Newform data - 27.14.a.b

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• mf_newforms •

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

  
  {'Nk2': 5292, 'analytic_conductor': 28.952350817016427, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, 1]], 'atkin_lehner_string': '+', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [27, 1, [2], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 4, 'field_disc': 1867291419265, 'field_disc_factorization': [[5, 1], [29, 1], [34297, 1], [375481, 1]], 'field_poly': [13552, -9500, -2080, -1, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [-22716288, -1279800, -13590, 117, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599862251547, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 341172, 'hecke_ring_index_factorization': [[2, 2], [3, 8], [13, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '27.14.a.b', 'level': 27, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3], 'level_radical': 3, 'minimal_twist': '27.14.a.b', 'prim_orbit_index': 1, 'qexp_display': 'q+(-29+\\beta _{1})q^{2}+(2016-6^{2}\\beta _{1}+\\beta _{2}+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '13.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '27.14.a', 'trace_display': [-117, 0, -11412, 54572], 'trace_hash': 1948008077051020789, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.845', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '40.201', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '657.100', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [4, -117, 0, 8101, -11412, 0, 54572, -615375, 0, 969579, -4927212, 0, 12107576, -2015487, 0, 56856625, 34729992, 0, 269848016, -179564463, 0, 971969481, -1296333360, 0, -354407528, -4599933804, 0, -1290887245, -6967785600, 0, 1449752348, -18104036247, 0, -13245631488, -39458246292, 0, -14813291296, -87551260146, 0, -3563985051, -96485867568, 0, 21952024664, -244812106521, 0, 54796717602, -144494756856, 0, -21816898080, -21012587604, 0, 313979782172, -231237557460, 0, -118437139188, 262334662191, 0, -98625574602, 654991446240, 0, -97408780816, 463348969227, 0, -684162915215, 1432017576504, 0, -729275019496, 3678684087600, 0, 1478759994297, 1921547025288, 0, -2662954340932, 4859349629382, 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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-788873392429990698], [14635734156912551162456, -293166420017947977528, 1082529888274790352, 259817868860252184], [-7996115689101461258876, -482584893110220778928, 663476124402060408, 1239627989344404672]], 'char_orbit_index': 1, 'field_poly': [13552, -9500, -2080, -1, 1], 'hecke_orbit_code': 4503599862251547, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 1, 4], 'hecke_ring_inverse_denominators': [1, 3, 9, 27], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0], [1, 1, 0, 0], [9368, 24, 1, 0], [239170, 18678, 9, 4]], 'hecke_ring_numerators': [[1, 0, 0, 0], [-1, 3, 0, 0], [-9344, -72, 9, 0], [-136396, -55386, -81, 27]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 4, 'label': '27.14.a.b', 'level': 27, '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': [8, 9], 'ALdims_eis_new': [0, 0], 'ALdims_eis_old': [3, 3], 'ALdims_old': [9, 10], 'Nk2': 5292, 'analytic_conductor': 28.952350817016427, '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': [27, 1, [2], [1]], 'conrey_index': 1, 'cusp_dim': 36, 'dim': 