQsg6cMjjIZIGU/EWcQOPrqSh/oA6olzUB6VanBUoI4yW0AcV+ZEStWrRXUxIz0gOq8DzSfghDGhm7PMN82lKoJD16nOHtpiqNnBVHaYe/WGCc+wpZ123/lgftueV8YdP6LVOWPBLhOY4S0WLr69Fpn6sUt6taLHDk7xsx4xNqpLtvWu0Sxy4aZHrbVpuDGdHwHP1SEkRp0wsd9sGuRF2pWmqJETjn60WMA6H5yOBKZRyO1zAHd/97QSKTzwkiam4wSHDvCy+cMdtKIX/ycw699Y4bLSzW0KjBWVYw5hqqjKeaRuzgo38vcp5JTk1w7H4DbyaqXYRxx8pJLN3Kpu32laKTwNLjTw2JPkkri2KJSsti0NkK5AZ2oTM8RFGJD2Ae4leaFGpVTir4F+K2SV8Vk1edHv9vnI/df5de+0eZXvjDOUq9Ez/Lo2IqiEhRUH+h5NJfD+TD9gNFXo+QI4AcUUIr8wRBEgwdPr6A1w4evrx71u/XNyJgPQxBDL4ROCMs9id1z+ZUvuUSRZq6RsnbaJtUeXzzR5tDiiS3vuKey9kMP3HyuF8QUPPs7YviPBLjfvYLrViaTtPi5/fsP2acuC45e9Lmj1GJvLcR2PTCGSIdUXE29bOMHBTo9j45vE0RWDvSs7B4Peif7XCxPOMWwotYH70q60f+eHkTpUYD3/85SaW4k0tgqyaZdWTGeG+HYEa0g4rmDks98q8IXnhknSMs4jsO4I6g5mpJjKLqGojMEt+dKXFfi5tQkKwzlykQOcMfOKp9nrxiefrVIFNu4JfOmBHMQOAYcPGuvi2KFbVu845YOv/ftLscvleh5gjAWhLbBScCONXakV0RIKYZq09A7kmvsWlJ0LaZrPf7ep312rQ/53W+VeeVolQW/RKBcbEdRUIKCAlcaHDns4bRyLj5I2N+kUK0MSH3uroTI1K5cuh1NrPsd+knaHz0BYZwpR61A0AqhFRlcJ2CilHJ0Xmb4CmP2VAP2bbex3AJnTx22a++683NXF9rXt9rdhT92BL+4MCHj7pHblmcfqba7ijCosrgAn3/U5vceM7R6mjBOiNMCD97kc89en22rA7autpioFWh0Cvg9hyAaTnKNU4lOxTVR3AxL66IfOcxgQtMoiFcAPY/WMgd3FsFTLJWNMPPcCMuKaXVjnn1D8BvfLPOt/TWWW2VkwaNcUNRsQ8XRFG1D0TEUHPKonUXugivxHIXnCDyH3KGncd00e7Uz/q2skBOX4HLLyworOVCuLZz0u/s1Q5AnWhJFFtMVwbZ1PQ5dSPBjO+uJjMGJwFYGu69b908J8prOnP7D05ch49Si4Np88h093nNrg8de6/CbD1d45WiFpU6RpnToOhauJXCkwJXg5GC35DCqj0Z2KUa+HpFxlezLgdcklmS+odRk4I4TQ5RAL5a0Q8liF1IiNq/pcNdan3v3hDx4oyZKspEhXd9FmDJ+z+O8siiIkIcefbw6Xb/vtp07t36TP2J40B8J8Lg364YR//H4qQulMDLcviekXq5w6qLF/HJK0WjaxtBIBF97qs7nvh2zfWOLD9/V5P23NVg/1SMIsyH0YWhns01SlTcGZyDHiMGkqqEqMgT5yqjd9zHrwZ8tlWZ/zoHt2AlFL0LJmMVOwlOvWjz0bImvPF1lvlNGuB5O2aJsCWq2oWhrCjY57YCCI/JT5pbTnHc7ArcfvR2Na6e4doLjJHhOhDExj+93OX+lwMSYwB5ZqqVgZbEk7/TXg9kuil5os2Fa8I4bfb78QkQ3tunFAs82OEkWxcO4b3VNMw6ey3cIuYKmZKdEDxqxM55fcEM++UCPd92yxB8+0+EbzxZ56mCZ+VaRRLj4ro1lZ0B3hMSWBldmzcpKGuw+2EdG3clrovtAGRt+1EH1M9UMZqp0Y8GSL+nFCetXt/jQbQ0+dGfEzrUuflij0S7g+w6trk2jY3N1UXH6UsqJyxEbV4HfOltS4q7/uDQ/uwvo/bEAfvzEcZK4Q7vTw1I21XLMro0BBddjsalotDWtTkqzk9LoahY6FhcvT/Izn6nwtReX+VsfX+aOHRFj1RK9wCOI7KwDPvcXX9vx3nezDQE+jNBKGmQesfun7EdrlWZA8yKCMOX4JTh3RfL7j1b55isV5hslhO1hl20KSlKxDSUri9qeDZ6dgduzs5mEmc1Ujpwi/3uTgbxfKMolx2Ih4vSs5tBZF2wbWw5HNQwmS40Q0hU3fTCwKBvnvHdTyO61XY5dLtLzBMVE4MaGUJFLe3pQnMkSzX4yN+QqA509Xx3SVOXTB2zCyKHghfzAewM+eEeTR17t8gffLnJu1uPYbImo4RC7Nr5loZTMGkNysDs52C0JlsgLRf1CnejPJzeDcXH9CK4HhZ1srkonFrRicKwu79u3xF//eJvrN7l0/AnOXC6z1PJYbmXbIjY70GinLDUjLsyntCKDlBK/53P2zEmWF/5oqfA7Avz4qUsiCIL/7bOf+82JiYLFxeWQG9Uie7YUmRmvcmWpyJVFh8WmzWJDsdBIKLoJZSflStvh0Olp/uF/cPm733uF731vA8cq44QuUWyRpGrQHDxqK5EDgOusAz4HtxQjQFcaKbJun4IXo1RCmqZcXdY8+oTNqUseT71cYHa5wKnZErguqmTjWZKSMpQtTcHKK3xWBnDXJgdx/5T5qXKAk3Nuk3fKDKO3Y8V4XsTZBTh6rogtV8qDo1KZEKOFnjyK58pH1nZms3tDj21TPm+cSfATm1IsMv06MYQxeQQXAx4upFwRyQc0ZTDUZ6RqmirSVBEnFmHoUCmEfP+7Q+7Z2+Zys8XjL7ucuejyyP4is8sFksAhkRaBayFl1lZoC5lP4s0Ab4kRji4MkmFyOQB4PoYi0oJuAt3YoMIun3j/Vf7upwPGvCqzCzUWlgsstVzmGzbzy7DYSFhua64saa404WrHsH6mxZppzdxSjbm5QxO33faX/je/fe7nipWN5v8VwPfvfxqt00+XrMulS0uKYsnn//6KzZ27AzZPhxRtm9v3eiwsVzh9qYhtOzkfy4opBVtyeq7Ov/1yyoY1l7hvTxspUxy7P3Q+W0b7ES0DQO5bEDpPPPUgivepiG0lOG5MnGrOXhIcOqt49KUCb5xzOXLGox26hJEHtoOqWnhKUJBQ7AM714Fdq+/T6NtmM1+4m9MSx1E4jswfADPk3naaVRadFMfKCkZGR8wtS0LjYlky46/9iPYW5qVB0mXEChoRJTYCi8mxCKkCurFN2RJ4icGJR01jesQJmNURhkJ7PqYOgdFyhAZliWeSZA0eSZrNlukGLjP1iHUzETdtjuhFPX7wTJs3zls8+lKRQ2c8zlz0iBOb1LWIlQV583am5GQ9tUpkUV0wHPjZv7faZACPU0OsU0Ts8+D1C/z4X+gxXqpz/vIYi40Cy22HpZbF7ILh/JWIU1c0852UVVM9ZlbH3LnK5649XU5dLLN6osih44ulyannP20p9XP/ryL4r37mUZa7bdVaPCim64bHDyq63TFmGxavHUsRxKyajNi5QXPXrjm2rC+x0JzBD2ykFLh2iiU1rUhy6lyFX/9akbuvW6LoGZLEJtUqz/iHCZLA5AafDNCOlUVrZGb97AUp0hhOzUo++6iHH0teP+Jy+qLHQtchTB2wHLAsVEXhKklRmkwKs7KGZdfKorbTr+jZeXQcBbfdr6SKLHI75KpJVjK3LY1jJ3lFNKbgRcw3Uh59vkyr41KvCqxcuuzbB6515g1APhphtSQMFRPjivfcEfDIKz0utEr0bJnRFAvsxGDHfetCrrHLNJMLGZ11kgcOnQ0LGqwSWpJakkRn4+8yh6JFkthYPRfXiSnaMXfvTbh9d8yH71vmxEXJgSM2vVjxu98ucfaqA0LhBw5JZIFUxDIP5fnuEgPOOfis2RNtTAJpREX4/PCHmuxc73H6YpmriyXmGw7trqTtZxvTnpgL2bSuwUd2JezekLBmQiCNjWONsXnaotGO+eKTDmfOnhT33rFPXTr19WTt1g/81wE8K7CUf/HJE63rHtzbwVEWWrrsW2PycqxNr1nkpdc0p07HbJpRTFbNwKNRLWkmainFaovuUkizI+hZGlv6KEuhBnNLVg7mQYBQhpYPLxy0WG4LPM/w8lGHrz7rESaKILa4ctVBC5vYWGiRtapIT2FLgasErjR4UmcarwVOrvU6ObizKqkYgjwfWJmBW+U9mmIQvbOI3Tdo5eV+K8FxYpSKeOI1xZdfKKMcC1eaPCljhYLyVhG8r4WnaV/xUASBzQfv7PGV59r87uNVuolHKefhdp+Hx6xIwjOvSP9J6kNMDnKcrO1MZ7JkKki0IrUksZXmzd4WlkqJEjtTo2QmsdbcmNu3p9y+LQUZ8bH7ewRxNsrta8+6vHLUwfMki23FgcNZ15aQEkaKWqP9QdkTl1BSMfVKSiMNef0UXJ5zCEJJHGdS4lhV8QPvtdi82mOsktUJGssWfpgNYC0VUhLdJRER66aWryuXKr8YJ+JH/6si+KWFDpVaqbL/2c/tePcNsbp8dYrrNziQZ+dZ18hwwLwQDgU746zlYgYeJQWVouDDazp86p0LXFxM+N//RT2bNT0ANKzUFjIUSCVodBWvHHJpty2kkoRaEhoLIxSIbJ0WQiGUxJECWwq8PON3pM4kNUleqcsnx+bFDHsA7PxrWw5mgo+C27WzfeEz52E/gqcjZ4JrxRgTcXnRIQo93KrEye0ESgxL3IMqZr+jh2F5fQjybM5iFNvUy4p1ExGOCOglLr1EULCyrQH7HpKhXDo0QwkhB79r4PvIG5QHI5NTkY1MtgV2miegSVYQsxIrV6NSVJKiImekvpCyelwjZYoUKTs/FRKbAGkZWm3By4csWl2RbaHS/6zX3uJcNEwNfP2FAv/xK2Xm5h02jUWUcweprbJGEr9b4Nxlj/MC4kQQRmRD+hODMRZgs6YS89VnPNVzox2f+NCHK0Yvt4Uc+6MBfvXqIktLjZ/7pc9feqBuLXHTDtg0baO1S7vj0PKzDUajKKtOCpGBpeCarKPFSSm4mlo5ZO003HVLzNeeMvz/f6FCK7VBqvxmyxXAHn5PYITEWAJj5zdMSYSUWPmNtITAEplea+egtvIMP2swyL5vqb5+nD149qCjJ29Zy7vqs7YulUVxp/8ADG2mjm0GLkQnr4zadozrxlxc1Pz2IyWwHGwphgnmiGHpTQ0EI32kaT6aIc3VjjTNQP4X39PjD5/qcWSuTDe1KSZiWFpXZlBoEfmePIPfNaAHYsTYJPPEsz92ejiRN0kyC4CVqFx27UuuekTFSgeqlhR6xeAgnWhqruZ9t+uBAQyRnYOvYfg9mdLRKV98vMRXnhhjcqaAiVPqhZSCmwWWjp/S7EocSyLEyDzy0GTTeHualJSNq3vs27rMTeveeCDs3vRzxiR//b8YwZ947FtIKZ2SucqFyzUWliNWTfu88+ZlNqx1saVHq+PR6jpESTbgUsl+pMsqe0UvYqzaY7Le5OQZw69+tUZbFUkdF0TG27JWp3xJXUHb8nKwyIQvmVtisySm/6oHUdLKM3grB3a/ONH3O1sWWHLYqmb3O+ptgaPydq4+uPOE03GGLW2OkwE7Mzxlr46dqSdSRpy/KlhoewjLGtGMVyooA1rKSOEjB9zQWThUOqLEZrwSsmGmx7GrIb3UIkjBTQV2arCToYU48+PoQUVTiDyA5InmkBLJbJD96LjkVJJYGivtPzR9H496k0wrBwBfKQSIkdkqMgd0X+7tf39UPFAqwVMRP/yhLocvtjg96yGxmSwZyo7OaWGKo1Kkyq5PlEDTh2ZPI+2EVZM93nuTYf24i6Nc9r/RZHbpW062mdh/AeDd7kUMglt2NvA3wrlZlxcOOnzrFY8Hbm7xwA3L3LQFNtsu3Z5LnGab5WSuvRTPiamUegRxwP5TCT/7O2M88vIEqVPAsjKerIQYkZVGwJAxx4FBvt+l0x+5IEd/Pu8IWuFh6ZeVVR/kYkR5GEbvfuuWk5+2LXGcDNyu3VdYdB65s+jdpyi2lVVJHScmIeYbzxWYWyhgVxXOwLfxZqvomwo9I3q1vqboE4TZBNv339XluYMB7cTDtywKiSZS/YKLGVyHvideoBl2DvU3zRQrfldqRL41iSBVObitHOD5SOmhFSL3+Qid+4XM8FWMAJiRP+cgl6I/8DQTDoTo/7spjmXzrlsC/tVfX+Cf/7bmyPkxjl71qBYUBbu/fXr2KeIUOoHG9UJu2Obz4A0B77hB4HfrvPCGxalZgRE+N+08nblV/yiA/8rvP0SxULj72088c8vFi4aFNix3IkqOhS0KPPGix/OHetx1fZPtq31u39lk7WS2BAqRRfD5luHh1ySvnXZ59JUpTlyqIAsuRUtSUP0ScF4YGDHCjwJhaJAXK/9+0ODQj+wr3W79YsOokb8P7v7ICNvqWzr73eZDcDs2WUvbyGnnsqBtZfTEsRIcO8axI662NPtPFcBysHJ6MvxsK/XvUYRn4xjMiPmfgdLR18Tj2ObGrSHjtR6tRhE/URQVOKnATsFKDSo1qGQE4AIQeuRXjY6QFgMnn7aySQWpEthWBvZEZqapRJl8jF4/Yo+4NuVoROYaYJPTEgbdRnIA8P5/r1EyJbJs4sThvn0Bv/A3G3z71S6vnS7w/LEicw0PG4lIs2uzbiriPbu6bFuluXePRcGu0mgXCeOUvVs7rJpyaXYc9m1Lb9mz7767P/bBzz27atMn3hrgRUujdPRd29boG6KmzVjJpdkdlmg7PcOpWcWXnyiw2Au4cUuHNWMJRmcfSClYaNu8erJAJ3SxhU21ICjaBlfqnJ9eozCMgFf0KfngdeX3+j8vRyO6HPFBrDAIDTvpByAfabrNuoVycFvkcqEZJJaOpXGsbOxZn5pkZ4JlxQhivv6My3NvlJGulSe7QzOSlG8u9IyifMVgHTM0XqVakWpFL7C5Y0+PD9zT4T99vUyUunRTiZfk+cWIR0T2KYOUebQc/VVypCteDIpMWkNqZb/Xyr3zSZoliVKQVY1zM9eQlpBHZzNyT/q+flaAnJEo3x9JkT00Gb/vhSmu47FhKuKHPxDSC7scOO2z1M5cieTvd6ZuuH6zoNmuc+riFK9d9Oj42fuzlUezI1luhxTK9g2r1iXfFcfi2beM4LOzs5TLpfc89MhT3zc/N8dde+epFIp4lk0Y20RxNhNv/8mYuaccoqTIkbMFDp6Efv+7IHtzni2olcm20lCZbNb3Gq/gpyM9litu/7VJuLjm58TKNqohwEdB/hYAV8PRCdngnxFFZYSOZJFbZ6eVNRwMkksrwbZiImL+4PEKqXFRg+rlyE4Kg+RyJNcY5eD5bsQDLp6b0NK0n2xaCGw++aDP73wjpKljeqlHLxU4KVgpeQTvr2QmT/xykK9YqOVwOFI+40RbInP3KUiVJFFk+n2/qSQRw4YSMYzEbwnmkXuT3a5+TWOl/ULmNEUqgyU1vVDT8b38+ibcuCVTcPqzEo3JOp78nkWja/PYaymvHU/z6bqGKNVYTkSh4LN5Q8KVOf1919/83ifnrs4+Mj2zeiXALekjYaswC1tOnetx4kIdVMi7b22QaIVOMz70wimXbmCztpIlNqNTpfquQCn0m+2VI8Ae6sPizWC+BuCjx6j3uT/iut/yNpxD2Pcl50BXI8Nu8qi9omvIHurjo5zbsYbgtq0UKwe3ZcW4dsT+U5KTsx5G2SgpB0qOXEGjhrzrWhWlf/anRunBmDQxUFTixGbL6pjdm7u8cKJArBx6qcBLDVYKViJyx2JmV5WJycEt+zO0RtToofcnHdCV/kAfgaUNqVTIdGVrYN/81geuEN/5Hol+TXp0NR6hMn2aM6CUUuf+otE5icM2vD6upIRy0eeWvXN0tUOSCKJUInXKe24xYEr0/JiFVndLy+9tDYPokTdF8KDXJEki1k50+dgDmssLJV474fC7DxVp9jRJmqKExLEUa2tQdIaZez+JWREzxEqj/+hGSKPJV/+KiZVX6s3HiClrBeAHq8FwFkqfrvQjeDbRapSaMHIa7FwxsfPmZKvfoHwN97atBMdKMMR8/vEiS0sFhGtlJiQxskJdS8FGP9eIRKhHfPF9H3e/bJ/obAzyxJjgE+/osP9UhTD18FOXQioyJUWOcPBkZTO2EDqPAH1lQQ6UlRW/04CVa+Sj9E5K3sS1rw1C197za+/hEORmsAL3aWU/We3nDn3a07/XmmG/ppSGbs9m81SPne8LUTIhTi1anQLnZ0vsP644ebnHnbf5bNm6hO8Hg7cxAPgv/OrDgEUcXWa67iOVZKzsYdLM4qq1jRD9KmDfOTZsQ+o3MbypqZhrQC3EWy5rb3WMLAxcmx+/1b87iOAj4xCUkiP0ROQd5cN+z0ETbg7ufgS3LY2t+tE7P1VMwQ05ch4+960yoXRQUmXVSzW0kr6pgvkW0W5Q3zNvEb21GtAUUptPvDvgN77pc/BMgVjZ9BKJKzVWarDEaMPwcAVZSSF0/lDJFeDWGiwt0NKg9DB/GT6gIge5WPH+R9/7ivv0Fvdo9D4Pr8nwPYoRPp/1bYqBtVbr4ca/Shgcu4htZYE1G30naHQ0qeyxfm3MhHuUk68vkep0JcDj3kUsb23xN37rlzadO6s4PztDoy2plmDTGjn0OJjhG9eAHuyraPLNVk1WjR18anMN7VhJSfhOAB+5cCb/d1aMR74mSgz4eN++mU/CsnKAK9VXTvrTrbLdgLOBlP3InY+WsIcd+APte0BPEpQdcfKyRSdyQFk5PTFYwrwZ3CMP+QoVxbBC3TC5szAdlQt13/1nUbIFO9YEHDwZkWqXnnbwUoGdCGJpUIkYKh05KPu+HrHCma1ZqaxkCaclc5qkDGl/Rsq1KtA1gB61OptrAtCKltuR+/SdBIT+P6rpX4d8PFySD1rNFZXsZ4dvQgioluDGzR4LDZfZBUGhUt70/d//N4pH7/whf9e2NRnAL166SrnYene5Wvv7hcISf+E+RccvECUq21MmNVmTQj/7TgVRku9tHmUd4KM74+prR74yGtX/y2HbjAB6MKptAIqhvDYaGYY0ZWQmoRrZxVgxiN7WwJNyDbhH5qf0Qd7v6cx2ZItY7mj+7y+WWep5CNceeKRHq5ejQ3P+qE87aptNtRjRxGW+FWJmba0ULf6Xj3Z4bH+ZpdAllBa+zBoTrCTnyyvkQjGkBeRUBc2gAGQEZsSrYiRola0kfW19QE9GWpFGxz6MFqqGCezKe/2WMewtotuohTjDVz5jMdZEUWa2GzYpD7vyoyT7hGEiaAUxuzc1uf22m/7+awdPPBtH/h9CHsFfO3CUoudw7PglDh9LsGTAzTub2DLjgeOVbPRXnGRb9rV7Ns2OTce36PQUfiAIY0mS9Pvu+h/crPzQ32ktG3kIhjTHDOiPyTvxMzCYfIUYDp/oA6oPbplHcStvhO1XNLNKZj745k3g7jcq93dD6O8wkeSvMY4T8fuPOxw+XQBpI6XEza2x/cLVqLIzmAr1FigfAIPhKAWT8/C+hTbRkiTN3H57t/h89z0dfuObRbTlEEibQApsKXNPihj4sldSJJPz8H7CpHO3oR7q4zKnBX2Kooer4rX3xugRr7lZCfjBPX+rG3vNCvam62D6FdZs54ooTvPRzJpOD5Z9QaeXbT0epdl9q1WzgaOWirl5l2bfuojO8mUuxEcxOuPhFkDRs3Fdh5kxxWtpgV9/WPHI6x2KTkyaRLz7jpBV44YolsSRZMtqw96tNrPzdeaWCzQ7FkEk8iVFjHz4lcvYaCS49rObN0WIUc12ZH7GYNjMcMIsYgjyfiNAv2cxSzRHR1Hk9CQHu50PwbFXDAjKQd7n4CprXF5uab76ZIXFlgeePaQn/d0S3iqRHnDZa9DC8HPqASce5Z8SPdKgUK8oPvSAz1ee77HUcYiUhZ9m5i4rFYMu94ESMfg6pyyMgDyP5qafeKrsfUjVnxg7bJQWowA0oFPyiVTDsr8e/IwZ3t8+tbwmsA1hMATCIHDl83PiRBPGho6fNTpcbKTMTAZs3xYTxZkvZfVEwntvj4gTSdGWrJ9wef24S7PrsqZukcRZemktLhygVq1vPHDw5R9vdS7iegJHCM6cqZFqTao1F+ZSLCvXHmPNjg0R66Yi7tvjUy3YJEmWyGU7LwxvlB4pE/c/6IrXEeCPfn9w46+ZSZ299hPalVNmB9NRVxR78kpmH9y5C88eGcaZRWydgT6P3n1wW1aCpTJp0LEjzp0TnDjvoXEQMveeDPYAulYGFW9KzgaR8NoHfvB5RyhKfmqtssZhY7FzQ8SW6YClRgGdOgTSIUizuSYqHSnf96nKQHDrp3CjnDwHuhlq5NL0r+GwaUEw2iFkhnvYj+Rdg1X2LXKloVBgVkTswecerNSjHpkMxJ0AZqYCPvzuFusnDDvXG8LIIk4ktrKZqtukqUWS2rT9BE3C5dkzTKzd9OPX33rX6/uPHD5nzS059GIxc/6q+57nDvooHLZMGZxVAkQWQXqRTZRAogyJBYtzReavatbXBDs2yGzYovrO4M62GBk2Gb/lRTArb77RJvdN5MlGmjWsJqlApMMlsn8TxMhYsUHklkNwWwNq0v9aDyfOXhu11YhyYsXYVoJSCd94ocTJBQ+cLHq7ublrVD15SwXlOxDx0VHEo0rKtW1mdqqIQpvNExHvv9Pn5aMl0BFxatGTMpcpzcDjM5Di0uz9JCNKiMgjuRBAAlg6lw4lCpEDTqBH3ncWuYf0IUkzTpwkepBzGT0SxQd4Fiuj+Uj+xEihq78ij24rrnXmC9o87XL71jGMViwv5zaGNNtM9/QlSZpky4xjJ5TcmKnyEqvH9HsqdjRjFc05q9ExRBqCKGX9VMjmGZs0temFKps6lJJPqMpsizqXVV0761+M4oSCm6zQxLUROW8Wg/apAV/TIwBfEcHFygiuM2NQBmxBFItr1ByBGOlYHlQ01croPdiXZwXQh1HcUsNJWHY/mg+4d3YWChEvHFf84RMleoELResa74kZSc5WTnT6jkLRIAiYEW36WkurHMiGcWJRLVt8+P6Abz7f5aXjLqaU0NM2bkpmYtMGlfYf9L4JSoxw8exaiTSreAKQ9rXinMIYAdKs4OD9XZCT1BDHKWGc0Yg46UfxXNPvk483Re83J6iDnGpwLYZgh+xeeq6g13N46tUSrsOwv3OARz0QN4JIkqKYrBmKbsxENaarIqyql1AuxBQtwVLTZfemmD3rI9p+NrQnSiRxIvI9GDOqIESmHZcKKeVijOukWCPTTkc9FqN0Y/A9nT/db8HNBhdjAPBs06OelPmHG/VXiyE9ycG9YjBNf4iN+g6nNaQnK6lJOjD+O3ZCFKU8/HyBIxeyjg4hVd5we6168lYFreF7HBCWa5Os/IHWI9etT1V0vyE5L/zsWp/w3ju7HDhbJIwdUmnha5mV78WImzGP3jI1JGK0EdjkJraRMjvDv+t/Q2RxfsV71DpTN4JIE0ZZ00syGMf3JuFscEOvza/6Ufqt/tw/LJlRoTmT0PGzqV5CiPw99CdiZa9hbqfduSllR9Wl2c4kw6CnsD7zxd/HIHFkj92bDd0o4eilLjP1mG0bBWlqE8ZWnomofDqVwmBGRqTlBniGlbIMyBlIBzNA8imkZgVNyfePHNHM+8taf8RwGCuUtIhii144vCAMbtYQWIMxYznftt4S6DmoB9E7zQfD6wGwrX5Z3ok4fF7w8HNF/J4LZQclBe5gbAIrnZGj9KQfxa/hKGZwnczgtb8sG/1mmtJPOMPIplKJee+dIV95KuDAWQ9jWYTCoSfITHE65+N9f4oAoQ1CZ6CWaf+VYUQfKakjQOiM6pmcx0sBJqc42YBMTSfIeHJ/yOq1Bb7RD7siSTViJRUxw0Gtfez0LdKWMjT9bKqZMZkmHqfZv5eKLB/UJmXjmoTNqzRFx+LMrEX16OP47WcIQ4O1cczHdQSX51OePeRwcUFxaV6wejrk1j0RQqckScxtu0Nu26mJU4vxmqBehmwEep5qi4x/J0kf4PLNCVM+D0WbkX5MkydAI7LWCs9DDpPFpsdCs0Qvyi6yMcONpgYRUoxE8JFRylbfI24NKYoa0BEzALmlhvKgpbKmhtTEfP25Ak+/UQTPAqFwc+fg6OyTa/n3WzU7rNDLVshj1yoq/YAwYqHVCktbBIHNvXt93n93l8MXCiSphZaKQFs46cgDJzMwy1Hpkvz65qsgad4NJCRp/73r/Jb0Oztz2qUkCLI96OeahsXOSgLWf5iGq9WbV6k0B3SiM7Ut6X89CvY8vxo8cBi00IxXIiaqMUlPc9PugNt2RcSxRGi4c0/CuknF+dky568IDl+Q7D9mZcHXcUKUglrZsH2NpOZarCkrGr0Cz70CfqgJEs1TBzWVUkK3l3DH3i637fS5ZXvI6nFNmmZFg6IHq6ZNzrOzbfKCMBv2EydW3neYRyQzvNEMQDEcF2GpzF9uWTGNjuGFYzWOnXMQZFVJZcnB2IKBz+EaurByTvjKr+2R8cqjkdwaUU8cJ+L1s5LPPV4GbJB55VIMG4sHY5xHxwwPeLh4Sx4+qIkMIt/woR8m6nJAUUbb2ZLEwmjFJx/s8ejzPq+csTHKJtSKIM3zgkEUB6kFQhtkmvNqnYNcZ+9Tp1k0FAJ0/t771WOZR+9+DlO1BFNjhkB0OfGaotFxsZTCtkVm4e0rSoIVWk1f608MxFoQaYhymhHGKSbVmcBuNOM1Ta2cfW10yvR4xA3bQ27bkXLnbkPHd6kWFNWiSxg5dAOXRsfh5cMOyy3D5YWQVk+jVUJkDNbRMzWUFPhhQrMTMFUXrJ2UtLuGbqAJQggTiR+AHzog4LGXqvzeYzE3bG2ytt5FpxqjDZs3JrzzthiTpugUxkpw/dYu5aKFNjZ+zxkMn9FGjMazQa+fbWmKXoxlRSy2Up56w+Krz1V5/lCB6ULM+ilJpahwAWHLPGtfycXlYIDnMJoPJ9aOjH2T6SCpVCu4d4JtJ8RpwpMvFzh0qpD1sUkbW4jB3JMBHepTAclIgnltpinehPI3cdN+njJStu+PWNZqaKONIoc9W3rcd5vP4QsFeomDFhY9YeGkYgVt6q8sqQCpDVJnQqGW+fdEniQKgZGMXM/sP1QyqyF4rqFS0myciXnw1hZ37O3x9RdcXjhSZr5RREoby819P5JsbR+JYamBWGeJYRymQETZCbh9t894KSZNs5L8O24P2bIhAZ1p7jM1xZ6NHouNGsvtInHocL6p8ANFFEn8UNLtQdsHx46plwXjNYWQCozBqpYzOW6smnLd5h5hKhA4hKGbFXBCMxhxGyfZON/5huHYFYfXTk7xYjgGpGA0zuuGzz6RrTFpkjJVi7h7X5dd6wPef4fP1tUBUexky6qWKwb+KJlScGNSnXDmiuHEZcXvP1bh6cNjLC1XWV8X2OU06+aP+xspZanBkN6MdPcM2teG02qHPFyPSIXD6mWfmlgq071PXRH85jfLhLEDJRsxKsnJUVvpyMM1CnRxLb6voSejSaYRKyXD3Mbab4RItMTKmyGi2KLkKv7Se3t8/ekex2dtUBaxVvS0wNZg6dxA1Qe1NgPZUJIlnxnwBVKDlmZE3jUjTr4sgjtWNkIjSQW2qvCp+xPedVObF460+NzjBU5eKnBmtoSfOghHgVQDL7zpS4RpgkhC9q7t8J472uxaH3PX3pTJKnm/gWSiZvAKEnIW4Pc8zl8Z5+SFGnPLNkEo8uQy26czCDXtbkqYhCA1vUixda1mspapPNaP/uDHpl89ePIfPvToi5y8aLHY1uzbnLJ7fcp4tT/Ivs+lM/C0/YDzzRhpu9QKNkrYmQylIewN+dbpq5qjFxNKns/Xn2rwN7+3wYfu6RAF+fAfyAb82ClGpxw4pfj8ky6Pv1xmtlni7EKVouuwqmaoF7NGYxjNus0AQEM/+PAcgpwh0PPB+JZK8xJ3OgB3P3pbVkxkEr70eJHXTxWy3WKFhZVXLgeztMVov+hb698rPO9iZTLGCoDnVEX3JVaZzTJJJanKq5oqHXDxMHC4cavPRx/s8vOf9eilNkZahNomSDMDldIGpUGmw0JUmuYNEjovyct+ZM/de9LkE8cGKeOwuZhsN4dm10XKKuNVxcfu63Lnng4L7RaPveLwuSfKHDhVJE1tjKUyaYd8eYoiPnRvk7/1PW1u2CDxHJcgLBGnFo6V0dxGG0xrmI85Voof+jxzoEK7nSKVHmykkKaaKIE40ezYFLN7i2GxoUjTiOk1t/7Dscmdf9V6+JmLtU67+T7H6VKrWOxab1ErSyZqAa6TrqgsKmEYq4Ycu9glSEs4uEy4GndkFogYXZJSQTexWe7VeOKww/wvSeJ0gY/d18MIATacvSi5PK/40lNlvvVyiVMXS3TjEpbjMlYRjDuGmqcp2AbbEiMdM8NsZjSxG/ZoDk9rxc4P/QGWQ5lwoJyoBKVibCvm5Kzg9x4rgcyoiZAqn7vS55r9Zg7z1kWeEVLyVlr4CksCfR1YMLo//Ao1JdfGdapIlEKlFkZbfOodPb78ZMDRSzYomyRV9ITE0XkJP6chqq+e5KpKP6rLnJ4My+5ixXsZpAq6b1GVBKFFV2WbkAWRYqLaY/10j+s2hXzwroBHXrL58tNFLs07nLnggA0IzccfaPPTP9Jm62qXZrPGYqNAGGXvua/EDFbhfGV1Kj6u1+Lo1QLHztaYLGf3FDNUbzwHilc8mh1DtRwDCVvs1vvq3rmaJenRC1JOXLDZslbzvtvalAoRRoQ4doSSmZdYSYgSzWOvWfzmo1WuLheZLmXgc+1h3+bobmKpzkblFizBBeNx6FSJX/tCwDtvizh0yuKhF12ePehx5myBOd8jSAsIy8UtW1RtqNnZKIGCnc0RtNXQazIE9YhMONJ8PNjLp09PBrsS6AEPHySVI9HbthK0TPjasyWOniqAbYO0sfLKpT1Kgfp0RLKiu2jQLP0Wpfo3AX0kgPR9Hf3u92G/Zl8qlKQy5+Iykw13bQn44N0+p3/PI0ojjLCIdFbCt0WecOanTAWpyECd5hFc6dxkZTKTnNIGo80Kjdr0PTJpBvAwUvSUle30lntogsii6IbsWBeyZU3EJ9+zxOnzkmcPujz0osehM4of+nibfZsNc/MlFhoVmp0CYWQNzHn9qK1k7s23M01wupbwdz41x299q8uTrxVz2biv2EjsSHGxZVNxBR+/X7K6LkAHtDtdrGrJUJAJhVt95tqSgxdCDp5OeepgJVOZRZ54iCyzX2rZpKHN2gpUvZSCnY0/G+zoO+gGye5eorMnzE8j9u5tsXdLxC99scS//kyZTschwkErDywX5dkULEHVgpJtKNk6G0pvk29kKgaVyr7vRI48WCs2oxpJLJXKew1HtjjpU5RRcKuce5+9IvkPX6oQSHsQvW0Bjsh839aI92Q0el9b4OnTklEd/M3ce+XZrx+Yvgau9IoIPlBUlEWc2nhpzF/7cIcvPlnk9BUbZJw1LWuFPaKmWNKQirxzRw+pSpIXhTIfeL9cbgbGNt33Z6fZihzFMt+c1xrcY53PmcyGFlm4jsV0OWL19RF33tDhr360y7/+bIk3jjjQ0+xYK7myWGaxUSBJc7Ghv9Ko4daPrp3SCy16oc3WmR4/+emQH/uuxuDntREDmfqpgxYHT5VodyUHTzncdavHBsvDspUhFilLrYCXjhS5tDiJZ0GZ4Z7kcWoG+5KvKUChmu0P6eZz/fo7a2UFlXy0b95RY1mCXZsMn1q1zCfe08AqhPzrXyuzMO9A2QVZAMvFVtlQ+nI+t7tgDYfSO/lAHjtvHh5sgjTYwLSvlOQgV7kOvGIrFD1QUayRkvwQ3Fn07kSa//TVMpcXPFAZPVFCDrp2+kPfRzedXSENficfyjXFjz5N6b8O3ZfDKD5sYzMj9QRFqjVJmtGUJHFYM9njR767zc/+pkMrsUBaxKkkECJ7KDVDitKnJmIYwbXIFAstTf4gmZEzA3iiIUkgVpkPREVqaAFg1Cwm0SarvmYDlQKmp0IKBfjnvzJO6np84gGbDXUXz7awrJVboozaKRxL4ToWHd9huV2g4CY4VpobwLLZ53GS1Vvu2Ga4b3fMlaWYVi/zkyQpWG3fsNyQpKbAB24vcHneww+zMmgQavwgJYg0cTLUmu18IlR/SpSlBMoSWFIOtgLMNnWFUsGweiJi1yYbmVZwkjRbXqQNygPl4ViKikUG7nx2t2f3Z3dnU17749aytrO+HLXSOaiujd6jXHzAvTPFRMkc3LLv+45xvJDPfMPhVz5fzabVOvagLO/KkaHvI61dKxNM8aZkcyRVeHPxg6FiMZAJR3h3lmj2o+iwXzNVw7a2RFl4tsWPftznxAWXX/tapqhoYWXauBY5Tcl8KqnIKElfNkxTQZLTFqXFiA1WD8CepLkVWmXqhYplLo0ahLDyZ3akgj3g75mG4iYJaQqBcEnNGM++JmmuTZgezwa29ufTZHp7f1PgkbmStsG2bGwru4+QGfD8QOIHgl6YBeFeALOLMeVCm5l6SLUUYx08k9JspiQtze4NERtmsiQjSgSNtuL0ZYdGSxOnOhsLkXetWyPdMv3+R6u/W1fenV5wNZViyng1BDTaSJbbKltKLRuUi52Du5Lv4TgAd39WyWASbL8zp//75P/T3n+HWXadZd7wb62188mVq3NUK7VytmRbzrLBNmADJphhGPwyTHxnhmRgyGCYGXK0cTY44iBZkmXLQTmHViepcw5VXfGknff3x9p7n1MtMURj4P32dZ3rVFWHSvd+zrOe5w6lmKGoAMWKfjiVbQWhSqZ5JR+KGsyZgpYZsbAIn/u6x2Jolb13Ub2LzJoVkXrlLHxgsSCEHOgNi+H8SzXeL3HYHLaRKNoStcL1SpJKfdBMZUoi9Vw8ikxqdsJbb+3whYc85ju6VYlSgZ9KzFQfMpXQQC82nMO9eNGGSFn4o+i/myTaIKhgcw48yWV57njxS9SAdCFFShqHbJpKaNZhPtCvJAsdvdSruCmOpU2YSvcDtVKNpVsiyt0GQkcXLi6nHDkTstTJclNOcF3YvDbj4o19xsY6GNvW2Cw3LGbPQDcJMFVHpxbIFMO0OH52mlrFeHG6lipI9oMWoaichXGl4yRU3YhGNcC1Axw75IXTcPcTefKCMqkqdECpqX28y8o9ZG1cmmWahTq+eKUotmxDPJPzUtqKvluDuei9i8WO3liaMsLyQu663+aJ3Z62ZJYmQhqD6l08xEC9s4JktaJNEeWU5687ZJZ9OIPWZLDJHHBTCnahSmXOl9YzcZlKZKJQiSKWBmZicN3FIW+8tsvH7rLBDMiEIkikztsRKUaqly0yb1kSkZFI3bYkqSZOFS1MnBROVII4V+yXanuJBrg4f0I0NFoECkerwLd5/bV93ve5PmcPxiyFFm5Pjx3DWKdF27nbQZleocTgc6qB141Shf5UEqcZc91lepEe8BuGQjmKU3MZe484THQ8jPFmBEnEzjnYedSk45sIUmpWSquiEw5GGoKKq4FbmFwOcsgHRCPdvuhtpG2luHaE50bUvD71So8Mnwd3Wiz0KgjTxlOCWt6WuLk5vW0MwK0tjinNMktnKqOwhFhJqFLng324UqtBzGA5OZEa4LYVcvCE4CN3VznbsbVZijRRuS3zgHcymKAMg/qvVfGUxWwlEoapwiu2mUMfG25V0sJDXGoOh0ykrt5S9+JS6vydcS/mnbd1eXinw6FzCkRIIlRexYU2C8pvTpX34Jp1mOmFj8hIinm51G/HhWeJ1AsWIYdy66V8Cb6NKHkIheFmP7CpORE3be/w7KEu8329U8jQ8jPXAttMyzPWcPRiQVYrcjoL+z3PUYw2JLdd79Co+bh2TAZ0+nBqRtLumYhFE2PtVJ/Rqk/STfnGsxZzsyZVV6JMiZKS8RaMNROqnrZGNg1t1CLyXUCaDn5zQoIhE0xTx+s5doTnhNS8Lrbd4YN3Kv7gk6PEooJnKupmlgdBZUORIjm4h1oT7Seo+7RCIV/4mqzgeRdtiDrvIf+6jaVuTcI05r2fqfHgM9oGGWWVc29bDkJSjfIV7DygF/34eVTZwlpjBVV2CNxAOXcuK7aknFyonE0ppdT9cipQidTgK0aG0tBAjxMiaXHzFT7vevsyv/BeiyBSZMIgSCxMIbR3Szk2zMplz/AjSTSYkyQjljmFojhfSIGIh27qvFYX3PJBu6Kp06VFRG66+R+/p0uQzvLnXzSZ7VdIM0WYpFSiYgycldZxxX9TiGVEPrkylT6XVdyUNDUwjSqJ7YFKqXkp83MBT+6O2BJFTE0GGE88X8fvBpw8Kak6kqu3mYw1wXOg4ibUvISapytxxQ2p2DFK6dm4Hxj4oVEO6gU6JMk04hzgIZ7Tx7G7fOhuwXs+OsrpbgPbs6ib6Ejp4byc85IXrNIFVpStia7ghalmNmhT1DDfZLCiN1SGMvTGUsmCTDVoT2w75N5nDL7wgOZX4+rqbUqBm1dvUwzluYthKoA4j2gl8oNmwcM4X7b2EiA/b1WfpPmUJl+s6K2jfiQ5uGWSkUjNMFRJSiyLKp5QsRVvudnn3od63PuUCUZIKhX91MhX+OSiCP01K6HHh3FhZipBJFn553GxxZQpMpYD/xlx/qx/COjFi9YQwKWfMlZN+KkfbJNmZ/jzOyeZzSr4iaQe6RbVLjzPhQZ2mAj6kaAfajq1IQUVG6p2Rs1OWOikzMxLPEfnmY41DRw7ZfOamKsvgOlJgTGzJFleEmTEvPmWJZTqoKTUJ9gih8b2qbh9Tp7L+Mqzuh9PM7jp4pipMZtOzyNJ9DencpGAbYY4to80e7zvDov/9dFRzvabWJ5Lw8wPlWaqq7e5si2xTN2SmPnpWnsIytKVyioV8oNoveHxks6oH25NBtW7XMdLzRZc6qXc9XCFfWdd/fIhLaSUOOdV7+FpzXDVXtGurJisiBUjQv12xrCdccGyy8rKnY/sUpG/n+ktYyJIpcz7ZInMV/hSSg3uNNWHTZkSBAlbJvvcdlOXx593WI702DAWkn4icweu4So+2GjGefUuXXyl5q+IsorrxYpgCNQlEViWVVf/0YBGIYbeblTg3e9cwpAJ7/vCOMtJla5hUoklntLJbULouMEFP2FqpM2rr+qSpXr8+/gej30zNq5l6IBeI8VWKVLp4mobKTds67J6LGC0FWOM1UOCXsSeU2BIyZFzgrbf4/tf36bqJvzJJzz8SGHbdc4s2Ow+YGMZkiSBW69Z4ue+f57RqiCKDO34WURn2z5PPp/y3tur3PV4i8WghunaNE1oWDqAtQC3MwTu4lA58O4u+m65oi0xixz7QjBcqHNy6dlgNT9UtWU+85YJphkCER+92+V9X6iTCTOfext54q+u2sXmssiGXFG9S2ALhumyL+rHX+Koeb7CZYUhflYIcPP/Ny2quETl1TtJM2Si8l45JRYpSul0CKVi3vWWHofOWLz3CyZRbOhWRUg9NkyG+vDzllVFaof+Pgozz+KclQ35thffU+65UoC/vJlVfgtk6F198X0Lqq7gZ7+/y1UXBPzZF1o8vrfJguXQNk0cpbn2fgwTrWV+/h1LvOpKjTfTjNl5yOfsIth2Sj8W/MlnqzS8hO99TUKnV+fEGZd1Ywb9SDG7JDGuuqBNxQzYt79CktqcOB2y66jLU/tHSDJY7GiDmYoJFQsunMg3i6akPTfGQzsMbrvex7YiXCdAGj6n5mIefs7g9z83yo4DTYTt4ToGDROqZkal6LsLcBcWxgW4rRzcxqByDw6cuXDYZMjyoeB4528bSSkiHl7Ha0lartSxQw6fhdsf8Oh2bf3NSQslZZ73M7ApNl6q5y7pAOcfNgctStF/vzQZZXjRo+fPBSc7PZ8fInUvruSgJ49zI8skyau4TIljAyFSwtCkUo158y09vvSQx8Gz+gSeCkk/UXoSlBaEq6GxYdFSFK2JEKU7lsz9DjV4JYVTWckJKtsuueJ7K0BdiOWKEajnGHzvrT0uWjfLH36+x8M7ahybq9EWLpZtUjEyXnmxYsSbZMcLrs4mtRLG6xHrJ0JsM8RQCVetT8lSg5pnsvuw4MxpkzCAF46nxCLDeOj5NRw6pnhq/15Oz6dIaXHTNj2Sml3MWOtp/aWdx1w7tsJzJFVPsXpcsHW6ThTHNKpdMtHl3qckv/vJEZ7eV6eTVDAqJhVDUjcz3XOb4JqpnpYUOZV5BR+EQg1ZHJdVfOAEu8LTJK/iw6Y9xabSXHGwjPONZYJpRERxwr1PuHx9R0VzCcTgYOnkrUmZ6jukECrM9QfLnqE+fMVhc9CTDwP9/DV9oV5JM23bkGQaeIkcLGKKXlfrUbU5vAZ3SiwlIlEomRLLFJkYxNIk6Ce8cnvAq67rcuJLBkGsQ7xCIegncmjcmfPGk4I1qHvwYV/Conrnx+Khyj1MkxxcIrdrLt7LhtuyIR/0KDa4cL3P7/6nHjsO9Pm9T/W49+kWvbCBYyuOHq3yZWmyasyg6umloeekuHaCa2v1VZYJZhZM0jSj4na54dI5mrUlvKZAWg7qj//PfzPSuHNx0D237eLVkusuEqyf1g6qvi+pe5LRhmK0YTDaMBhvmUyOGqyZEKyZjJga7TExssSZ+S6/+xmHP/3CBE/vGyW1K1Qck6YlaFq6antmhmflc26LoUycPAwqH/gPgqHkYKIyBO7CCdY2c5Dnz1bp5517C5b+glrAYJoRphliuz4P7jD4yT8YZaHngemAsrGUTkN2VYZThFflz6WnYWmmT7nwGl5MrAhoHU4kHgb8eav8MontpTag57U6K8ayK3SggwpcPEwj5bJtPk+9YHD8hEmmU6tIhdIWEww70g5Exis+33nQLemiQwue7LwD9LCcuWQk5ptN3YZpv5fCmk4Jg81rMq7Y6rNqvM+RU4q5ZQfbkIgkJggzegH55lLR8w16vkEQGgSxZP/pmKdeSNl1qJITuGpIZ9tdmbnl02rb5lY3jNsvCQAAZ+lJREFUaJ891KpmP9qPA4IkYO/RgGNnDCqOxVjTZKRhMto0GG9JJloZUyMxU6M+aybajDQWODXf4Zc+UuPDX5pm0a9TrVk0LEHDzKiZGZ4JrpmVrMAC3OVzDmY7B7TObpQv8vDWB8y0NKs3zYGP9yCkdchXsDTPjHIDzRDLCDi9lPJbH2vw0I4qODYoG2UYVJTALebw+ZrYNM6f1gxm8Cs3boNFxGAhMfQ4bwk0DOASVGWlX8lrGeQWMQDxEG14mOg1HGeSZTA2GuEaKY/vMlnq63VvJhQpOp1YlV/H4OsaHIpfgmPwkiAvgC60oFOgD9MrwD9Y4Wveu8zT5bQPuu+bjNYVN18Wsmqsx+7DklPLNmGgSJOEIFfy+0FGPxD4oSRK9IZz9XiXWrVDL9IRh8v9OqfOtN956OAL+4xlXwPu2Kzi6edtPNvFktD0JBMjilZNUvcyapWEqhfTrEa06gFjzTam2ebP75bc89g4jx1s0mpYVM0MR6VY+cq8qILDAazFc7mlzA+SBSehTEEr/03u4Z37CRbgLqv1sJ/g8LMaGGcWQgaciI98osLn76uSuRZIG6H0wdJR2SCRomxP8uchv5XCYF+e16oUHyu2cMMV+3xvvmGlOZkmOwn0djFXi+n2hPzwlqTEMlfHpzJvIwYHQCnVwHNbGtrlQKaEPYu3vNxnz5E2v/VBi1DqrNFISLpJfm7Ilz1lymZpKZENHSaHWxSZv5vm/bYc2sgWlTt3iy3dbIvDs97MWoZObzCVkQ8HLHq+g+u4vObKLuPNc9zxeI/3f3GM2a7LZE0wVklpVBKqjqTiKWpdRc+XTMUNJmoeqy5NsM2YQ2cizi3p/CHDtbQr1VQr443XCVaPx3T6Bt2+gWNDvRJT8yLqlYjRRh/X7hEmPR7fn/LFJyrc9WiTuO+yvgFVU/trl1pAWcj/822kGga5KPtu0xyknem5d36YNAce3mYRLTLkRDVcrUvj+gLsQ8scU+nqbRohX3/a5ENfqg6iv6V2qSoCskpwv8R40Mh5OOdnAZXgHm5RisWIHKqMDBsdUZoogSY/FeVToDeLiCFbDCHyw2DR38uyWidC5htHSSxUno5mIEVKJCxcM+GH3tDj0edsvvqc1DmkQhEIU6esicFGU48FxRCgh0t1zhwsvQ2LHIksB7IcEnCIoTm/XMGv0byaFDNOCZUaJD+IjE7PoWO7XLimx7rxPpvGz3DXEx57jtaYO+dSW5JM1FLqbkrVi1nsKE7PSrqBpBMIploGjbpJJgyiIMWoOAmGEgRhxJLfIckC6pUaI3VJzQtp1QPqXp9qpcPsUsCffcniwefqnF2s4Ps2I5agWU/xLH0wk2LI1IVi2iBKXd8KYA9XbbOYmlC2JQP317zHHrY4Hga3GvTcK8BdVO/cW7AfpvzaB1ocPu2SWXpqIpUqZ95WGT+4MnezjEQp0tsKLo4SQx/nxa3J0NiwmDoUIE9B+yQVj2EZuhBaEpWDXaRor5JE5jPpnOwkclDn05A4Ufm6XekDpzB0FQ8SNk75/Oy/XebRn7TpBLqKpwj6GBiikP2J80A9APmgly7srDPSTJJl6cpDZA7mFxuoDv+ZBnms9HRm+IaQAkwjYb7tUq8EvOGaPq+8rM9su8N9O03+8qsNds9UqNsGIy6MVGJqjianSifGqwTEsUcvcLU7wwsnJ1FK0e606SynpFGDbetTNq9Zol5pc2Yh4NCRiA9/xeNcu86RUxU8adBwYM1IRs3N8oRaXbnSDMJIi5MLFyylBinDVtmOiBLYVs4vGYC7qNrDvt2Dt4upiW5Bhg6UQ17eZVuiIkwjJE5j/vhzFZ7d55HJQWtiSnDzsaBRVnDKKq6G1/QFuOWgUpcceCWGWhc5mKgMHdwGZkc5SASIrPSTIj7vQFdar+Wz6QigYCvKFJHoyi3Kip4NVXC1YqoSxwlXbg358e9c5nc/rR3LEJJYSLpJ/n/GxU1V8LyHQF7QetMhYliWUqRG6LfJ1UB5JU/Pm6AM3wSGIE312DFOBUEgCUKdyKxUhmOlLNgOVc+jUQ1Z0+rzw6/p8YpL55nrnuMjX65xcq7C/nMOTVtx4RrJtimTqVHB6uk6nlclSRKMH/reN2HbVU4df44zhz+LNBMefz7l6SMJUZryhfsb+LGDwKZlw+ZWRt3JqDroFakjcWyJbSrMPLlrfiliLo7zL3YluMvgVXNoQ3l+v22QT0ZycKv0PIAnJalr2DDTNHIv7zINTSei2V7EV540+eBnayz7lj50FK2JpJSiFWlw5opee1C9y8wfY1DVBwdNTSWQQ1OUFa1J8ZwzBYc3foUsTKmhm6CAWplvk7cqCcRCDNqUfK0e52oYkS+AVJ6AnIiUWJiEMsFzE37kO7s8vdfm3sdNkCEISShsOkl+I+avHFlRrYc46ymFp+BAmJFlae7hkhtwGoUV9HBcylBFL5qaDEDncaaJYLGjmFvUwgpTSRxL4ToGnmNRcR2qrkutUmO04rN+vM/V/0+fiCU+c79LFJuoTPD4niq9PQb/9Udu4vKrL2W53cWYGBHUqoKzZ1O+9hx0exVOzggOndWn1LormKpkVJ2Mig2eLXAdiecoPFviOgrPAdeBipPiOTFP7ovZf1ILdorRmlVsJy25AuTFAscq++2sfDaGWxJVvH/enLuo3IVRvRGtqNymFbDvqOBPPlPj4IKT87xtpDJwJJotWExIhmbehlwJ7hdV7JcA98oxIS8K6SrSCbTHeVYeyKTQLUqa6cnMiyZzQpT8ECH0ZjNOpOaHFPwXKYljPR5MhK7eQqrcaDNDxiZxmLKh6fPvv6vN0bMmB05rSzaQhJj0KMyVB313RkamNDDTTNt0pFlWKo400NNct5mu+LhuSeTQoqd4hdCtlqZWa0OpfSdCdhxQeDYlrlxb4rkSz5ZUXEUlB7vnVKm4EVU35Htv8YkTOHzaZbqlOD4bkEjJTNul348xur4iFQYiNdg2ZTLWMpnvxNz5sCDwoVHJ8GyBY0scW39SDXDtZFVxMqqunrCMt3xqlUUe2G9xarnF5jH9CzCUGAL04GGbGm92Od9+qZYkHfh4q2TFOr7glpRpDPk40DAiDBVhOyHnOim/9qEGX7ivqvtuZYPUrYkjB1MTc/hg+aLWZKhiy/OEHkPgHh4hDntsFwLsNIMspvTWLm0vxMC0P1sxRy7ITIPDphAQF0BPRL7o0fTWWEgtWMinKsXBLZEZcWIQRQlSmrzl5QHt/gI/+XuKmbYCR5IJgY8xqN6FjXJW2COLPOYk9/DOK3iSCsz8Y+ZQSEFRwbWIQw3Z9WV526oru5IZkyM9DLvPM8caNB2LyVpC1Yk1uB2lwe4IPNvAcwxc28JzUjw7oVGL8MOI2x8yWVw2cC2Ta69VjFRSOlmGkaQKpH02SuRXxse910oxw4HTHrZZYbqlqHsK2xLYlsSxBa4FnpPhuQkVJ6HixjSqAROtHpa1zCful3ztyTqekZW2X2ZOnrIsiW0V825y7kk2NB057yA5FOl3Pq/7RTyT/FCpCuMeKyIh4s5HHb72ZEX33YYFomhNsrI1McopyUtXb2MI2GX/XSpNZCnRKw+nQyNFkQ/W4jj33cu09XAcpwPjo/z/zPIliD7EDS1dGGwVh2ffsRgcZuMkB/eKZ4nMq7mSijgxEVGKMhJedU3Im27s8BdfNnTWjdCV1kfpOXXRjpCDXIKRZZiZ0PyX/OCYFJI6lZEa2ZDlRUqaZZhlqyLzk/SA+mrlSctBqHjd1QFHZs/x6a+PcnbJZroBTU9jzMuLqmtLXEti27qFcSxFvWowUofNa3o8uDNjrDaOZ4uv1DzrbBxK1O/93h9w48uuXYoStTS3FL3jyZ0dLNXgwrUGU6MGIw1Jqy4ZqcNoPWW0kTDWjBhrBqwa77FmYpmJkXlOLbT59EMmf3L7OFnoMt3IqLl5n24rXEvpXt2SOHkbbFsZjpVhW2n5bJfPegxomwlWmTRcZFYWffZg7m0aMaaK9EjQishUyBcfsviV97U4MuOCbYN0EIaJrQQVlfNgFLqKD28tjcG2cgDc4bz7gvwlhz424MqU4bJFsKypzYfiWNDtJXT6SRncVXDBh4dyBbJXrvmHiVxDa3Xx4u2mPoQOc0uGMuVzg6aRWsxFW0JOzEoOHDP0uSAfUyZIkmJpU7ZYBeiLFmTIiatM1hOlT3jhb1g8DzaeA+1qITEUAsYaGddt6yLocWIx5cCMyULPoB8I4kQveYIgLXN7uv2U5W7KuYWMk7MGnmkxPZJw4db1jI3U/9vRY/sfv+rql2vv88lmD6kSXHwaRh+pEqoOmMqhH5hkmcA0UxwrxnNiqp7PaKPH7FLAmeWI279sc99z4xw+WaMiDVa1Uuo5uIvWxrYVjiVKYNtlLnyGXWwkzXRl5R4SKJR+JiotJWeFv+AKZbyKcKyQo/PwwS/U2HfYgaqmwaJMjJznbZVTk+GxICv7bbly/De8li/U/QW4i1W+eR5XprCIKwhh+46nLCzpv1NwW8w8hTnLwMjSsv8VDCreoDUpYrtFfuDUB1pdsfNWJcmGCFl6W6g/ZiCTlERkBEHKtg0+/+YtbZ7cbXH03GBDmZERYpAKSZgJ7JxdaaUQSX0IjxP9tUe5DtdMM5I8AylJITEKsXQ65NaVkeUsQ9DnBs3Ztzg1W2OiJfnRN7V59dUL3LdzmTserdHzXXaddBmpChqu9slxcvVPCvRCwILKjKDvCy5LBaKS0ff17WQArF13KZZd4cjhgAeeOMhy2+Xqi7pcccE8QeCRphLPjah6Pq7Vox8FfOVZxcfurXJ2YYTTcxXMzGCikjFWTah5gqorqbgy75mUbm/sAbhtMx2A23yppY2ejAy3JEoluU5QA16qgZBBDR0sF7spv/+Xde7f4YFnlu5UsmhN8kmJIQp75YHtREmNLQ+TRU+ez7iHe++htqQA9yAaPMWyUmwzxbESxps+ltvj6AMe83MOE7UUx9JcnNQoxmxiaCBecEooDewLcMdyMDrUPbZuU5K8J9d/J2cbptrlV48Q9WRFAz8h6Jm8/LKQ//SOZX71Q5LFXoEIXZpjaZBkkjAV9KUGuiUyLCn0q14KRpJvqpVW3cdpRqyyMuuysFlLs7Rsa8hkbg8nyFClFjWKJSN1ky1TfS5Y3eXbr1/g9OI8H/+qx9d3VDnV9nAMk5YDdVu/+i3HGVduzbhmi2ShDRdsWcVlF22n3+8NAC6sdUyuGr/345//xm92wrGfWju9zOmFlMe+aPF9tyasGl9muddjx5GUe59xefyFBqfnPHodi6opWVPNaLipnrI4koqTqywcVYLbsdFtiJkNtR9FC6Iz4XX/XbQeQ74lRcXO188FyKVMkaJ4O8FQIaFM+LPPV3n/Z2t0slwdL7T1sSnyhU45FqQ08Rn04eK80eAQ16SIBS8PleeBOx9z2vn35tgJjh1TcSPGWl268SLLvuLssodtFL4jlNF8+sozdEgHAgMxeFmPxZAgQWjDnjjJq3gqyoOnVv1kJeCTXKgcp1ogEacGItIHtR/9rg4zi4o/+AtJPykAnkIWkwlFLPKEifxGMgXYCSVv3lLacddSGVaiR75xkmElBdCz3ER0YChUJMkVbgFxbBJEkn6gbZlrFY+Ris+qUZ+t0wHvetMsT74gufdZjwOnaxxb9tg4kvFjty1w7KzL8dMm29aZrKqd+c2rtm++d2l+ZqiCr5ngXT/xaz0p5ZGlJZPjp2wmmx4Xb0yperOcXmzz8x9osutgA5SFLQR1C1aPZVTsFNcC1xb6EFAcAGyJbescH9fKBpU776915db9tW0mmGaMZQ7zRwpLtbiUmklZGLanQFqKWmUOcGHG7D1o8YmvVmjHJtgKhAHKQAoxsH8QRTuSraDClhK0Mgpl2GBoaDQoB9OS4XhC09RjL125Exw7wXViKk6Ia/uYRghpRDfMaIeFz2LeF69gDg7pGYcOl4VzrR4T5gfNfBwZJ3ounuTG91qgLFGFKCI/dKrcGUtKhRKKODKpOinf++ouX3nUZsd+oYO/RQKZQelLhyRFkgpFLCS+1JpdK+fPuwocQ2AlGXaS5QfIIrxVv50m6OS+MtQ1D5WKdc5qPxT0+grXMVnuWizYDp4TUfUi1o4GbLgl4B2v6rLjcJt3v7/FUr/J/oOjXLRRMVIPqNcNFOeOfOlz7+7d9p2/MQA4wH/7kddjWQ67nnuQoweeZePqkE7Y4b13p9z79Bp6HY/JKtRs7Xfi5CFUtiVwiumIpcqPWabQogYrb0WsrDw02maKbeWHxxzYlqEFwIahZXJWvqQxjFi/nEYpUaYB7uWHt8EBJkWaGTsPmvz4e5rsOmiTmUZZuRESc4X9w4BMpc6beqgXtSbFAVPm1XxQvc0C5MUBtSSDaZDrmzfGtvRUR8kYkSb044xeJLRp6Qom4DDllbzVSPO3JfFw312AO9FTDSmEVsEnIhcNy7KdkblAWSuAUpRISXMrZpkaRGHCpZtC/vinFvnR3xDsOmBr8WYa65Yp061Uxcj0YiiVdAODWBrEyqSvDDpK4iYCV2V4SYaT6LgRO3dGixOITYjSjMgQxEWScZRqr0Nfllhy8iLp2gaOZeWvhB5e/mq4bbrHh/9Hh688E/DYrjr3PFFhqpFyy80Xc+l1L8f3+8B5ADfsFqbtkQqbQzM9Ti9JHttjc2SmyZgn2TANng2OJUs+SUlxtWROfxX54TEnR+Vc7eIAWVRtO//FW1acA1zHhTi2lrspGZJmMTMLKUs9kGbG7ffbHDiqMBTcfHXAlRdFVM2MtRMJtgPtWPCnX6iw43mbxFA5sPVDCYktsvMEDIVCp8i5PD9fcygSfGg0WLYmciCdU0W4rMoG9F0j1ROfnLKrZKzJJ6TEWYYfSx2HrsBIMlSSEUmhpx/5AieWIPKxn0i0D0ucC4N1O1IcKvOPJehDZaL7cl2tdauS5FrOwgJOpip/JMhUoRLJFRcF/NibO/z07yo6gcR2YO1kQsVKufKikJuvCjGUYP9Rgzvuc5CmYrFrcnrBJYxsQmHRNRWeKfGSjEoOdCdP6ovTHOiGTncwDR0DrwvDkODFUjmeJI6p7dus/NXRsVIqrkerVuPN13e5YpPPI3sEIuox0jBYM92g1xtI5EqAb14HSHlwYa156AHZ2DS7kDJaEdRXC5o1RdVTOd8k/8UbIhcK6wmcY2Z5RR54pxi58U4hIytHfmaiq5oZ5aLmEM8NCOOQ04sJh44Lntlv8ZWnXHYdcTBNxeyCQeTrqfInHgipWjEbp0K+99Vdbrwu5MGnbP7qay7BCrtXBULzngv52bAqXhZvq5UTEylXbiwHPG85ZDY0CLYaTkwezO0Thi0qpEpzdpU+dQWpIkwEUV7pVFy0SqKs0EWLEudtTAFk7UCllywrW5VsJWMvd8Yq+lwlc3BnElVYw2VKP1KFnWS87dV9Dp0weOApi5uuC/neV/fYMJHg2QKvqgm1QT/i373Jx7FSdh9RfOVpm6f2ORw55nJqyaPdduk5Jj1TSx2rCTgJREl+RjFWuiEMFxUN8qQUwNg5b8lQAqkUhpLYpkHNs2nVK4RxzKgbQHWEuV790LFZ72Cvl74Y4EJtZs+zn/9KxWn95dj4yM8dnzmNbbmsGTeZHFGM1PWsuuMLgrx/tExNinHsvOXIx2G6V9anptIxVKW6UlvaUsIyQ1w7pOr5QMAzBzO++qTFQztq7D/lcfiEpzVtSmnmnCmQll4L96KIXt9n5qzBwWOSH5rr8aVHbGZmFDh69VyAXAhNBy0fK6r2Sp/BQZsyYASWrMGiesvBMudFzlrGkD/LENCVShAiYRDKkxKmQr9cJ4Io0TdLXBjVD8UAxiXHO80PlXJQxUUBdEqHWA30QRUfuGINqreRDvJ/SkIUOqZxciLh37y5nz/3mGikJL6JHzq0F3VwgRCCVlVPYl52ScytVwccPuVz4NQSD+xw+NoTVZ44UGM58OjbJr4tqSYZXg70MM5f+fJZfaGhKMw3TSPN5YwyV31JpIIwhK6vOU0jdcHkiGJiNMa1eyhvA2517C+ffvaxr3z/d7z+xQAHaPdspHLuPjPvfft0y7t86+qMNRMh02M9lvohp+ccKq6HZ5tYpj6Bu05M1dPthWdHeHZCGOvTcBQr0lRbbRmlnYSO5qtVfdLMZ8/RlM894HDnI1X2nqgS+g7CMbFGFKbUJ3ZDltptwhT60iCSQBTxuhsD/t1bu1y4IebXPyA5MmPk/AqRL0dEbnk8CGxdkcKWc7fLycl5VXuQey8G/fqQ/2Hhl7fSSWtlFpCUaX6QHBihxFlGmOpovLhwby3iuPN2KclpsEmaaqu20lKtmJzk8eYyt0TOjXsSqQ+ZSSK0UWepxE/zii5RBU+kHNnpmnDwuMHvfNzj4R0Wq8cTvv+1AT3fped7hKHOWMqyfJIjMz3daseM1yLWXBHysot9vusWnzsfbfO5B2rsPVpnMajQ9wyqpqAaa2WXmbsSpBn4saATaos41xZU7IyqmVF1Ujw7w7V0ZU/JSFTEkXMpzx21WdUyWDWmuGBdi8vWWjusUe/uNFlJ5VHD7/z5+/+C626YOL56rHetIrzyiq1tuvESDz0f89geePJ5h5ptMTECI/WA8Vaf1RNtqu4Stcoix+d6fOb+DNvusmE6QCBzj5Kk7K+rXp/RRoe9R0P+6As2f/rZJp9/cIyTi02kVcGrmNQdScMUNKyMhqVlb7X8uaL0QafrZ2yaXOan37nEjZeHXLI55viM4pk9DokwcvdabVzvSnCUlqKZufzMHKrAphKlbZh2y5UrXWwL8XPx980BKax8FDyafOw5aMdiLCPGdQLOLqXc+aDLqXkdamXJwTzeGHolkeet5Ac+KwN9p5CDGEX9XCyACoPQ3MMvf8WSKiv/vPBIL27AYo+QiIS/uLvC73yszsw5i34sufHSkKrjsLhcp93z6Ac2QWQSRtqOIop1VnwQWvi+CZnJ9IjgxktDrr6ox8apHmfnE06dVgRCEedz7yyDOBN0I8FcELF96zzffss8Z5cijs9DJ5LMtXWBJMswlGD9tMGrrwnZsKrL6EiPmXbM0TMGY03BiXPpXYcO7/2jH/0371oBcIPzrrVT65BSsLx0iN1HY+5+osL8vM1YzWBqxKTuSZpVn7WTyzj2EjuPRHzkXpe5dpPlns3R0xaffyTke17e48036t5cKQ1uz+2Tpn0+/5Dgz29v8rUdLUI8bNukZQo8AxyVYefSsQHDb2DymWVg92GiEfETb+9y88UKf8lDWSH/z5t7fOG+CkdmrHI9LBhWjw/eHrQoA3rrShmaKNsVpQZTFUMNcVdKb8TCf3xl9S6S43R7UVRvPflJs5Q4U+UsPE50H23I3N44GTwrWZjyZLm1WjEKzOmzUuRz79ysPhXEhcHmUDVPldSMv6I9KVQ3Qp9Njs0o/vQLVUJpQ83i689V+fkP2Pzn78hQWZXlrqXzSUuj1cF2WS/oTPwgoevbOHbE9vV9tm8M2L5lhvfd3uerz4zQ9qvEtkmaCW2NZyf821vbfM8r+kyOpLz+yg7t/iJzXcFHv1xn56E6S77FJpnS6QrOzddZNeawfUOfa7cF3PWIj2U1mJ6+kCxLz4fziwF+8WW3YRhGePTUp3j4qYCmZbNhs2RiRLJqLGX9dI9Nq+fZc6zDZx6wePC5EZZ7LhVT0nAEF46DZzv43RqLbZ/xZh/HifEcnzDt8keftvnTL4yxENbBshmxJVUDXCPNgU256i4BXlTYXPa2dkKx/QKLl13apOcHmEaAnUo2Tff5wTd0+c2PuYTFS5QoljlDFWzIuL6MAszn38Ng122JLKVqwyBX+VmjtPUtnG3zyljkzBR+IpS2C5TigThPwCiekzzNV6XDRvSDQ2WaT0Rk7vyaFOv58mbQoNegHhgEFUltab42X+nhrW+4mJSPfsnj8CkXbBdhuCANvvFMhXEv5fKNbu44lpUjUSMfHhQ3tWkWfCGLIIzwAwvP8XnZRT5XbV3iz24P+P1PTbAQNLGEQcXIGHehrprMzbfo9xJqXsCqVoBj9bluyyL37Wrz6fub7D7YJEkS+kHG1JjN5IhDo5KwfX0Pt7mGb3vj68IkTvjPfxPAR0ZGMazmT158wfqLntxz9hVbmgkXrEsZqceMt3pkYpmv7Aj5wN0tjpysMV6RrJ6AmgtVV1CvSMaaJmsnII6146dtRoRpj9/5pMMffHaKPnUqjpHbSaS5s6w+YQ/Plw2Zk5iK07VVuIqarBpVzMynRPUONU8iZIZlRdx0aYghMkIoq7cc6r2LDeBKrgl/Te8tVx5AVTZIIjAKv+qh6l3axQ0DPV1x6C7m9uQVPM7yqpvpKq2kXn8PV/G4sFZLM2SS6pszUWUFH4A7Kyt4YeBZOtSe51i70qRef/6Hd9kkmQXKwTFNJp2MiYrgzIyJZyhGm4qKM9ht6PGeHADcMPJhQoJlmFhWRBCaeI5F1TP5L2/rYKoZ/s/HFZ24AY4uWMdOGwgsxlvQqLrUvJi6F9Gq+7zx6jYXrl7kA/cEPP1Cg3OHbSbnElo1waZVsHaNQ210y33r1qz+yYWl9t9cwU27xcMPfqWdMbLvxgvVzSdnz6p6rc+lWxO+vgP+/O4KR0+NUTVMLp3OaHga2J6rqLiKelUx2sgYbUQ4doxjhWRZnz/6tM3vf26KSNUZdRRNK6WSe6Q4xkB1b8ihtXjeF1v5fNSxJRXXoF7R4O35Bp5tYZsRlqlTx7IiF3sQx7oiQ2dYjKCFwuc9D4uI5WBrWT7OD7Yaqt4FmAueTLFpFaSDAyZQpPrGWTao3uVjZRWPc//AJD+Aamcr/fmT4s+GDOwTKUgU5Wp8OGszKVPUhlU2lJk3WmNnoKSiauQuZJb+S8vdBKUkcaw31raV5Ykbxeg0LScgplJ6mxvpzB7dqytqFcl/eGubMJnhd//Koh3paPaFdoxlCILQYKljUPUMqq7FuSWbRtVjvNnj3d+7zKGzZ3j/3TW++kyTG7b2aMew5/Ca5G2XOPu+8Y1727fe+tq/GeCgBaCLS+0f33O8dm3QaV4xXjf46o4FfvuT4/Q7LltHYaQmqFcUFU/h2QrX1gKIWiWjVYsZbQQ0q33Gmm3ufiLl9z87TawajLuSlp1StXTOj2MOHGUNQwy1A0UVBdMoaLaKiitwbV0ls0yz6JJEb+XSTGrwFKPP8/rtQoWuhlqTYbAPjP1X9t0rKv0KX/JspTVz0ZbIwSFOyGGQFxVcjwrTFKKiTclblOG2pKzQoljo5LPxVK+89ShR5i0JZVuTFiNDNZQQkUCqcr55OuxRIod+XgKEQuaJcoZeI5AkGUGY0OtLBCqfv+t2ZeAXL8ufiWmkWGGKbWrOdhQrnXCdKhpVwX/8zmV2HDjHXY9YzJomjpkgiAnilHZP4Tmav+Q5FjXPZGbBZrRRYf1Eh5982zKwgJ2NsKYl2LhO7Uzj5R83rfpLQfmlAX7zLa/h99730WR0am0WL85ypm3yxXumGbVsVm3JqFcMGlVFvSqpuNrMx8pN7ytOTKMWMtLoMTGyyAsnfP78rjFi1WTClYw6CVU7w7O1FZxtCex8M6pygBcef6IQ+ubqe8cWOFZOQ82DSTU5f+gXVnKrtS9TkSVTLHUGVTxf6BQpAmIgPBjcXOLFgC6iUYayf5TMyp57ZWuSaHCvaFHyCo4WBISpJM5HgnEe3GoMVfEifSHJLSMKDWNSGNMPBUUVqqES6GWrIklyOVmSiFzwe97PragIpQV0Vt6PSaqF5H6UIPPsxDQTmMlAnqeLyaAgabu/lMDS/idxrPTnzgTNasaP3tbh4Kk59p0aw5CKLEuJkoReP9+X5K/anquoVRSzCy5n5mxWjVX5sTcuc/uDAfPLNm+8YCwzzTPJJVd/198e4ABvve3lJFH/k48/9PwFdz+YVW7cqmhUBEFk0qgKxlsJ480ejWqIEBld34QMXCeiUeuzamyR54/3+LkPjvLo7nHGaooxL6HmZFRsgedoLouTr/lNQ2KYEpUrdbPcQETkkjcrd8KyTD2SU4b+Ba/MDabUMBYCgeKQeX6LsnLJI0o5WgHsYersSq7KsPf4S1g0y0FUYTFBEWSDQ2bBn8nblCiTRJmOFjHyR5yb1BdbyqTYVBYTl8K8fmiyUlTxOBF5+6KrdqJe3KIkaW7fUC56NHV1hWNmfumzgT4fRFFKqDSNoKC4Fg5Yw9HfehtJ/qorCWNFGEniRH9uMsH1Fwt+611zvPsDsPvIOGkmiZIU10rJECwHWqo34iWMNQRjDd3+7jnk0KwZXLqhx+n2FFObvgvLNIH/8HcD+Po167Pdz37y99euvfDHLeORSh8DNzWZHBFsXddlcmSZpX6Pe5+zqFcNbrogJssUtUqfqdFFXjjZ5+c/NMrje8aZqBuMVxLqTkbFEbmeUyt9ih9C4ZUiJTk3WP9gMzTIShGBGtqC5Q9RcqeH3U9lueQZjvUue++8epf5L0M+J0UfPgD5UL9dLnWGQT5UvYc56jJFipzpKLKBT1s2AHiSZgSp0DPxEtxZ7v466MXLMWAZFJXPu0uuySDPMlH5oVNlujWRojx4Dh6ytE/LMqltbfOva9jCOU0HcZJxAnGcEasUWawggThJiSLNz9YA179PJzdrDWNJFGl2Y5zI8ga75gL41X+zwM9+EHYfGyPNFKNJSoTgiot7jNZ8Htxhcfyox3Q9Y8uqjPGRBNNcJgxTtmy9cCkTjT9E2dlfh+O/FuAAleZVYCyybtVT7DwQ4U3YXLxpCWnOc+dT8MQej2OnPLatNVnfhA2ruky0lnn+ZJ+f/+A4T+4dY6ouGasm1F2oOkJzxV2JZyucXDnt5lxxy0wxlP5BLncly139MxdF1X3RSG4I6Pk62zB1HymEyvkng/TjF1XwMpltyLDn/HjCFWv5QcjVCtP9oUquzttg6i1mutJnJEshSyBLyDJFkCrsBL21PW9WnxTr+qGxoc6eH9BRZfrXVPFE5BU8fzspUpOLWEKxYmUfx1n+NaUkmczTlnP+dlKIpXOFTl7t0wy6/YROLyZJMpQqSHga3G4oCSNBFCmiPI4wyTOHslRyzdZlfvWHF/i5D8Lzx8epmIL144JbLnK4eEPMNVv7PPq8zyO7PPYc93jDlGJiRHJiscErL9q65HdnPj49vpG/F8AzY3XQ7rd/bO3Uhk9b2aHK1HibB/f0eHRPhcVFh6ptcsUGg82rFUoFNGtd9p/y+fkPjfPk3nGm64Kxakrdy8Gdq6Q9R+WKaa3KrzgprpPg2QmeGyNEwq6DDu2umRNtZLnVK9fsZRUv+t6EMEr51NeqhBgIKTFFlicaFP3yygXPi9iCpQXbsITt/EiUIgo8WwlqNci8V0WSW/7Q/PVhI50C5BFkijiV9IXQycRlxPagistCNJAMiFhJ/mo0iDQ5r4pLiBUYJcgHwFoJcu30qjB4+619HtwdE2UpYSrLvn54ypPlQyohtJjcMTMWlmMOnE5Qgvxsleb2IhlBKAkjRRTrXjyKRZ67KXM+uOTqLYJf+aEl3v1hg9nZFutG4YWDDlHgsnYy4Dtu7PHy7T0e2ROw+1iVmcUK2y+7oNuqih9bu348+L9h2Pi//+F8umnj5icaVbF85x17K3c8nLGw1KThGlyy1mCiJZkYEaybCtm0epHjcx3+54dHeW7/GOuaaHC7UPVylY+r8BwDzxVUXKg6KZXccqLqRTSrPq16m8f3Jdzz5CQNGyZHtKpfMLRBKw50Zc+rQRUmKY/ttYkxMYXEKtsLyipeTkdWKHiGlPLncU5eFDJbVPIhpX+h7jcLkBu5UENFSBkjZQwyJSvwnWq1DKkEIjIkgTDoJ/pQbAiIinODZChTJ/cFz8eJKqfLFtYQ+pFX8eLP85GhruAyFxxocBXkqziVkCmuvzDENiLCNCFMDaKUvG8uFDi6DQFdIGwTpkYTLli/zLF2xJPPNxj3JCOVlKotqIQZoSOI4jQHd96uxIIw0onJYaxFD1duXuQ3fnien/uw4oWzDYSIaPcNTp1zmGg5TLRqvOaKPuc29Xlmv+TmG25enppe/8T83FL69wb4xMQklmmcO3kiedvIxA3fGDn8tLl9g81YXS9dKm7CRCtgzcQCC/0lfvGjTXYdHGHTaMZohVKb6bmKSl65K642Mq84Ormt6sXUvYBGrc9oY4kn9of8+senwTeorUqIEzlYJ+cVdRDRnZbV0rEj/vJem2NnHVA6AtCSaU6RfanFzsq5d1nNC57Ki3rtQTui5Epwl3bNuZuWobQvi6liTDNEqoRUZkSARYbMErIYMin0b0AIEiHoCVUGtkqZV/Ec9Jp8lQ22lUlWjhHLg6Yq2pLhuboGqaGGK7iWt8U50JNE596vmwz4zpd3+fA9DSKTFWSwYX1l8fsw85t9zYTi3e+Y4+c/HPHY86P0IoMxL9XATooQ2Uw/IkVcVnNJFEmiSBGEkkvXK37pBxb42Q/D7lM1un7G3FLMsTO6px9rVBhrmrzqxisjkYVvM+3GuRHD4+8NcNsy2bn3MNXmxpNbtgSHsv6ubUv+EvUGXLS2IBktc+dTCfc8OcaRo3UumcxoVaHmajciz1G4rsKzBRUHvKGqXfMiapWQZq1Lq77EI89H/MT7VrG8VGPbeIqSw63JgLt9fgamacTEROw84uD3bYRjaFOfF6l3hlyqzkvTHby/cms5nOA22NilgypuDFVwoxA+a8akZYQs+Cln2orHnvY4elrx2lf5XHBRxONPO5xZSlnsZ7nLrCDCpickKl/qKFGAW6DK5DMGJKpciylLaZgWG6uhlX2xHU2SvDVIJXGS6d1BkubPijgxcFzF9g0+lgiJU4cgkUSpGJKYFT4ouU8hGXEqWGzbbFxV5Td/ZIGf/kDMA7smCGKTKNE5mHGcEsZZXslTwljhhwo/lPQCQTeQdANF3ze5YFWbX/mBZe5+useXHx/j7JKJacRsXRciZIifTvDGLRcduvCijSe7S0eoNjf+/QEOIKVi764Hjrpe40e95oX379v5OA0vwbEilOrzka8KPnLPJOOuxSWrMpo1SdVVpeDYzdX0rp3i5ZW74mqdXc0LGGt2qVWXeGhPyv947yrOzTXY1EqpOLrH0wLfYlyXla5W5pCLrGtHHDsFX3/KI5AWppQ4aojPMmTNtiKGZEgpb+Sty7B9xApK7Iuq+bDxUFyafppGhG37xEnE/U8bfPJrLk/ssTlwSHHpupg/+q15LlkTc+CgyePPW3zyqx4PP1elF+mqGCQ2SkjMROqzRTKwoS6qejkCzKu6SiAtiFgqK0XISmrClcoP7kYiSGJJolLivP+NE0Wc6IrqpAavvCZg3Z099p+u4Jsy56trYcagkuv4lCgf//X6BrMLFVaPx/zWjyzxE+/LeGDnOEHsMJmmesSY6GoexVkuU9NStZ4v6fYlna5Fu2uw1LNYM+7wE2+bY7wxw0e/PIEVGVgWjDQU69c1ds2fO/KOz/3VE0dve8N3/E3w/ZsBfsm2dSws9anXndPPPm0+cOzY3ltOnO6wcdLgqztSPv3VBheMWawdk7TqBlVP22xpg/uBqY9jpVqA68a5r5zPWLNLx+/wwBMpv/Sxac7MNlnfTGl4GZ4tcYZMOlfYuZlD1hKGzrp84YTk7KwL0sJSAkem53meDAx8VviaDPXg5ViwYAyuyLsfrt6DLKDSdMiIsIwQ1+0TZSEfuNvlF/58hMW2pZEbp2B3wQdPCS7ZmLJ9k8933uLzC+8P+eAXm3QDQWZLfGFhCJE/QCVaW6mKcNZybZ8fJoUoR6bD48RiXBjHehITJQIjETmwh0AeK+LYIIotpkZDLl7bY//xkCAx8BPw8px6/cgrcZTp5U8g6PoGy10by6wyPZbyWz+6zK//ZcyTL4xzbLFKWNMAD+Msdx4GJ0zp+0lp42camgJwbtFifslk7aTNO14xS5bOc9+Tk6xpZVSqDeaW0l/6+iP7dv3cT/8i8F/+4QAHaDVc7nvw8QOu2/h9r3nlLZ3O/Rw8A4/sbrB1wmHraoOpMUWrplsQpbKSA2IYWsrmDEV7V12f0UaX0wtdfvsTNnc+M0YQ1FhTS2m6qea22LlrrSXy9OOBf4rWeGqRsm2FdPsRn/x6jVnfQVmGNrMfTl0bVuHI80BePg/dDC9qSwqVzpBaZ6hym4bO/nEcnyiL+LPbK/zGR0ZZ7HvgWrr09mMQISSKyLfp9k2kSKnaET//Qz0MCe/7AnTDoh/X6cTl4bho0VboMHPlT84sjPOpUiL0tEUNbRrjRB8641SP6mIliQ0N7sgwiBKDKDJpOAbffWuXrzzTw49terFBJRbYCYRJVoJcV2FJP5B0+wrLNDFNB6Uypkcy/s+/X+arO07wnr+c4vhsg7AmaeWtShClOKEojVQLk1KltNFms6ZYWHbphxPceOEih08GJEnCK66/kE1briMMemiA/83X3wrgAFPTa3Hc+hPXXtH5/H7n5Fu/8fhRVtcrbF6l2LpWe6e06l0sM6HXd2j3HOJYC2ZNM8G2dCvhOT5jjS5n5nu856Men31oEsOqsqaRMuKl1F09K9e2zCrfdmb5o9B1FrK3iGrF554nFY/urJLg4imJJ/MIleLAeJ792sreW64wzRxuScr3y7FkzhRUKyNSzFzQEGcB773D4zc/Ms5cu4ZwHSylMAX4WUZqBERhj07XodtXKJUQRRENz+dnfqBPBrzvC4JeIImEoidUfo7Q48OyN09XHiKLtkHmfXIsU2SqhiRw+qCnEojiXFuaZPqwZyjMRFfwMDJxbYubtve4dfsydz5WoWvmAI804zMwMqwow8rbjF5QLOkMTKOQoaVMjGS8/eVL2MZJfvEDCUfOtfBrimacUo10wrVpal5QlMCiD90gwDQEIxWDNSMG88sWm9aMcM0FfRK1jdb4JZ9fvW7DE5Hf/tvC9m8P8G2bp8mC40fXTV/3Xw7s36nGmwvffuHaDptWZURZh6cOJBw85eAYcOUFPldvSej0rVKLaVsRjh3QqPQ4s9DnVz9a5bMPT2I6FVZVM1puSs0TVFy95fRcI992FrpPnZPoWDG2rRMbqq7PUjfi4/dWOTZXRTomnspwjBdXbx2hUphk6mcNbl7iMajc6rwD7cD4My3TIxwrIIhC3vdFj9/6+BjnunWU51I1JTVDp8vhZYxXa8zOmdRtgFT/TKyANJPUPPiZH+ihlOC9dyg6kUkgHPpSrHADKJY45SJHZHmboit54TCbSB0xWPBsorwnj4p2zBAYscSIZT6j1qy/fmAx1Qp4x2s6PLK3w7xv0VYGTiRKYyMrzIYmRxJT6YdhGPnXpolloyl8+41LkJ7mFz6YcHiuRd81qcdQMVLcPK160RdceoHPNReE2AYcOh3zzH6P4886HD4Tc/WFDqtXNe+ojt/0X3bsPXnsiovX/q0Brv7WfxP4pV/9HV7/pm9bmp5eu/3JvWduadjHwezz3jtsDh2rI9MqddeiVVXUPQPXiWnU+tSrPTynR6ve4eyyzy9+oM5nHpjCtKtMV2DE05vOuiepupKaZ1L1FFVPUPUyql5K1S369xDPCfBcn2qly5eflLz/jhaLQR3XNmiUqW5opqI1CLyyisiU4diUIfP9ss9XOedFFdGEuaFPbgJqWVqGZlsRthlQqfZ5cDf88vtGOTnXQLouNUsyYmU07ZSWlzLdgLVjNhWnApglF7sIVc0yQauesHW9z3MvKA6dsHJvF7ViwzkIni1sl1khZSve18adBXFqIH0TQyPTYiKjxMrFmW2mjDYCXjgueP6ITaL0mcAsWZmFJC6f4giZE9UKBy79ebNMK/m3bw5YNdrmqd2CmUWDXibpxooo0X41NRdWjUjGKzbjNZdLNiquuajD8yczKnbIt71igq3bXvnZsHvks5ddeunfBbJ/N4AD/NS7f5aNmzc/2Zk/tzEO5y79+JdjHNXghostrrukh+d0mJmvUHVNNkwv0fWXWO73aI102XEg5X9/osmn75vEcDymPGi5KQ1Xz8xrnqTiGTm4JTUv1elubqyXQW5IxQ2ouD7NRpdnDsX8wp812X2iheE61E1BzdKiVm0TV8QU5mStIWBbhiozOE2TMmvzRQ9z4HNiGivbI8uM8DyfpX7EH36myr1Pt8CtULEMRqyMup1StaHuQasqadYMHNsYUu0PNJUyXwJNtSL8KObRXRa9wCBRRu4gpat4odksAFpoM0sAU3iKD1kvy1zjWYCy0HIWUkA1rHjSm9aRZsKmtX1271McO2OTmGa5FS5ox6VeVOaLuNzFYOCAq0lZSgou2xwyPdLlzHzE4lzKqqkewkhody22Tkq2rBacnO+x46Biue0x3bK57uIluv4kWzZf+8lrrr/xp6XIgt/6X3/wzQX4H/ze7/Ltr3tFsHHNprtOnNrxCpka626+LGXLujm+/FTGYztrbFtrs2lNm4f2dvlfn6nxmfsdzsyGvPt9TZ7cP4a0K0x4ghE31Y6hrgZ3zVNUPTN/O9MA94qZeUjF0+BuVLuESZ8Pf8nl8w+PEqsKVcvQacqmDi52zEGSsm0VgbLaVMYyi6QJSp/ywnrNGKriA7fbwvMlyUXFuTuAHeDZPo/vlfz+Z0ZY6NWxbJumBTUzo2qjFeKOoOoqPFfh2ArLHOg5pRzI32Qe3jrWDHn8BcmR09oRNzuviis5XM2HqjiUEYSDCq4/WIC+iFYpt6RlRc7KTbHIN7dTzZC5dswz+ww6gUUq8wDZoVcDOfR1lLGG59282kkWLt8S8NaXL1OrBPzX7+jy6it8/Djh2IzNZM3ithsS3GqPB3dGnJyxMGUVy608uHXL69++c9cLncuvuPrvCte/O8AB3v/Bj/DD73pXNLnqsh+Igxc2ziye5a/u85BJnZdfZnDpljbf2NXnI3c3kXGTmy6SvPLKBW5/tE4/aTDqKkacHNyOyKu3BnfVU9S8jHoO7lolpl4JqXkBtUqfVqNDlPT4g8+5/J9PjtPPati2RcOAipnhlI88SdnKK3huLVcmTBgib18KV9is9Pc2XiJhQscWFkr53LDI8fGTkPffXuWuR0YRFZeqqaibKRVbpzq7FkMG7grbHsS2FD4qJWlM6eo5NR4xt5zy+E6LIDHJlIkhtMHlCppvDviiDVnhKZ6rmUq1TgHyApRKDGlRs5x4lgNcaHavZcINF/tEScTO/ZKlvkkiDRT5tpXhpOWiasuh7fAQwU3oti+IQ/7w8yMYTLFpYoSbt/v0opAnn7dotz22TJvcckWf08t9MjnCD3z32w9Uq/H7r7/+hr8PVP/2h8zzr6lVm8my9PH9R6648bnH+u62acn2zSn1+gIP7g358iM1tk06XLbF4NarJam0yaSLZxm5XC3N0yLyQ6VjUHElVZe8csfUKhE1L6Tm+Yw0unhumwOnAz73oMf//sQ4vaSKaVu5mX3h7jqwhDDz2MLCtL54WEWEeOHlbbyEmEENQFdYOKvSizzPAjIiHtur+NhX62BZmFLhKm3PbA1/fjUQBRRxJpp6qtfUkakIY4UZG8SxSRhYfN+r+9z1QI+v73ZJExtfmoSpwDrPrTXJyMlYINI85xIBIi1zLEsAygH4jFjzcCIlyoOmofTCRylFqEw6fYeqBz/xPT6CWW5/IGLPqVHOxA5Z6YCbG6CKAfWhSL4wlcIyDD1CNGxsPyJKApY7Lp/9Ro2FBZPLtzq88doFyBbZud9l4YkKl25q8bJLYtZsvby/acv6x6WQf1+Y/v0qOMBv/+9f57f/109/fevGNV7cPXZtwz1uWF6Pj35Z8MLBGlumXK69WHHj9i7L4SL/69MuJ2YbjDqCqqVfvquu5qpUKwa1iqJekdTyNNt6NaJRDahXfUabbaKkzSN7Un7ij0b47MMThGkNyzapGIKqoScnjlF4j4OT9962OYi8sCyVGzySL6FyLaiZrQC5KlX9Kz3LC48TK29PumHEH3yqwv3PNcHxcE1F3dRTE8fM8iQLMYhtsVYGb5XZQ4a+oQo/dCEzWvWIIEl45DmHfmyS5ZGH1gpe+6BVGURx5+qcMnV46BKDg+iLhdeFoDorb0YQxInCNBQ3Xhxx4+UdTsxEzC4azPcsvSBj2A23aJn0jWQYhfNXilL6/3Ntwea1fZ45aHDwuEEUmljK5eoLEi7c2OXpQzC/GDA6ts2/7Oq3/W7H935upF7L/k7g/McAOMAv/dJ7sje84YYHkErtOxHc+OiuUMmkzgWrbK7aJlg7vczJhSU+/jWLFw43GHOV9j0xMjwLDW5PUa+Y1CuSRjWlUY1p1CKa1YB6tc/kyDJz7Tb/++M2f3THOC+cGMOyXGqOpKLIE4rzfPk8Z962Br23drtVufNtwT0Hxy4cb7NSzT/MMx8kMxSHzOEDZohrB+w/lvFrH26xHFZRpp0LddGH3OIMYIj8ZhsO4CpuKga8FrVSkW8aCdOTAV96wuLMvK0toKXS3uYF7WBYa5r31pTxIlkJ8OK5OIAWMePD4B4Ih/XXIEUGmSBJFUFkASZrxuCmS3qsm+qy65Di5IKrBSMUUeB5dEruSKCDfbNcoJwCip7vMdU0WD0RMLMccfKcZGHZJIk9PMtk/aTP1k1j4fjE6t9cmDv5Kzdec3n898Fmcf29W5TievKFJDTsqfdUqkG4YTL85XPzoVw7rdi4Zpk7H+/z5J4arUqFN18r6Ic+Tx1I6UUWzYr2kHZtRcXVh8p6JaFR1bTZZq3H5OgSZxa6/NpHanzm/gmU4TLdElTMFIl+WY4yoXtBhm3ZBnEjhqmwDF1By1wgOysFFmYePQ5Fvzrsq0hpUSaH2IuGSoCIHQctTp9zwNPRKAW5qxBXyKHx3SDzfSjzJmWIm13QWXXkSBCaTI/6XLnZZ/fBkCh1cgqrGKKuipK+WkYVZlrSVtovJ3rrWRjsixLcedp0QcJKhqRsmRaex4kiiUySRKcqt7suo/U+P/iaNnX3NL/8oZRj51paEZQLq4UEQ8ZYpv7dBq7+/lwrJkwinnq+Qa/XYPOagB954yKPPr/IXQ8Jqq6FUhFx1kiv2rTml6/c3vjtmXPt8O8AxZe8/kEVHOCe2z/Db//S98RXXzw27zjuj506eVxevKnLA3tCHttZYetUlVddnRGkfaZGElotn11HTUZcQasuadZMWjVo1RNGGiGtul7jj7eWOLvU49f+os6nH1xF1XNZ1cgY8zJGPG1nEESC5VCSiSJMirz9ELn5fm7Ib2t+jGtnOiHOSXFtLbJwLF2hhRgSKxer8UIhbhQG/QU9wCci5Bc+0ODgTBVhONiGompkuEaWO+3mh9wiutwcpDqb5uBwW2b55IG3aige0VaaJ/+5r3sEmQnSxFRgK51OYRYeMjlTUuY9fpySs/dykcKQNYQoJi9DJDZjaCy6wt7aTOn7NueWPLq+RRSbhKEBmWL7xoiJVodnDgiOLzqAoeWBBfsxV/a4NjRrESPNNnc9kXHyrAGiy5N7K1Rsj+2bEqTZZ+9RwUg1Y83mG9K+vPC/7j8uT73qVW//h8LzH17BAarNtSh7av8Vl9o/7tn+n3zxa4/L5w87XLa+wiuuijg00+ahnQZvuMbl8i0hX3oiRkob11bUXEGjmtKqRYzUfcZH2njOIh//Wsqf3DnB0dkRmp7FVEUvTOr5xMW1JeNhwJOHY84tOdhKvz4XVdyQIjcMkqVg2bGznK4b4zkJrqXN9zOg07OIeiZxKjAybbFANkhcGHj56fX84ZOKfSdtMmkipSrda+XQ+KyYRRdXqefJBlU8Yzi1TOjU4ESrbJLEYPOqgHXTAbtPRKRGQpQaxOnKFkQOiaOTFMIgo+3rT2wpbc+RpAD5YVAk5cE7MnNRQ17lhdCtSq3S41w7Zudhj3bHxbOhXo3xq4oot4B43TVtLt18lj/5Yo9Pf2OSJHXI0DI9w4hxHUkvUKSJIExint1fY03T5WWXd7nn8XPc/egor/SbbF+7hCn6NCZuScentv34DVdt2n/42Mw/BjT/cQC+dt2VZNkTIbzi/YsLL3gXbRz9nSzocM3FEScXl/jSoxabJ6psXh0TqwDPcqk6eu7dqEGrHjHW7DM5uoRUS/zVQ4Jf+tgUS90641XJhJfQ8jKaFUGjqmg1TFaPS666qMPh2Rl+5eOjdDt1Wm6xeNAVzTB0Pqdtac2na2tbi6qr5+q1io9j+3R9WOy0WO46gKb2Gqo4pA0WIEomGDImUzGf+rrH7IwDppHn1gzxtYfAPfz8oqs03ikCV0WeGKxblTAxmJwI+O5Xd/nVD1YJk5hQaTesNI/FFqKw1gAnVz61o5TZMKXvK+qWoJloDjf5Ol8pgRlq0/lCQqYrvf4qHTtmZing1z9R49hxj2s2Z0yPGQSxVsZrDSc0a4JNU5Jf+P42Iku4/eEJji9VEEK/Grl2TM2TtPsG/b5FP0w4eBKOnhzjthvO8VcPzPP1HSNcvskmtKYJu+5//4+3Xvf+v/rq88nbXnPJPx+AAwhxLe3lk8lFl7794JnFZ9tJdGft8MwZ7nnMY8tklVdcCRhLfOgui4oymRhRjDQk482IVWM9Vk/Mc2S2zc9/qMGOwy2yxGZNAxq2npfXh8A93lJMjsaM1lOa9YhVjYj9i1lpW6C9DHVbYOeJyo6V4dm6etcqASP1Ps36Evc9F/O7fzXGmGtzxUbJWEu3KKahjYUE+uBUVG/XCdl9SPDRe6r084iUUr0vshcD+aWQPeQoteIvDlfyPEvHTg1+8HV9Pntfl2cPOSSGRZgOJiTF6t22BFXPYKxp8OZXdmi2TvI7n3P4xrNj+LFBlumRnubm5AfnKBcElyDXX4NlJpybgWf3OxAKZucjDCUQKARmuclE6D696jn8z+/v8103n+TdHxrj0OkWZOSuwgln5gwmW1V++I1zvP8Og288XSfNxnnry+a445EZ2uEU3/2mV7Wn11938PCJ2eRtr7noHwuW/P0HjC9xGYbH3Y8u3DGx9vL/cPk1t8wfODXOlimbV10bMzl+jh2HA46crLF5SjE1ajA1mrBmsofjLLDnZI+f+9A4uw9NMu3abGhktBy9MKk4gqojqXoG9YqiVctoVLQneUZa9pdy+ICZvwRbRnGwTPEczUWvVwJqlWUefz7gVz42xrFTLbJI25P1fUEY5xVSFODWDELLiJAq5C++6jEz74KyEEKVm70cuyuB+1IDroHjwkteReJxkiqi2GS8Cd/3mjYiDUiSmDA37Cy8SJQEU+nzRr0iMZXNpokav/j9y9xy8SzzfsKCL+kGgn6YEYQZYZgSxmnO7x60KUnuOisEZCKjF8FyL2WpE7PUyVjuSjo9g65v0PNN2j2Xs3MNFpbHuXhdg1975zIXbjjHUhJz/BzMzkecPpdy8FSVrZMeV2xpc2q5zVefSnnhUI1br2zy6te8Yv7aay/6D2smDt1Rr7r/mJD8x6vgAK7XAqDbWfqoteZ1xg90Kr+5ePqe8VNzs3zqAcHxM6Ncvt5kwyqLTatTtq5bxrHnee+dKbc/Oo0rPC5fBSNVWOplzCzpiuOYeTyhp6hXoF5JqFcivSbfJzm5YOKYYrDgUQWxSm8rNRc90SG2bkiz2uWF4z7vfu8oJ8612DaZ4pq5Z3WS5bYIORVKZKUczTIDHt6luOPhGn7mgrIRUmLkLUiZWJyd32u/GOcrWpjS12UwwdEuVIootvBUyptuDLn94WUeft4hTEzCXAw83IcrpYHZDxVn5qpsXuPzG++a58d+32TfkTFsJfIMzzzqMEwJLZkLgWUJcj80mGzBJRt87ns6Y7kP1V6CZ8c4tqkP74620ZMi5ey8zVLXZqReYd14mw/89zluf9znvZ+f5PlTNmkWoaSJY43y5hvPcfmWRb70aMpzR8e55obXzl525ct+amk5+mizMf2PCm74R67gxVWpNjCs6IO33nrDz9TGLpo9fKLG2YU6I57BResNrrggYOv6c1j2DB/4csqnvzFGVXpsm4JN0wZXXWhy/fYA0/EJk9xExtHjxKqXUavoNsM0+zy81+LkrEvVztl/hc1yvo6385gVDXAdZquMDh//ms3+400m6lC1tTyuHOlRjAeLuXBC1fOZ68T8+oeb7D/RRFgehtJ8bSn0eC4tnWIHMdfnX2XxXjGCZOBCW3iJ5zPoMDLp+S6bVhn87DuXmK51CPoxfi4cToY/T+4gG4aCbt9kZqHKllU273z1HGQ+C4GgFwr8oopHKWGUEUVolXukXai6fZPpUcVNF/fw04jFvqDTz+j0E7r9lH4gCEMdCODHHR7d7fPkHsX+Yy4Hjrfw++N87y0JP/yms3SzHs+fjnjuYMSeQ4rFdo3xqsnWKZuXXX/R7Pqt1//M4nL4wWaj9s2A4j9uBV/xixQN7rzzy++HVckrrjn5fxb7x0bMrMb2C3os+cs8fH/EnpMez+yvM1ox2TyRsWbCZO20xfYtPc4ut4mfcDGF9i/0bEnVzTQ/xQsZbfQ4ORey68gIVdvAtdJyHGfl4zg7r96OnauJnIiq12P30ZjPPTpJrW7RsBNcKyuDjgp2Xbm6NxJcO6QfBnz4yy5P7B9B2RUqlsKUOmc+zKCXeweaUot009wn8PyqXqC8qODDVhhagqd1pgi0jCwziaKEDMkVmzv80OsX+MM7PHphncDKpWnl+l6LB3SgqkG3bzO/WOXbrp/jE1+b59lD09QtgWtmuJZW1oRRShDliW+RIIj0DL7Xd7l0/TIbxzucmx+h5WZU3JSKn9DzJX6oHbIMGXNwJmJ2JkRgkmYWQjQAePvN82yammXfcZs9hzx2HK4zNWqQCsW8v3r+uvHWT+7fdd+HXvnqN32zYPjNqeDF9aY3vQ7PPvURqzr1n667ZEP7+kvaHJ/tcvcjFR56dpQndo3jCYvVzYyJlsH0uMmGqZiNqxdZ8iPOLTo0vAzX1m5YunpHNGsBltnlricMntpfp+WAl6/oi3hD0xJlPqdjJbh2jOcEGEafT97n0enWaDmaEOVYBZVWlPPoQm9pmTFV1+epF+Bjd42wFNQYq0im3IRxJ8XIUnrdmE4vph2Bnwii0mIhy8d52YoWpQR36RiguS6WkeBYIc1aj1a9pyciPZelboXFdhXXrPDO20Kuu3CJjh/Tj0VpyxDH5Kr1jCAU9HOVerfnUnNcvveVy2RZn6VQ6iqeayrDWFfxMNI3RhAq+oFBp+tw5RbJbdct0U8j5rqCTi+v4n5Kz5e0ewZjdROvEnFwJuHY2ZhTsxln5kxOz1UIwwY3bvN4xSUV3nCtyeqpPg/sDLGqV/GD3/dds9MbL/mLbya44ZtYwYur26umYVz95NaNMu53/Q8///iMc+Vmg42TimR3wtlzmpMy2jBYNZaxYXqZQ2e6fPGRGuMVg2ZFTwdqFWhUY5rVgLFGm1MLPnc/OY6RObTcVDvV5uC28smJbQ3aE9eOqFf7PHsg4e6HWlRsg5qV5A63xQp9mISlFzxVV1fvOx6qcHi2yURNMeml1J0Ux5KsmUiwnXPMLCfsODbKcujgGhp0xay6sFgoza2K9kQMNqSmoSc0ttXhucMxM0suNh5S1HDsmLpnIASsGo15y81tntzXoB3UaRXGOkmq7RmijCCS+KEOAuv6Jt2+y5tu7POJ+xd59gWPpqVNebzisBmlBKFubYJQ4AcGS12berXCa69uc+fjy5yZG6Huko9aE5Y9yULbZH6pzrdff46DJ9scmWng2RE1z2KsaWIaCYdOCe5/tsFiN2OiFtJsrfG9+pofvfCCzYeVYfyD1vB/m+sfvMn8m66//Phn+Kn/95as3nCfr7hqz2hTvHlmdtFIMRhv+VTskIrtsHGVyUUbe6Rijl/4mMPJ0w02jwsmR0zGRwwmWikTrYCp0Q5L/SV+4y8rPLZ7nKmaZMRLqeVazoprUHGV5phXUupeTK0S0qj1Mc1l3vMJh6cOjTNekYx4GXWPnKpr5CKLjKqnD7G1qs9ovcOjL8T87ufHSZIq07WMsWrKaF2yZsLglssU73x9j2+7cZ4jpxP2HPeo2BK3ZDcOQnNfdPPZmb75nIiKGzLWaPPArpj/8aeTfOPJSfrdKoay9Xgup8RaZsba8R7PHZLsO1WhaktNMjvv89hmwXXXI8HRekjV7XHXkzWEsKiYaWl4qjkx2t1X03j1YR1g03TEmok2j+13aHdtvPyQaimJaSqUkmxdE3PFBYt8fadNt2NQ9wStOswu99h9RNLrW3T8BOmu81ujkz8wMV37zP2PPHX0xisv/2bD75vbohTXVTf8e9aMLydX3HD6s05l4zsDc3Pv+FxC1RIkkaJVM1g/HbF64hzPHs2YmW2yeUww3pS0agatGozUQ8ZbPWrVRT75NYN7HplgxFOMeNoHr+B8D7jeaRkZ7tgRFccnyXyeOVzDMgxqherHKqyZBbZV2FzoVXXFCemFPl96wuHkXJXRiqDhZPoXWFOMN01qniJJqqyfdLntug6Nqk8v0iFQ6V83QRH6B19UcENmOFbEci/ki4977DvVxMCk08uYWRDMLRksdSw6PYfFtsdk0+EN13aoun2WfYEfC4LckiGMUsIwww8F/UDiBwZ936IfuGzfkGIZHZbDjF4k8UPyf5M/QkqlfM83WO66LLQbvPE6xQ++eoYlP+TssmCxk7LYiZlfyjg7b3HsTJNVzTqXbVrm2ELA8ZmY+SUwDZNu32Ky1eflV0/2Ltiw+p3v/qW1n33kmaXkP/3wD/5TQO+fBuAAzTX/kc994crsp/7gwKebjTX/7ooL1yzN90zGmx4XrBWsmVzkaztTPv3lCS6cVKwek7TqJq26YLQeMd70GW0u8sT+iM8/PsZow2Kqpr0PvZx/YpVZPjkd1tRgdeyIWqXP5x5ymFmsUrfAtbIBpTZX/GgFkAa5a2ul/J6jKXc91qBqmjTslIpN/kqh8Fx9KPUDRRxbvOzSmC2TPkFIvk5/8QGzHH+XPbhuUVw75tgMPLKzgqcMPCslSVJ6/ZROX9LpKbp9g27fohd43HZtzOUb2nTDlH4oCEqwpgSR7sODUOCHin5o0Pdtxusm3/2yJcJ+RCfUMdpBbgGhHacgjAVBWADc4txihZm5Ed54DVxz4RynOikzy7DQTlhox8wtCU6cdTh4fIx3vMLj5Ve0OT4Xsf94xumzVeoVheGuX9qwds2/e8t1j3369vfPZb/7s+/8p4LdPx3AAb7zrd/ND7/lQg61Gx8/HV34n6+6/Ma5yy+oMTna5ckDEZ++d4JLV9tcfaFktKnjw0caKWOtgLHWEg/v9fnJ900TdKpsGkmZbEC9olU7Ra6Pmc96bTPDthNsO6Lu+cwshXzxkRp+YFO3NCFqRc9uFSNFXb09JyTD58tPOBw/U6NVEYNkCjtX55ia65xBboGmk6O00fzAibUEed6DF9xphmbfheWykCr33takqSBK6QeZdoDyDXq+xWLbYd2EyeuvXUaqkHYoCGIIykqcEkS6GvuhIggMer6NbTi88caAkZEOC31BPxIEYVaa+WjmoV76+KFksW1xds7j+NkGVWeE9/xIjxu3n+PUMpxbhsXlhE4vZWZR8vgei72HR/meV3hccWGXk7M+c506V11x09w73rzmP199mfz4C6ev5s1vecc/JeS++YfM868f/3f67s2y2Y+AYXzjvon3tGfuGN/ztMUNWy22b0mI0h6P7/KYaJlMtEI2r15ivrfML39sFL9T5YKJlOkRyWjDIE0zZhZioiQnCuWyM91qxHh2hGv7fOHriqdfqFMzBZ6V5jzxXIxgybJy65ZGV28/DHn+VAvXsqhbqa76+d+3LJFrKwuhbg5ispdsS4AV7snFu7AS7MUH00wbbIaxnln7RTUONMi7vsvW6TZVu8dyYOsqHmXaEi1KNLjzw6YfGvQDg35oc/UFXb79+iU++pU67VBRixKCKCOKtIdglikMpb+WU3OSNNEuwmkq2Lg65hd+YJ53vsfm4NkmjpUy1kwZH4l59kjI88cNFpZrXLRmkY5f4dZbb51dt+WGn15Ioo+MjLT+qaEG/BNX8BW/azEOGB945Ste9jPja94wu2XNOIbTJ0h67Doa0vNNtqwJWDd1jhNz83zwKy7Ly3U2jWSsGlGsnrDZvkVw0xXLSCOg29dcZ5VbPuj2JKbiBAjR58vPeMz1XeqONpsaHinapijt5fRIMcIwAr76jOTLTzWpV0SeCDd8Q+gxpJELFITMhjY4Q+Bl5daywHc2tKDJBgnfGtw55ztOIB5qOfxA4AcKPzBZbLu86irBrVcvE2YJ3UjiRyKv4sW/IW9TJEFg0OnZeJbFq67qEYs+S4Gu4mEEYZySJPrmrHkJKV0e3t1l58GIY2ckJ2cdTpxt0vTq/NvXz7N6ap7D52L2n0qp2hmXbeliWx0WO0u0/Sne+T2vm9168c0/Y5nqA5vXfmvADd+CCj58CVFj9pz//s1bXxlXXOd3Pvq5B1tHz57m+CmPl18Wk4gFPvdIwtefa7DjcJ11VclEEyZGTdZOCi7e2GH/mWVOLzZo2pqTYRXVOx8NNmo9nj+ZcmSmSt1SVM00b0/k0GMwL9fVOySTPrc/XEFmDrWypSnU+UJbTeR87kKFowNfxUrK7EswCYfpsoM4P80BIdPhVHE6iAyJ8mXMiorsW2SZy1tv7HHPQz6dsIIfkrcmRZsi815c/xs/NOn7LuvHQ65Y22b3EY+ul282I92qJLnb9tRoF2Wn7D06gmuBMkxc26FeqfHdr+hx0YYFvv5sxoGjIU+9UOfmKwx6XcHFmyYYW/uqhVe97PqfME0+LMQ/Lrfk73p9SwEOMD7mEEbBRy3rmvltW2Y3R+mG3+q0nzAPnVnmrsdNlrsNXnZ5X6eLdTJGGyYTLcWGaR9pLPGlJy1mFx1Wr9dTFMdGswadiHrVJ6XPZx/y2H+yxrjLQG1f9N+WyJU+KbatXXMrjs+Rswm7T9TwLEXVTHTFt0RpHFRk1RtGbsIvtW5TSlnaHhcRhUK+WNGTZvlKP6fHFhTZNE5J0lR7CKYpUZLlXoCUU44gUPihSbfvcMGaHuumlnnhtMdIJPLt5GCaUszENchNOn2bjVMmb31Zmz3H68z3K9TtjGqo25swyuj6ki1rDF577TJ/dCzg2FktDK95BmNNh6Pnauw4UOFNVwval/TZc2iGwydq3PqyqyPb9H7y2huvOaikdacQ1rcaXt96gANYpp1+6t79dyxV32LdsuHZ3qXr/T++66s7xFhDypGawQ0XJswtZSwbirGWyfRowrrJJXaeCNhzeIzRiqDqSU3IclPto1LxqVc6/NUDgg/dM4IpTWqW1oMOz6b1FCXFyScurhMhlc9dj9jMzlaZqGWDiYshyoXQCiW+0mFTSz1JPzJym7UXWzwUqvoidbgwo08SQRQrbENSr8REWUaUyDL4qfDVDiLtqe1HCj8waPdspkdMbruxw96/iuiEFo2o2FIO1vBBvoIPQ0XPt6i4Lt//ugVeODPHp+5zqPcVVSel56Z0+yntrmJ+ucL29R02rO6y76DFSE1zu0dqNgt9lyf2WqwbEUQJuI6ROtNXZ63pC//jNZev/hAcCoW48lsNK+Bb2IOff333a7by3976XHjtldWPrt4wdfErb7r4f15z6QjbN3Y5eAb8vsu1FwkmRzKmx/ocnunyJ7dXiAOb6ZagUTVoVKHuxdQrAePNNufaPW5/uMHCkm5h3GKdb4gh+4i8X8+rt+cEzCyGfPTLLZRhUrVWeqwUouFi21ms9JM04c6HHfacsHHtwuNwYPYpVeH0RA7onIedR3j0A8XWNSm33dQjkylBnjIXJRlxkpbEqCAS+IHUo7/AIghd3vk6n8mRju6p83FhEOVckzDLeSZS80wig27fYaTq8dYbu6xtLDLbTlnqC9q9lHY3ZrGdcfqcg6Oq/Ps3t1mzusOphZSZhZQn9go802HjlM/T+1L62TTSu+R/Tq5ae/GphcmPfv6ry/9swA3/jAAOIOQNCHFZf+lcb9/rbht9z+pVl/zytm0XJMfOVtm2FvpRHz+Kme10+d+fcjhwpMnqlmCipU/6I3UtWh5tdJjvdPnlj41w/85JJuqSiln0y5orbpVRd+QLH91/e06f43Ow6Feo2ejDZTFxMQu7t6x0wSrslJWKaQcarHrTl6vmi1bIkDqVOEXPmyNK4BXml0oaVO2UNEu02XzBMYko25Ti0OgHBaHKwbMsNox36IUx3UisOGyGcUYUFZwVfUP5ocnsYpWbLnb5mR+YZ6TRZqYDy72MhXbCzELMmXnJqXNVLl5j89+/Z4FGy9c/I7fL3sOCLavMYGRs7bnNGy/65eP9iffMn5vb95Zbt/a/4zXf/O3k3+X6Z9GinH9dee33cdddX0y+67u+7RdOnZk1/eje70r8R9d+8UHh3nZtl71HUsZrDapbE6qGzdopxfpVPlJAxY1I6fGeT9X56hMTrG9I0jQt1TZS5HrNQqtpFr13jGcHxKnPH36+QRg71Lxi2ymHHiJ3wcqGQl+1KZBQAkMpLQrO1/S2JfNsIl1L/CAligH05w+dAuAa5EkSk2UJcSqIUr0RjZJBKoIfqhzcuk3pBxaNqsN/fEuX5/b3aYdVWiUdtgC5bncKnnuWQa/vsNzxeNUVHaJ0gV/7C5tOYFENEo7NaOuHVWMGT71Qox9ILtsQ8sIRk2+7BJ440GByasN9B3eeekvFraWvvjBObnvjd3+rYfOS1z9LgAO88Y3fxtnZZZRSP1fx7J/fuv0tf3R2/pFLF8Nz17eXM+PVV/nsPSIwRI2LNvaYWepw8mydVWMJe0+kPLl3hCvWKLasSji6kLDrsIGldL6jlORazQzbzlfzVkyz5vPALsHT+/S8vJrPy/VD4dgyN/PJrZnVkKWEoTWOhhRa4W+Q03y1kejESEachOw8kJLEkqxlYJuKipPlMXt5Vk4c6/SFLMtjufXyJYxS/DDBDiR9S48L+/kavuc7XLG1x/Xbl7nvmSrjnj5s6piQPKQ10fHcjp3iOiE7D1ucPttgy+oK126Z4aJ1Xc7NWFy0SXB0LmDvMcHqMRNp2+w+mLFpSrJtixsv+6OPfN/b35Bu3rDpqdfehj8x1vxWQ+X/ev2zBTjA5HgdIAX4n7//2R+L5KW1uvTfe8GW49/97AtHZRLCZZtSpNnh4d0GqxomYRLw6a/XGbMtLttkcPOVIY8f6nB43qHTswhjLWywTYHn6Mwg19bm/EIG7DxqEfguExV0tpClozVcR+LZ+t84pm5LdMqyFivMLUvOzJulnYMWW2jlS6MC6ycD+ukSdz5hkfoOdv7/+nmcXhwr4lQxNZIxVk9Ikly6lmbEcZ4VHyT51tXADSSer+jlbcpo0+Ky9X3ufyakE1rUQ+gFGV6QEIQGSabNRF27x0Knx5P7BDueT3n5docbnRHe/op53vv5GEO63HSJz+fu8zl8WrJtHdx8eUostqSvvXniMxvXGe/qdHa1a2NXfavh8be6/lkDfPj65f/8nSycO9Ju1Nz/9OTOEwdCHr10rLr41tMnD/PobgmJy6Wb+3zhkZTDx2tctEpx0caMMO1x8rTJO24JeHxfwvK8h6F0TmerFjPWCHGdGNtK6PZjvvLkCFIZ1J20XAjZlgZ4taLNiVw7HRjQp9pEZ89Rgx37TR3JnbtPWZbAsQUVL6VVDxBBl04oCToZvX6CH+j4vCjSWTlpIrl8a8KF62L2HhQ6ClxptVAvyMiyFCljbFPiOyKnxGphQ73i8eqrl3jvPQG92KYTCFIEppFS9RLiWGEZMbuOxjz9Qp0tqwV7D3bYe6TBWKPCto193nzLIk/vMlk17nDVti6LS11CYzNr11U+v2HzDbt6bPi9PSd77UsuXP+thsPf+voXA3CA1tgGgHNZtvPnr7369ev3vXCc3Xum3vrFr+1h82QX21pk1/4aYxWbqVHF5GiPPScSOp0m12/1WQwinlkCx1aMNRNWT7RZ7gUs9VxG6pJnDipOz1UYcaDm6sOlrpiSiiNoVmPWTPQwzZDDJ+vEicB1YoJQsXlNymVbYr42P9BHWobEMXXyr2PFWHFEkib4Efhhms+sdTBqkuqlz44DJvtPmto8yADP1l/DoZkUR8EaofntfmjoGXegaPcsaj2PyVafq7b67NnfYHo0JsgSjs9bOHbC6kBHmuw86vDYnlGu2uyzflWP5w+GnD7nMd5qctWmBR54psOeww43XVlDulcwNnXR543a+v96cql/9Nbrxr/VEPg7X/+iAF5cQmxnaXHx6Lp10z8x12599Lu/48L/4vHcyx947HkuWtPh1LkAx1acnEt4cIfF2paJMtoE/ZiKLWnVBFOjPY7OtrnjoSpXbvTYvCrk3qcq+L7J5lEYqclyA2ko3ZqMNwMq3hx3PmrTawsuWKeoV7Qz7KoRWD0Wk2X5QbbQhhp5WoSR6ICoDMJET1KK5DLtNaIFwydnFecWDda3tM9io6LYuk6xYf0idz9mYC/Z1CoJcWIggChWzC3pyMG1011efVXAoSMZF68zuXhbjzsejTm7UGG+rZXwDTcmTXzOztncsn2ZTtvHD116vs/OQwa3XFHHbVzCDTdtu98y3d/zGpc8l6bR0bGxVd/qX/vf6/oXCXCARrMJcCDLsgPArhf2tKdve/0Vf7Y8/+yW3bufUcvtHlGckKUel2+NObscsvOAxZqGYvV4Sr26zAfvNTh9psIV6w2yLCMVNiOeYt24ZMNqxRP7QlIypoVWskyNdnlwX8qXHvO4ZLWeSae5xUMQGPi+PhSKwpslB3jRryNSsizLeSZFMKqei+skhATbyTBNo6TSWqZkpK64eXPC6UWfp3dZrB7VMrhaJcZ12jy5p4a/2qVerSLSLkokZJnN+jGPb79pjj/+jMXpcybtrsGVWxIe3tXn2QMuqyY9UgndMOD+3Q7btl2b3HTlRQfOLPX/n+mNN59OU/ZVbPEP+0V9i69/sQAvrnwFvi+LFvalafL6c7Os3rj5hs88/Mg36p3Ovsol61I2rlrmxFJInFaZGJGMj/a5+8mY3QcbXLpKUK9kdPyQKBRM1CRrJ022b+nzwF4f4gpCaM/yuXbIFx6wyGKDqitxrJSaF6Bkgh94jDViPDciyywMVfgSFsljWUm2SsmNQ2PNFgxjDaKun3JuyaJmGsQJLPt6GtL1BYaw+a6XL3PoREi775FlGVUvwjQX2HXYwlAek6MVXLNPzQ1Y6tmcnnO5fKPJq29o8+wui7NzFqsmLQwzYv/ZiF0HtKvv1o1butdef+vyYjt62+jk2pOTq9RR1/yXDezi+hcP8OISZossS49OrL7heNjvXDK1SdyQJK9478Tqw9UXjj3fPHLiNDVXaygzFnhsp8crt6d0uxnjzYi9JwTP7XdYXVdMjcL0eAfbMVCB9ltxrIQkS+n2bKq2pOYJRhsBcdbmy09WuGKTxysuO8d9z0YkXSs/mAocS/sB6kqvY0ZUvrIPwpS+r2fbSmXsP2XwwLMem8cMLtnqs/NQytyyzXI3o+ubVBxFJjP8SI8O00TSTk1OLKRMzSUsd0wu3yzZvD5kdimjF2R8fUeLWy5e4undHY6erXPBeptrNwms7a321k0XzF91+RYjE+JHvermR5sNdylJSQ31rwPc8M9sk/kPvXRGjEif2NddsCpr7vnS11/YcN2Nb/rvb3/7j+5+7S1XPXPdxZPPTk8a/ucebbF50uG6iyJMM8O2+yz1Mixl0axKJkdi2v0exIJmVQfSmkaKMlJsSy9tmjVo1Xvc+bjkiw9WOX7Wo9fzINUTlKqnmGglVL2Qrq/oByZJqgOlimSLTj/l3GJMt58Rx5p+6Nom68YUb70RXn9Dl/lewlInpdPTM+841pHd/SBjoW1iSYN6tc/MYspCW5FEDq1KjB+FBGHMwzsF+440+TffJhGW7XeT9c+u3nTL7m970w/92pOPfnRzvdG4YNXq6XuajZkFIcS/KnDDv6IKPnzdfMUUQHpuOQEhPyBi64OmIbn+6o3Kq1zyxxf1kgvG7eM3Z9k+tWpcsP+05PmjDlNNQaMK1Uqfzz9sMb/kcvVGSbWS0g8kypEYhqRiabN+qfrMLYFnSsII+oEBmVYKtWqCddPLPHMgptNusWrUJEUvW6q24ML1kqWwy459GVMjBn4osVyo5GLhvu8wUV8mJWK5Y9PpSyqmgRJ68dTtxxw9bbJlrcMbb1rmyw9WWO5KTs2abJ3OsFTMfNtj1WRGrbUxee3LRx5ct8Xb1+v2f3x2USSW5fCDP/LerFpf1/tW/76+mde/SoAX11i9NA0oBDZxt7P8rltvcVrHTp359Q9+6nZrYvxMksmJq265Mr360NFZHKPPY3u7fOMZhwunYe1UyLHZlCi02WrbOEpQrwgmR2KOzmQ8tqvCdZvICVOSOEqxK4LxVkpKm4d3OqwZ0fxupRLIUqQUjNQV21eFPHcoZXbJJggFtVpK1U5RQrDQNrnpkpR7n004u5ix3JGYroltGayfUoyN9DlyJuX4WZNXbg84cWqRQycbRKKGMMa5cEv21PKy//S73lBT0xvfHBrWmndf0ugvtFrfHAepf67Xv2qAv9RVqdYBFoB/D3DPV+4nTcXL1062Xzc60X/bWL27beehLttPHqFmxcy3l9l/NMZYBwtLunpPjcKS32WuKzFNh9XjumVwXMkFawPiAKpexFefUZw867FxLOXYTMLMkse1F8DMbECSmqwdtXjlVT12P19huQsLPQWpwvXgxCxc4ru0ahn9rMuZ+SrVukHDBceMWD3eZ6ETEiYeZ+cneOVNl3NiboQL1nsvLPuVz2zf4Hw5irP7L7niFuB/fKt/7N+y6/9zAD//ev1rXw5w/+y5xfsn1/BAxfE3b946nx4/M5caxsjGyYnWT9/SOMbUiEkSHqFq9oA2dzwUsnGNR7MG2zZ0OD2n+eI3XRzx3P4M0wzZf8zj5Zdl9IKU548rdh1u8G/f0GXXwQjHDnlgh8u21RFP7clY7EieO2rT9Q1GmiF7jsHVFwpW11LWbVni+cMJZ+cMxkfrrF63GtP1ecdbJul15t9z9MTZw5dd9zp55XVNOVY3DwL3eNXmt/pH+8/i+v88wItrXJOG7inef2bvLIZpNefPnXmkt2BQcUU00tj4/46vtV5rmhlbZlKWzj3J0TN9lvyYE3OKbRsM0rZPkiR49jIjXoWNqyIe3ZNh2gn9ALI0QZCgZI89hy0M02ZmOdIxfqaNZde4dHMP28oIogqVSp3rb7iKTRcamJbF+kXxFTPt/45lpObWi7bRGpm8H8JFIVZ/q3+E/yyv/z/A/5rryovGARaB2wHai8dA8PzolJw0FOnGjTEPP7iXih2z2LVZ7Co8O4qovuYXL7k0+rbp1TPRdVdWWDMh6UlJo5ZRG4WJVX1Cw6BRlXSlwaoJuP7KmEsuds2bbzG++Eu///wvrh4TZq8PGRamU2N08ipGpwyUIeXaWJ4VcHjT2n98q+F/jde/rpnQt/j68GceAcSkmZ5pXLV1Ntt9yGNiRHDgpDYOPTMPL7s04Oy8oupKDpxUTI7AjkMxr7zME1dc0lpKU85Wxm/9Vn8r/2qu/x9ci1TTGNWD4gAAACV0RVh0ZGF0ZTpjcmVhdGUAMjAyMC0xMS0wN1QxODo1MjowMiswMDowMGbRetQAAAAldEVYdGRhdGU6bW9kaWZ5ADIwMjAtMTEtMDdUMTg6NTI6MDIrMDA6MDAXjMJoAAAAOXRFWHRTb2Z0d2FyZQBtYXRwbG90bGliIHZlcnNpb24gMi4yLjUsIGh0dHA6Ly9tYXRwbG90bGliLm9yZy9IzyijAAAAAElFTkSuQmCC', 'weight': 14}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 3872064
    {'hecke_orbit_code': 234881150, 'n': 1, 'trace_an': 1}
  • id: 3872065
    {'hecke_orbit_code': 234881150, 'n': 2, 'trace_an': -64}
  • id: 3872066
    {'hecke_orbit_code': 234881150, 'n': 3, 'trace_an': 0}
  • id: 3872067
    {'hecke_orbit_code': 234881150, 'n': 4, 'trace_an': 4096}
  • id: 3872068
    {'hecke_orbit_code': 234881150, 'n': 5, 'trace_an': -4320}
  • id: 3872069
    {'hecke_orbit_code': 234881150, 'n': 6, 'trace_an': 0}
  • id: 3872070
    {'hecke_orbit_code': 234881150, 'n': 7, 'trace_an': 117649}
  • id: 3872071
    {'hecke_orbit_code': 234881150, 'n': 8, 'trace_an': -262144}
  • id: 3872072
    {'hecke_orbit_code': 234881150, 'n': 9, 'trace_an': 0}
  • id: 3872073
    {'hecke_orbit_code': 234881150, 'n': 10, 'trace_an': 276480}
  • id: 3872074
    {'hecke_orbit_code': 234881150, 'n': 11, 'trace_an': 8787312}
  • id: 3872075
    {'hecke_orbit_code': 234881150, 'n': 12, 'trace_an': 0}
  • id: 3872076
    {'hecke_orbit_code': 234881150, 'n': 13, 'trace_an': -20420932}
  • id: 3872077
    {'hecke_orbit_code': 234881150, 'n': 14, 'trace_an': -7529536}
  • id: 3872078
    {'hecke_orbit_code': 234881150, 'n': 15, 'trace_an': 0}
  • id: 3872079
    {'hecke_orbit_code': 234881150, 'n': 16, 'trace_an': 16777216}
  • id: 3872080
    {'hecke_orbit_code': 234881150, 'n': 17, 'trace_an': -1719462}
  • id: 3872081
    {'hecke_orbit_code': 234881150, 'n': 18, 'trace_an': 0}
  • id: 3872082
    {'hecke_orbit_code': 234881150, 'n': 19, 'trace_an': -109702942}
  • id: 3872083
    {'hecke_orbit_code': 234881150, 'n': 20, 'trace_an': -17694720}
  • id: 3872084
    {'hecke_orbit_code': 234881150, 'n': 21, 'trace_an': 0}
  • id: 3872085
    {'hecke_orbit_code': 234881150, 'n': 22, 'trace_an': -562387968}
  • id: 3872086
    {'hecke_orbit_code': 234881150, 'n': 23, 'trace_an': 646760160}
  • id: 3872087
    {'hecke_orbit_code': 234881150, 'n': 24, 'trace_an': 0}
  • id: 3872088
    {'hecke_orbit_code': 234881150, 'n': 25, 'trace_an': -1202040725}
  • id: 3872089
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  • id: 3872093
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  • id: 3872094
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  • id: 3872095
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  • id: 3872096
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  • id: 3872097
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  • id: 3872100
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  • id: 3872282
    {'hecke_orbit_code': 234881150, 'n': 739, 'trace_an': 6472974137290292000}
  • id: 3872283
    {'hecke_orbit_code': 234881150, 'n': 743, 'trace_an': -2824866175107576504}
  • id: 3872284
    {'hecke_orbit_code': 234881150, 'n': 751, 'trace_an': -6088956441140722216}
  • id: 3872285
    {'hecke_orbit_code': 234881150, 'n': 757, 'trace_an': 8688954254978459954}
  • id: 3872286
    {'hecke_orbit_code': 234881150, 'n': 761, 'trace_an': -3797002487494570446}
  • id: 3872287
    {'hecke_orbit_code': 234881150, 'n': 769, 'trace_an': 4024661108793915758}
  • id: 3872288
    {'hecke_orbit_code': 234881150, 'n': 773, 'trace_an': -1219051064934675192}
  • id: 3872289
    {'hecke_orbit_code': 234881150, 'n': 787, 'trace_an': -10120608013983587446}
  • id: 3872290
    {'hecke_orbit_code': 234881150, 'n': 797, 'trace_an': 6891526132912691340}
  • id: 3872291
    {'hecke_orbit_code': 234881150, 'n': 809, 'trace_an': 11164429876009755354}
  • id: 3872292
    {'hecke_orbit_code': 234881150, 'n': 811, 'trace_an': 8007682110815464994}
  • id: 3872293
    {'hecke_orbit_code': 234881150, 'n': 821, 'trace_an': -8203244618168343894}
  • id: 3872294
    {'hecke_orbit_code': 234881150, 'n': 823, 'trace_an': -8646774991842485416}
  • id: 3872295
    {'hecke_orbit_code': 234881150, 'n': 827, 'trace_an': -6187226858611033356}
  • id: 3872296
    {'hecke_orbit_code': 234881150, 'n': 829, 'trace_an': -9341554851179698984}
  • id: 3872297
    {'hecke_orbit_code': 234881150, 'n': 839, 'trace_an': -5159412643664498604}
  • id: 3872298
    {'hecke_orbit_code': 234881150, 'n': 841, 'trace_an': -9729381209850411113}
  • id: 3872299
    {'hecke_orbit_code': 234881150, 'n': 853, 'trace_an': 665104898125244780}
  • id: 3872300
    {'hecke_orbit_code': 234881150, 'n': 857, 'trace_an': -16155143668013460750}
  • id: 3872301
    {'hecke_orbit_code': 234881150, 'n': 859, 'trace_an': -4545414035794059826}
  • id: 3872302
    {'hecke_orbit_code': 234881150, 'n': 863, 'trace_an': -6026090600154402312}
  • id: 3872303
    {'hecke_orbit_code': 234881150, 'n': 877, 'trace_an': -2942760373318168582}
  • id: 3872304
    {'hecke_orbit_code': 234881150, 'n': 881, 'trace_an': -7227141945146149194}
  • id: 3872305
    {'hecke_orbit_code': 234881150, 'n': 883, 'trace_an': -8750726772979308892}
  • id: 3872306
    {'hecke_orbit_code': 234881150, 'n': 887, 'trace_an': -18654481979660075004}
  • id: 3872307
    {'hecke_orbit_code': 234881150, 'n': 907, 'trace_an': 16630628343219644444}
  • id: 3872308
    {'hecke_orbit_code': 234881150, 'n': 911, 'trace_an': -6962836095648712176}
  • id: 3872309
    {'hecke_orbit_code': 234881150, 'n': 919, 'trace_an': -6186314603272726024}
  • id: 3872310
    {'hecke_orbit_code': 234881150, 'n': 929, 'trace_an': 19678057563562476378}
  • id: 3872311
    {'hecke_orbit_code': 234881150, 'n': 937, 'trace_an': 13369550642361123266}
  • id: 3872312
    {'hecke_orbit_code': 234881150, 'n': 941, 'trace_an': -38508618671336182344}
  • id: 3872313
    {'hecke_orbit_code': 234881150, 'n': 947, 'trace_an': 7960554411010165752}
  • id: 3872314
    {'hecke_orbit_code': 234881150, 'n': 953, 'trace_an': 3649915779748828182}
  • id: 3872315
    {'hecke_orbit_code': 234881150, 'n': 961, 'trace_an': -23360661312536661135}
  • id: 3872316
    {'hecke_orbit_code': 234881150, 'n': 967, 'trace_an': -15521590767886514176}
  • id: 3872317
    {'hecke_orbit_code': 234881150, 'n': 971, 'trace_an': 16262528879268016806}
  • id: 3872318
    {'hecke_orbit_code': 234881150, 'n': 977, 'trace_an': -30475360382471664378}
  • id: 3872319
    {'hecke_orbit_code': 234881150, 'n': 983, 'trace_an': 37730356697412192132}
  • id: 3872320
    {'hecke_orbit_code': 234881150, 'n': 991, 'trace_an': 27324713659225854800}
  • id: 3872321
    {'hecke_orbit_code': 234881150, 'n': 997, 'trace_an': 60441954122917038248}