17, 'eis_dim': 6, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 234881051, 'hecke_orbit_dims': [1, 4, 4, 4, 4], 'label': '27.14.a', 'level': 27, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3], 'level_radical': 3, 'mf_dim': 42, 'mf_new_dim': 17, 'num_forms': 5, 'plus_dim': 8, 'prim_orbit_index': 1, 'relative_dim': 17, 'sturm_bound': 42, 'trace_bound': 4, 'trace_display': [0, 0, 0, -255473], 'traces': [17, 0, 0, 73910, 0, 0, -255473, 0, 0, -2574378, 0, 0, 11283277, 0, 0, 336623018, 0, 0, 110587777, 0, 0, 1127452050, 0, 0, 7703162771, 0, 0, -18466016870, 0, 0, 7198211812, 0, 0, 34797012480, 0, 0, -46884420461, 0, 0, -34837374582, 0, 0, -4601406536, 0, 0, 409571905860, 0, 0, 155462557434, 0, 0, -129314763116, 0, 0, 747821839608, 0, 0, -704603036052, 0, 0, -1255593892553, 0, 0, -634934164078, 0, 0, -4003869708275, 0, 0, 7362369654642, 0, 0, -7571050370471, 0, 0, -6933169153760, 0, 0, 11194804731241, 0, 0, 10486938164148, 0, 0, -12509570254032, 0, 0, 21685078230678, 0, 0, 16185521549651, 0, 0, -67863188553156, 0, 0, 20682190596637, 0, 0, 83643770366540, 0, 0, -84787253334005, 0, 0, 62571136050882, 0, 0, -9867187843166, 0, 0, -290223108058442, 0, 0, 244401706689696, 0, 0, 110582864823096, 0, 0, -143774158962211, 0, 0, 407673779035762, 0, 0, -104097957200084, 0, 0, -608199562679832, 0, 0, 397466847329519, 0, 0, 5265020543328, 0, 0, -333768190658225, 0, 0, 140559175250496, 0, 0, 413509143257856, 0, 0, -1411277747350280, 0, 0, 207086846021533, 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0, -4065892410234098441, 0, 0, 13195689265181198250, 0, 0, -13925228614069977431, 0, 0, -12613901985562386492, 0, 0, 3327741473267014121, 0, 0, 1850932490407707520, 0, 0, 5147513114028167941, 0, 0, 11279844466583326794, 0, 0, 318054453562011810, 0, 0, -18038307877358928966, 0, 0, -7470960963602513864, 0, 0, -22445276722848731520, 0, 0, -7362797984041217760, 0, 0, 4537812381840056956, 0, 0, 3072027227681599560, 0, 0, 13824138051310694580, 0, 0, 12304434257706020647, 0, 0, 15931666127093709366, 0, 0, -10151040801905215776, 0, 0, -5726402566766356572, 0, 0, 2353419856446685867, 0, 0, 7881537514014829518, 0, 0, -2414305501551339517, 0, 0, -5571554839280933742, 0, 0, 18239683707486155376, 0, 0, -7860160182418949876, 0, 0, 10418617048168148392, 0, 0, -1054176598261400274, 0, 0, -1614023791805235744, 0, 0, -26307540101999795372, 0, 0, 94268002159037723, 0, 0, -8924298600237968628, 0, 0, 8580185403554326861, 0, 0, 42786728471695890276, 0, 0, -6024512619799679376, 0, 0, 47379006342036598644, 0, 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104964723961932139956, 0, 0, 209579632073115680010, 0, 0, 108839325262039063362, 0, 0, -134578493681780646749, 0, 0, -27712813546231585740, 0, 0, -61340703241476372768, 0, 0, 316297088660875931388, 0, 0, -230146349727994158907, 0, 0, -176958112783274471520, 0, 0, 78100804694099118096, 0, 0, 165233266187488030908, 0, 0, 161250762290603600409, 0, 0, -283957860148453116920, 0, 0, -9623297506630562375, 0, 0, -214878615561567461718, 0, 0, 187582873604098109729, 0, 0, -422717684628035677496, 0, 0, -26519123035712139120, 0, 0, 196729749565951386006, 0, 0, 26583536353653223272, 0, 0, 583386155608482177356, 0, 0, -224240721297693034205, 0, 0, -204575956839191190528, 0, 0, -70007705542497600026, 0, 0, 241374941744938353558], '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: 22305
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '27.14.a.b', 'source_level': 27, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '27.14.a.b', 'target_level': 27, 'twist_class_label': '27.14.a.b', 'twist_class_level': 27, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 14}
  • id: 22306
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '27.14.a.b', 'source_level': 27, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 5, 'target_is_minimal': True, 'target_label': '27.14.a.e', 'target_level': 27, 'twist_class_label': '27.14.a.b', 'twist_class_level': 27, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 14}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 104175
    {'charpoly_factorization': [[[-22716288, -1279800, -13590, 117, 1], 1]], 'hecke_orbit_code': 4503599862251547, 'p': 2}
  • id: 104176
    {'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 4503599862251547, 'p': 3}
  • id: 104177
    {'charpoly_factorization': [[[-67170616541269875, -24862131616500, -2199085614, 11412, 1], 1]], 'hecke_orbit_code': 4503599862251547, 'p': 5}
  • id: 104178
    {'charpoly_factorization': [[[36091179949887803125, -11386519768620500, -181380520182, -54572, 1], 1]], 'hecke_orbit_code': 4503599862251547, 'p': 7}
  • id: 104179
    {'charpoly_factorization': [[[452453548611245713503035625, -69310571811878895300, -70367199087042, 4927212, 1], 1]], 'hecke_orbit_code': 4503599862251547, 'p': 11}
  • id: 104180
    {'charpoly_factorization': [[[61714807283523155775420640000, 2917210226887125270400, -501839707882944, -12107576, 1], 1]], 'hecke_orbit_code': 4503599862251547, 'p': 13}
  • id: 104181
    {'charpoly_factorization': [[[33571397047214748819799530971136, -201260671734959563709952, -16919535882960576, -34729992, 1], 1]], 'hecke_orbit_code': 4503599862251547, 'p': 17}
  • id: 104182
    {'charpoly_factorization': [[[3633528143655180823668726886296208, 18891670597591926223179328, -120352446686242344, -269848016, 1], 1]], 'hecke_orbit_code': 4503599862251547, 'p': 19}
  • id: 104183
    {'charpoly_factorization': [[[-274378562398732800953312536221649584, -992738886241726566359861760, -490648776763198968, 1296333360, 1], 1]], 'hecke_orbit_code': 4503599862251547, 'p': 23}
  • id: 104184
    {'charpoly_factorization': [[[-10892204423126906555934998333237430000, -6937304618070127011509798400, 8501229551055792312, 6967785600, 1], 1]], 'hecke_orbit_code': 4503599862251547, 'p': 29}
  • id: 104185
    {'charpoly_factorization': [[[66373409194778596845282783360967976701, 265590086303205408127521582652, -80181936982830848286, -1449752348, 1], 1]], 'hecke_orbit_code': 4503599862251547, 'p': 31}
  • id: 104186
    {'charpoly_factorization': [[[5171472892119511931639506177848358210000, -1520470605019833948509242145600, -229009827808491977496, 14813291296, 1], 1]], 'hecke_orbit_code': 4503599862251547, 'p': 37}
  • id: 104187
    {'charpoly_factorization': [[[-656115000591295624829940157108934820870000, -43025467176270642709079524785600, 1724133820563857469528, 96485867568, 1], 1]], 'hecke_orbit_code': 4503599862251547, 'p': 41}
  • id: 104188
    {'charpoly_factorization': [[[-5480675194387114451719275164085403790000, 9780151529648198377155612719200, -667925157265753536984, -21952024664, 1], 1]], 'hecke_orbit_code': 4503599862251547, 'p': 43}
  • id: 104189
    {'charpoly_factorization': [[[-12445234230951948336538577494666251289555440, -513498357203318410405603627314720, -850875581366690197608, 144494756856, 1], 1]], 'hecke_orbit_code': 4503599862251547, 'p': 47}
  • id: 104190
    {'charpoly_factorization': [[[-903083773712888936714437522159561228583060811, -13807391420946856401153517716555732, -39628710768931237326006, 231237557460, 1], 1]], 'hecke_orbit_code': 4503599862251547, 'p': 53}
  • id: 104191
    {'charpoly_factorization': [[[-9496460042219814078766541608801752033028320000, 85853214048345591411793227037132800, -81714016385804916331488, -654991446240, 1], 1]], 'hecke_orbit_code': 4503599862251547, 'p': 59}
  • id: 104192
    {'charpoly_factorization': [[[13724545968658897495006390152360102215566077952, -27188025644321405709636113452884992, -306667116105602303011584, 97408780816, 1], 1]], 'hecke_orbit_code': 4503599862251547, 'p': 61}
  • id: 104193
    {'charpoly_factorization': [[[-232280175252259976069782522391680966522700750000, -1020729439506064738343161154134532000, -978271972501936636181208, 729275019496, 1], 1]], 'hecke_orbit_code': 4503599862251547, 'p': 67}
  • id: 104194
    {'charpoly_factorization': [[[-14948770371926014391320421696678801424122880000, 490446782408935612531248269056012800, 110265790449860526915648, -1921547025288, 1], 1]], 'hecke_orbit_code': 4503599862251547, 'p': 71}
  • id: 104195
    {'charpoly_factorization': [[[-161963462480528598723457544131312939646062154375, -837481534902577843914346372891913900, 1224117167031684941197038, 2662954340932, 1], 1]], 'hecke_orbit_code': 4503599862251547, 'p': 73}
  • id: 104196
    {'charpoly_factorization': [[[-3877000279914836488726358289086601378656110985216, 10403948454092736293430829789888529920, -1827054997428433001577024, -3435370655288, 1], 1]], 'hecke_orbit_code': 4503599862251547, 'p': 79}
  • id: 104197
    {'charpoly_factorization': [[[-34334015957411152005399254824619317349693354136519, -42864816179259203965501898555989395732, -9163518274188450745812306, 3544164633852, 1], 1]], 'hecke_orbit_code': 4503599862251547, 'p': 83}
  • id: 104198
    {'charpoly_factorization': [[[23393406361678998225862945040694549799469683650000, -39575381589058028497044762184966548000, 4749796817782289153167752, 7763565281544, 1], 1]], 'hecke_orbit_code': 4503599862251547, 'p': 89}
  • id: 104199
    {'charpoly_factorization': [[[-98018810034962989632542747255399409547181470649375, -246775970904896353139532657875599051100, 158265389725194567725781414, -24376525074716, 1], 1]], 'hecke_orbit_code': 4503599862251547, 'p': 97}
• mf_newform_portraits •

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

  
  {'char_orbit_index': 1, 'hecke_orbit': 2, 'label': '27.14.a.b', 'level': 27, 'portrait': 'data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAALgAAAC4CAYAAABQMybHAAAABGdBTUEAALGPC/xhBQAAACBjSFJNAAB6JgAAgIQAAPoAAACA6AAAdTAAAOpgAAA6mAAAF3CculE8AAAABmJLR0QA/wD/AP+gvaeTAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAAB3RJTUUH5AsHEi4uY3WJYQAAABBjYU52AAAA1wAAANcAAAAQAAAADnCbpecAAIAASURBVHja7P13nGTXdd2Lf885N1Xq6jg9OUdgkDMIAgQjRIoSKVIkLSvasmTLshx+71lyepZt6SdZtp8t+0kOkiWRoihSYg4gCQIgchoAg8k5T8907q5cN53z/jj3VlUPQAdZfhBl14eXHQDMVN27zj5rr732PoL//fpTe332K08jpZg8dPJi1aTGrB1z8VzJK+ea3H/jqLj7uvLCU6+mrB1bHLttz5Q5cHIdgSeZHGtTLqVCyx01MDNja98KsAZYBjpCiDf7o33Xvpw3+w18t7zOXJgB2JLodBKDbnciPv/5L7B97RU2r1kkUB5nL38+XjK3/mKntfS9jjDx1LTH5Kggbndp1hJvamr+P1+aEoi0+5cvDbWiqzPzrBmDi92IoXLqdpPzX/23Hz/+i0cvf1H8m3/yk/98ZurcH/vxgVdatRPKEABCCunMAOdKlbVv9i35rnj979DwHV6XLs9jRDCs0vP3z08fAkw80xj+2422fJcUhiiO2f/qa5QKy2xfW2e5qbg0WwAdksQJIxXDiUse129JuTonGRlKqJR8zlx1SHXMeFlwZSFm71bNqUuS0SGN53kEgcO5OclyC3auSti+YYTde27ECA8lDa3Q+dbpS+G/7ibSfcvt13HDnjVPha1oOSiPvdm37M/k638DPHtdnFoAeA8k27rtmv7kH31O33l9ZUvMxC/Ua2cpuIqLV2ao1+eJYoeltiQ1HoFrqPiG2UbCqatd1o4GVAsKJWLGhzx2bFC0uyBkyNScQzeCKwsChUcnjNm2wTA50kIiKRUjVk80OXFhlMXlAqUgxXdi2l1NvSWJkpTq8DhD1XVoEnZv28Kpc3O/OlacPvfWt/2wXLO6LH3fPQN8U6iJN/uW/pl4/S8P8CeefJw0Fffv3Nh691P7Ox9eqLd3ralonnnpFJvXLbO44HB5ocWaMUnJh/GqZmrJR0mDFJo1wykXZwNKRcMrZ0LaoSDwYKEGW8YdigWfyfGE+/c2OHpuiFeOC45dTLjn+pS1Y5pSSbBhcpn5ZUXgQyc07D8xRrkgOTvrsXqkixTgqZTpRcVQKUWJhMmxhKXlCiGa6zaW8cu72b21i5FjJ45dHvvsrTuDR+LUPHXrrfe92bf4TX39LwfwqLOM6/kj9drC///xbz/udZqH03Wr/FtnFwu3PfPqIgutGd51s88rx8u0dZ133uLwzAGfres7tDouV5cUYSzwnYQ961NWjYQsNiUHzg4RJ4Ida7vMNhU3bO1w6rxLo+sQhXDHnhYnLxepFCKOTznctVMSxSGNrsOBC5KbN6XUmy7b1kVEseTQOcFCM2D1MOza0MRzJFEM00suzTBh2xqHpw7Ag7e1CdtVnjvc5sHb67jOBqbrq5hrpK8MBe1Xb961Vd11z7ui8fHxvx+G4dKqiaE3+xH8f/r6cw/wE2cv4LqOePTRZ9m2XqpyqfKbYdTZuTh//L6oPaeePRhyw/YaLhUOny5w6GKbn/y+GrXaKh55OWXDujaT5QKzSwlrJuDgGUVsQKBYN5Jy684mS01Bqxtw7JzD9VsbuJ5Hsy2RQrBrvebgac18o0A7bnLT1ohWZ4ilhuDAKcnOjQlaCGptTcE33LhJcuScQyeKWW4obt1hmByNUSIhSV32n/VYP2GYW1CMjjTYvKrEoy+5LEc1fvK9DgeOV3n1ZIfKcIfbdhQ5en6I7VvH0l3bdj5TLBRPtjvNn1k/HqXbdt+FThMzOr71zX5E/1Nffy5VlEZtGtdRcm6hFhx77G+H6+/7F/+H1umPHDt+OK4Ey7srRRG8cDBi9ajgwhUXIzUffVuTMCpwaS7gW6+0+eB9y9y0dZTHX/PYtr7NZLXMhasJd+yKOHHZo1qKAcmRC0XWjGgWlx2eO5ry3Gm4YaNhz3rJUlPwzDHJg9fHVEuK5WaZy9MOtYZBuRE/+tAyF2cq1JqCW3Z2uWHbPC7DzCyMc3ke9mzSdCLJ+Rmf4aLD8SnJzvXQbEp2blxg85qAx1/2OL/Y4UP3p9QbVc5eMUwtJ3z4lojJapETpkVnqaY+/ZXpBybGnLu2rKncMTm81Q27nd+/8z2/9C/Pnj3lK7fa1TrRWzb9+VNm1Jv9Bv40X62u4Z/8s1+UtYYZbi5ffFur1f1WS0z+jUeffPI9zeXT6w+dbK9++vCcc/uuNpXCCAv1AmFoOHhOoWWXG7YYBAUOn3E5MZ1w340xgSxy4LShVA5ZO+oRRjFDZU3Jl0wtKkqe4cqywPe7lEsRtU5KHJbZuaFDEgWcvSRwpMvIUIIjYaEhQWi2r1NsWu1yaUbSDDvctEVhRIODZxyWmg6TI5oodhgbSrm66NIOE4q+pNV2mBxfZtd6l2cPVDlwMeYH395kbbXKi4c8jl/p8tZb6zxwg8/U7BCtjuTCVcFyZ4mPvfOyE7dZ/eL+qVVXpk7c9f6H7vupSqXyN5eWW0f2Xrf99E03X89nPvPHb/Zj/FN9/bmJ4HE4j05nNx0/fGkdwv/sicOPD83OTpWePdRFyJQ7d0vWjXm8fHqMgxfmee9tSzhqlChWLDY8Pvt4kdFynRt3KMKoxLNHDF98rs2H7qsTBGX2n3ZZM9pitOJxedah0UlptzuUVrnE2mGkpFgzLHnr9R1eO53gSIHvJfjFhFfOKUpll3VjEWECa0fh5p3z1NsOYTJMrB0OX5AcPLURXwX4XopTDemEMFTpsBlotDwuz6WMVtuMD5V55CWPw5ciPvBAi3XVCs8dDDh4vsuerUv8hQdTTp2f4PIsXJ6OOT6d8O572qwdHuKVgwHztTZb1l2u1GfmKp/av5+16zZ85oXnHvvo9XtvOHPpynwspTq/bvXIm/1I/1Re3/UAN8YA7Dx59Lk1I9XoPx4/dmr7lUtH1FytxcY1sG6kyqtnIq7MKySKDSMpn3l8iDWjS9y1UxInI4SRSzss8tKxiChe5oYd4HtF9p1QfP7pOtdvqnHfDSVOX64wX+tS8BLGhzU71iqmFxVLdUmjmVIuhPiey7rxiPMzLo7s8IF7HV496bJ7Y41qtcHD+4s0Oj5jQyX2n/LYs6XJ6JDLhTnB2nGXIIgZDlJcRyKl4JXjIwyV2hS8kG3rFZ4s8OwhQ7FY40MPQNmt8u2XPU5Mdbhh1xI3b4XLVyc5ft7l4nTMoUuaW/Yu8bG3pVyZHkIbxZoxxepRj9dOlLgyN48US0O1dvkrk6tHxUuvFU8XZfLTxpirwMnv9irqdy3AZ2YXcRxn+75XDt2Yxu2/OT198v7VxZd4cV9KiOHqkmZyIuZtt8YMVwp0I0En0owNCWbrAV9/pcC9e+e5aYcAM4wxLgfODPN7J1t86MEGd++OGauWeOX4MN96qcvqsS67NgomhhzOXnVpd2Nabai3BI5jWDuWgpJIGdFpS6aXA9AFJoYitq1t89whn5CED74lJo2KnJmSjA87rB0VaJ0wv+zQ6IZ0Yo9my2P9WMhopYtSEscRxLHD2SkYH25z1w0Ja4YdTl0c4tkTcHWpyW03NPnYAymXr07y2kmfkxcTXjufEtLke27vEoWjzNd8HCnohEWeeDngtTMpGzckXLe1wdRC6hw9+hLPHzu468e+b88TB17znhoZKv561K0dTNPkdKH03VlI+q7k4AePXUQob9O+/Uf/75krh/7x0YMvbHp+/3HGql263RGe2i85MdXlzj117rkuwVE+QiiMkRgtUEJzccbnwoJm05oGk8NQ9AMC10HhcOCsYqbWpVKJuG6zZuc6n2YrYGpe4DkxsVFcXXa5Oq9pRALHcVhVTZhd1lyY9hguSwQOEyMxS03D3k1dpCwyvVhkx1qfUxd9Li8Y9mwKmV2SxIlLJ1LsXB8jhKHZlqyqJoyPhEyMRLgS6m2F78OOdYLl5TKPv1rg9NUuIyN13nZrh7t2+py9NMGBkx5HzyWcm48oD9f5ife0uH5jlQvTVabmHBaWU2YXI85eSTh2NWX3lho/+ECHIb/K0bNF6q1lJoqXee3wlU1SxR+dHEk2Do2Mv/APfv5nav/sl//Nm/3o/7tf31X7z/FTFwiCYPzq1St/88nnX9l78fLiB5YXj/KWGz3OX/UYHW2xrlrlmdck+8/GOMUGP/uBZW7bVuLi9AhTcwHT84qr8wmXZmPOzWucQosP3dfifXd4XJoZ5fh5nzNTmuOXYlLZZf1ExD17NRsnJJdmSlyelSw1NN1EIyUMl2F8KGGp4dBoKYYrEY5wGK6kBH7MS8d9tkxqxocTphcKuEpzZVEzMWzYsjrixeM+nqcYLYNSMWMlWG4JFluCiYpmpBIjJYSRYqnhcHHW4dJ8wsbJLnfvTVg37kBa5MT5ImenDMcuplxcDHnPvcv8wH0hBTXMhavDXJh2uDqfMrMQc3XRcHbecPOeRf7G93cInHH2Hx/m2YMxk6tqjJdLnJyKuWtPh5uv30XCyBc3brn78MSqNb8ehd350YktbzYU/ptf3zUR/MC+hwnEcuXSxTP//uX9L/9VNz25Z3GhwdS8Qz1MWOqmFP2QDeMBizWHsJty5qrPvjOCHetrXL8pQQgHhEJKB0dJfGWYW3A5MaXo6g67NjbYulYzPuwwOezhCZ/Fus/lGcH5acGhC3BhOmJ+OaTeTOnGLoHnMV42rJ2IESKlEzpsmoxxlSHWgjj1WGxIOqGL5wiE0YxXNWNDKUsNn0ZH0E1cltuCySHNYl1zaVYRuB6TI7BuPGLVaJeJ0ZDJ0ZB1qwwbJhW717sUVInzlyq8eMRj/6mEQxdjUtXkvW+p84F7DAU1ysmLVS5MO1yZs+C+PG84vWC4ec8CP/+xOpNDVc5fGebitOL8TMz6tQ3Wr+qwdhVsHC/yyuE2r5xY2t1pzt537kJz0/EzzUc+9OGPRp//3B++2ZD4b3r9mY7gxsxz/HSRsZH4VxZmz95z/OCn5cy8c88LB5ecjevb3LKlxDMHCpy9GjFbT9gwkXDr9goLy5IrcyGX5zUnZmFktMEv/sgCt20rcnl2lOn5IlcXHGYXDTMLCVPzKXPNhOpIl3v3trhzF3iygK98ZpcCphccZpYE7RCSRBN4mlKQMjyUoIGLMwmNFmxc5VIqhBgjQHi0OpoNkyGLNQeMpSK1FoQJGAxL9Yi1Ey7NjkIog9AhlcBlw+outbbg4lWHVDuMViTlQOC7kCSCdiiZWZJMLxpmlxN8vwtuwl17WtxznWC8UmBxucLlWZ+rCzC7kDC7lHBlCc4uGW7bvcAv/nCN8XKVc1fGuDhT4NKsZKEWc+ueJhtXpcwuljg35fLMoYS9O2qsHS4wXVuVJEK++APf8+7Dx85P/fX3vPshk6ap3jhZfbOh8h1ff2Yj+Cc//XluuuE2/uW/+NlfPnHosb/z/POPbRsuzG6qN6RcqHlMLYTs3dZhcriIFB7VwKHo+4CDMZCmBjB4Eq4sBLx02mHv1iV2b+hQDMB1JJ6r8DyHUkFSdCXtlsvJCwGP7fe4OBfSSGJOXg5ZNbrE++5dZu+2JrfuqnNhIWGhLSj6Xc5dNdQbJa7fIql1U45fUJSLDkcvwvY1hm6U0k09HCdmuAwnLvsoJ8WVCY4LnVBy+642nbZk77aURifl4tUymycVpWJELTRMVNsstxr80RNw4HzKofNdNq5Z5IadDYZHIh66q8kPvNWwdbJMGlc5f2WIs1Mul2c0U3MxU3Mp5+bgUi3mxu0L/OKPNFlVqXJxZoS5pYClpqIbCjxHYnTAzEKB81cUB8+kJLLB227VdLtDnLrYlReu1jc2ls9eH5RHf2Tr5s1rNq8ZfWzfc1/kt/7zp99syLzh689kBG9e/feUVl9RX/rSzv9rYWHhH7Tqp9XMvObIhRb33wKT1QL7TjR4y80dtkyMcfLiEEt1RScSJKkgjKDRTqk1YpYaKfN1w+VlgSp0uXvPEh95a8TmiRK1VoW5pQLzSx4LdcFS3VKE5aam0dE0QkO7mzBaidmwSgMC3zVMzbkI6bNxQrF5jWHNRJvZ5ZCDp8vcst1QLCxz5MwI5VJEFLmMDms6Xdi9ocunnqiyc31CGBrGhiRx2qEc+By90KXglrhpR8KhcxGzix5rR302r4YNkxFKxUwtgOcahDBsXJUwXJY0Oz6ttkuj7bLUUCzVYLGuWaqnLNRTZuqw2E3ZsLbFR+5f4O5dDr4zxPRChfkln4Way1JD0GhrwiglTQ1hZFhuJhybEmzYuMQDe2HfoWEmJ+o8cHPMgRNjNEPJ9Ts2pxMTq3/5g7+q/unPfzhJ//n/+UNvNnRe9/ozBfAL508iZLGQdC5uiFpP/+Di/Pwvzc0tU2v6zCx6PPlawmyzzY27OpT8Ou+7u8ue9cNcmhlhYblAo+PQ7kraHUm9BY2WptZKqDUSlhqGmYZgumkwosUH3lLnods1W1YHRFGR5XpAreVRbyqWW4JmW9ANDVFiSFNQ0uC7UPAN1YphYiTGcbucnY44fMZHJyXefUeE49Z49fgQm1bDN/YlvOV6n7l6h8BRJGnMyDAksYvjJiwuFrn35gbfeKHM5tXwyukQlyLvul2TiA6Hz6acnwpwpMeqYYfhkqDgCzxPoAQkGqLY0I2g2TbUWppmW1NraxZbhk6asnFdm4furPOBeyLQZRaXh5hbLrBY81hqKJYbgnorodlO6XQ1nUjT7BjmGoLzi4Y9W2b53rvruG6FW7cpFhYn+PYrPrNLMfO1kNVrVzMxOfkP33nPDX9823VrL9Wa3c7u3de92VDqvf7MAPyR547iFUe81sKlH28tn/zNuSsviXq9LqvVkK2TZaZmqxw+Yzh2Ieb4FcPVesJNO5b4pR9fZu+mIrNLVZbqBRptl2bbod5S1FuCesvQaKXUmwn1tma5aZhtCqbrmuFqm3fc2uSuXQkbVykqBZdGM8B3JaCIEonWAm2g3QWEZrjc5fQVgzYRj75SImwX2LbW4+69bWJd4+n9VW7a7nJ6pkV9ucKde9s8/qrPqhHD8YuGv/79DY5f8Fk1Inlsv+Lu3YqldoNzl0e4aUfE04c7JGGRu/Z4bF3fpZO0+NarClLB2SmHStHBEdDuSLQRpNoQJ4DUOJ6m3jKUyjHrV4fcs7vNO25JGC0FzC4NsVgrsNTwWG441Jr23tRbKc1WQrOjaXUM9S4sNCVX65q92xf5Zz8+z01bPGaXhjl5YZQj53yOno2ZWuyyZX2boYJPQlk/eM+N5p7btv7M5Ib1v0e0HAn/tjcbUsCfEYAb05Umbb/viW9/btvjr8lfO3Fkv5tgWD/icvBcm7/y/UusGxnj1RNDnL6UcHk25vIinJ6HvdsW+KWfmOfGzR61xhALtSL1lk+j5VJvW+mu0YZGy9BoJzRaKa2Opt42zLcE8y2I05AbtneYHElptQ3vuTNk06QmSSWONEQxPHUw4NJcwOrhhCNnA9BFdq1T3LxT4wdtXj3dZn6hxHWbSlSqy7xwyOW27QGL7RrLyxUmJw37jit+6G0tXj7usG7CZaFVZ3lphJt3t3nhSMpIocp121rM1evsO1al4JS4dadhx4YuyBYHzwsmRmJm52OePujSjRVSQqoNm1ZHvOPOiGZLsWZYc/N2iKIiS/UiS3WfWsul0VbUW5JGy1K4Zjul2UppdGzUXu5KZhqCxXbMrdsW+Cc/Xmfv5lxiLXPhqsfpSymvnQmZXN3gr74PDpyssmp0mTh2uPeem+Knj43/3Qfv/74zQ+Xga5Mjrn6zsfWmVzKNaZOm0Y8cPfzqv37ptfMjrx2Y5523wJkrJSSSalDi2UNN/sLbm6wdL1JrOoRhSpqmYATHzo3xD39P8f67FvnoA/NsXVdmdrHMchBQDDxKgUup4FAuSModl6GSQ7ub0uqkrAo1ndDQ7PoszQdMXTZEiebKTILvG0DgKYMjBe2OQuCStB1u3CTYusawYW2bMG3yzZcVJ84M885bfG7evcwnvmnwRJFNa9scekGxtqoYq7QJVIEodplrQilwWLdKcOBExM07Crz1pgU+/nAHzy3z9jsMrt/m2/sivvFSiWPnC2xZU2TT6pTx4YjNYzHXb0pRSuMom0wXfZ/xqk8UuzTbHkdOu7S6Du2OotWVtDrWjNZq28/e7KS0OoZmx1DvwHxbMVc3FMoNfvr9C3zvHTF7NpS5OD3M9EKRmUWP2UXD9EJMRMy9exNq9XGSRDK9MMTpqynVoZfd1vKWf336+L6lm2+8/W/PLbQ/PjFW/F8X4NNzbWbmxV++fPbZX3n1lW+PPPdqk24o0LLOD70j5dyVIYquwwsnfabmWwxXYobLLvWyQzfSJKnGIDl5boR/djrg9PQc339Xk3v3dKhWyizVS9SaPpWOR6vj0Gzbh93pOrRDh25o6EaaKDbEsSFJ7RUlHkaDVALXEQSeoFoWDJdhckyzblWbseE6j7wKz7zmIvUQ77zF5cZdTZ47FhN1K9x9o6De6TC3WOKuHZqxapuC49NNFPONGKUFN+5wKJZD9p8MuO/mIe68ocn+kwrMELfs8fhL713i8QMRj71c4vilgA3jismRAsPlIkNlKPjgOgYlQRs4fl6QpoI4EUQJhDH2M4Yp3VDTCTXtrr1aXWiEsNiSzLWgq7u87cYl3ntXg489aOiGVa7MD7FQK7BU96g1JLVmxHLLsGZVyA2bUp5/zePQWc3ZWcHdN9Qo+gHj/lUee/yRkVar8dekkh9/U9H9ZgJ8dm4JpfRf2v/qs7/yua89MbF6dJ5Nayucu6T56rMFFhot9mzocucNgqGRGhsmU3QS43uGwFeUAkUYgzYaJQWzzQJ//OQ6ntjf4C3X1/ihB2vs3dxibLjIYq1Is+3T7rq0uw7dSNENFd1IEMaSOBEkid3qrXfLJpWOA4EHxYJmpByzdqJNQovTV2L+6OmAc5dLVP0Ct+1xuGtvg32n6jz6YoU7tgdsWN3mU08IlPCplGNqrRBtQAkYr7RpND10UuB9b5njM98osnU24KE72kTxIk8fHiVOA27fM8FDtzXYvr7Ot/e3OXS5yMHzHutGJCMVQdEXeK5dhFKAEAZtQGtDnGSLNTaEsSGMNN0I2hE0Q8FyV7DUBOF0uWFnjb/49hr37kkZLRdZqpdZrBepNX1qTavTd0JDFGuaoWFhQfPNl0NOnF/CDxK+5742912n6HbLXF3QxHqR5Svf2j65/q2f10nr4SRJftsL3hyt/P9zgD/8ld+nmYzz/AtP/+jl2davnT5zYGx1tcn0XJl6R7BqSHJ+tsBXn/b4sojYsb7L3PIwi+0uD93cIUqqKAm+JykHGmMEQhhcpSm2FQv1YT77VImXjrS4+wb74G7aWmd0qECS+rS7Aa2OSyd0iGJFnEiSVJJqgTYCgUEKg+9pikGC70V4bsiVxZCHX5GcmfI4PzWM0j5bV3vs3qy4ZVcD5c9z+GyZtdUi122ByfFllhoVrl8rSbThkZd9wrakWkp41+1dvvZ0zKWZMju3uUzXuhw957J+1TA3bJ7nuUNNXjgqCCOPXZtH2LXeZ9e6JmenlzhzBV4+UeT0uRJFR+A7kpJvCFyQ0iZVxtjFmqQQJRClglYoaHQFjRginaBNl9u2N/ihtzd4y96U1SM+7e4QizUL7Gbbo95yabZtIEi1wXUkrhvz0F0d7tsbc/uuBbatk6CLLNerzC4GjFRCHCfg+Ll4zPVe+uDzT4f3t5Ph6PnnvvqJ02db/MgPf/TPL8A/96U/Jp4/gDcs/0Jj8dy/nTo7XT1wwvADb2uya+MQ5664NFrgeQlzNcliXTEzXSBOBAcOV1Bdie+BAVxXUggUBpDSAjxwU4YCQSN0WW4O8/lnKjxxsMuq4TY/eH+dXeu7dDstrttsWD+pCGOXNFWkWtqFgkFKjeukXJw1nJ8R1DqarzxX5MrCMCZyGQ4Ua0YdNk46bFkL121toOUCv/W1EktLQ9yxy+G6rXW+fVAgEpeJYUmpmNCOPaSRYCTK8ah3BbNLgj2myP23NHl+f4E1Yx53XDfCT7x3gd/7RpOXT5ZodV0Wa2U2rymwc3Wb23c0+eB9Ta4uLfGV53wW2z4Xp12uXPFwlUBKiUCgjSHVEGtDmmiGR2P27mkThjG71od86K0h40OK0YpPHAdcnSvQ6ni0u5a7tzqWv7e7gigGEFQrDu+6rcSt2yQFR7NmWFCrOSzUPGYXHRZq0Ggrzs+kDI1EjJa6fOPbL4+5xQ3/dveWDfHBY90//MqXPsn7v/+H//wB/JOf/jzzS/eJ8Wr04fOXLv/2qVOXijvWuWwcc/n4NxT/v4/Mc+d1I5y/WqJS9Bgqa1YNp3QjjdEGx1GEsYNyQEqB70nARi1HaVwH/MhQ8AxlP2U4ELQiSTMqcmGqxD//wxHQCSJJuGVvm82TEUliKY4xtogjhUAqgeN6nLzkcfxMQClwKHuSsaJgfFQyMeKwZlyxcXXKzo01UrHIv/tihYuXqtyxw2XXppRO0uTFwz7VgsvokKFajigWLBXSWlLvKpZahsV6Sr1V4N7rarxyvM2JS4pqJeD2PVV+8n2L/MaXYP+ZEq2OodZ0mF2qMDlWZGK4y8bRLv/Hh9tUinUOnYeTlyWua1DKIIQGjP2fgSSBTZMpd1+fkMYuceJjTJFu5DKz4NEJXTpdh07k0A0lnVDRCSWdUNAJbeFMa4OSEk95XLzqcHXO8v5OKKi3YLmRMr8Uc35WMzze4C99T5vjZ9awXIctlVPVej387TtvWp987/fd89lvP/Jp8+C7P/bnB+D/z+/8EYtRoJzk0Q9cvXrlE3QOB7s3KxQFqgVJEpXYd7rFX37PDK47QcEvUSk5NFqSTmQLLUIIHCVQCoSAVEkcJXCVwHU0nms9IlGsCWMr7YWxJkoEYWLoxpIw9YnTgBNnShw8AakxWGhbbuxK8JT1fJR9uG41VAowVJIMlxWjVYeJEdgwGbJ6vEZslvh3Xxzi7Lkhbt6i2LJOsnXdMk8eTZhdHOKWzZLhiibwOvjSxyhBkkqEMSRpxHIrYHbR5eZdBW7c0eS5/QGrhgXFoMzNOzQ/+4FF/u2XNEevlKm1NLWmYn7ZYaxaYrhSYLgyRKUYM16K2XhzhO8muE6CUilS2GTCYBdVHCvm5h3iRBEniihWhNkVRZIwknQjae9TKOjGFthRbPl8mhqEgCQVNDv2eaSptSI02ylLjYTL84bpdsQ77m3hySq1pk+YpJyc0phLZ4u37HE/8eS3ntQ3XDf0xVdf+ER6690/+t0P8GP7P8nkqFGvnZz50KtHZj8eNy8Es0tDzC4p1k94uK5m64Tg68+O4aoZPvbAIhuAgh9QL7p0QkGUCLQGgcFk0n2aQpwKIlfhxRLf08SxIUrS3kPpXSkkqSFNNanG8m1ND9xCgJLgSHBd8B1B4AuKvqRUVAwVJcNDgomRhI2TbcqlGl98PuLpwyPUFirs3aDYuNpl+/ouqajxyMtFSq7D+LCiXOxy+Cy24369oR0qbtges3erYWY6ZX7Zo9Mt8u7bmjx7qMPpK4pSQeJ7Fa7fovmnP7rIU0c7fO2pMRYbho0TKct1h2pFMVRyKRddSgVD4Gt8T+M7KY6yVEvaTQ5jsAUrLUi0JMmUljiRxIkkioW9EogiQRjnwLb3NE41eiABBxu940QThppGxzBbFyyGKT/87gXef1eBUxcqRLFg3Zhi42qfuWU4cuJi4PvpJ09fkT82Vx/93L/5959J/9Zf+5/Lyf+nA/zrLyjpqvCjw+6V/xC1zgTjI4qta31qTY8khWZHkWqX5ZbgE98c5t7rprlhk4OSmqLv0w4VYSxJU0mq7YPKQZqrH1EiiBJFHJM9tEzyy7+mmjS122xqsgeVPSwhBFKCkgLHEXiOpT+BLykVBJWioVrWrBoJGR9ukpgan31W8nvfGGUiCNi7QbBhtcumNZqNq5f54ouGpaWAXZOK4QqUizGzFyRzyz7eZghjwfiQpFqF0+cNyw3NzELA9k0Bb7ulycPPBIyWwfc8lKxy/VbBX3loDlfO8dXnhjl2JWBVI2aimjBUUpQLimJBUvAdfA98FxzHWJALkGIA5NiFnaY2EqeaDOgQp7YiGseaJNFZcLDfJykk2qB1rtJYM1sYQycyNLqC84uS63fW+bF3RZy6sIZzVxxmlxJabc35KwHL7ZRqpcMrh88FG9bK3377ndqplNSnsXHmuxPgX/zyH2OM/tGrV87+q4XalcrUfMC+013uv2mJ6zdKhosBC/WAiRGPclFz5bkuhaDD2KjVcD0vpdh1CQfVjtQaquwlM4BL4tSCPU7s7+LUPoQktYqC1mRRqB+GhLAAV8rSH9exAAl8KAaaciGhWk4Yr3YYG67x/ImITz5a4OT5KpuGXLZOwrpJj3WrYOeGBu2kwb7jFQrKZXxYUS1DtRwyPJTgeQ5C2MXVCT2WGjG1tqHeSphb9tgwWebOXXM8+nKbk1cqFP0YV3kIMcTWtYoffvsCt+6c45OPltl3pMpiy2GiklAtJhQDm3D7rsB3Ja4rcJREKTL50KLcYHtYtSYLFmSLvx8Q4kT3gkKcGpIEew9Tm7Qm2litPYUwNrQiyWIoWaprkrBDq5vy3CHJ2csJ00ua+aamWumyZ0uHB27UXJmtcvzcpUqhEP67W2/Y6z3/zBd+7577PvjdB/A4bCKl+svPPPXJX3ll+tzoO28LieI1nJ1y+INvOqxZ1ebBW5Z44AbN9VsV99wQcfhyyIHThl0bmqyb1CzVYlodn27kEseKOFUkiSROZQZuC2wL/gz0ibARJ4v4NnJLtKEPblukzCI3OMoWTDzXEHiaQpBQDhKGKyGrxxrM1tv85ldcHnllhKXlEtvGBRsmBGsnPNZNCDav6eJ4NT7ztMO5yyV2rJIMlyVDpRQpQ67MG3xHIgUYI4hih40TDV4mpdFWLDcMs0sFdqwL+OD9dT73bY8Lsz6uEyOEizYl4kRyy+ZlNn6swSP723zqkRFevVBi7bBgrJRSClICT+C7As+VuI7AUdjEWYqeJ8NgF5k2WKUlNRnQTR/oWcROUrJd0Bq74izyxyl0E0EzltRCQaORsLpa4/adDU5eSfiDJ9q0Og6jwzH339zi7TdHrBstMrc4yuWrLocuNFg9cX70+LlNv/bh7/+IWlho/uexsfJ3D8CNWQL4iWeef/pXjpw4NbG4XOaRfYZ7rm8Qx8PsOyY4fdHl2IUizx5tsW1dSCeUvHZmmH3HDd9+rcVH39bh3bctUikFtDoBndAjTvpJUpJF9CSVA9HdAj1NBakWfa6tBT1WYmzklgKUsqqDq2yS6nspBT+hXAgZq7boxB2+fdjwR08Ose9IlWHP5fq1htUjklWjHmvGJetWRWxZu8yhCx2+8uw4Q8phfEhQKQkqxZh6O+UbLwaUPZukWeXB4X13h3z9JeuJqbc0c8sO6ybKfP89LfadaHL8tEfJT1BSWJDrIt3Icv0ffludHavn+MxTDV44VuXScoHJimAoMBQ9TeBoPBeblEu7kG0kh9x+pDOqlu9sNjr39XOb41hA5+COUkGYCtqJoBVDO0zw/TYfefsiH3tbnZt3JISx4qe+b4ZO6LBlDdy6XZHEw5y5XOWlI4rDl9s8dJdmyCty7uzhiVdenfyV7Xse1GcvN3536/rKn22AX7q6TNmNWVzyfuTSuaf+5YXj3xhdri+xZ/Mwrxwb5Skds3M1bF7j4rmGqQXJsZMerxwx9qZFNtH5+ssRLx1tcu91dX7ggTbvurPNRMkjDD2ixCWOXeLEyaK4IklVn75oic4Ark0WuXXfUyaEyZJK6+NwHI3npvheTMGPKBc6pHR4fL/kD5+ocuT8ECL22TRsWF01jFUV4yMek2OSNeMxGyYbXJ5v8h+/ViIJC6xbJ6iWHSolqBRjhBvR6JSolg1CCIyxNGrEVyQ6oRl7NNspyw3FlfkCe7aU+anvrfFrn/a5OF/CUXG2MBySJKAbSSZHfW7Z1mDvlhZHL17hj54s8OirVa7WC5R8RdmDkmvwHIOrwJG2nC/ESnedBoy2iy7NXJOJFhbc2ibxsRZ0E+hqQZhCN9HoOGbYb/Pe+5f5wQca3HNdStnziJMSnnT56AOKbuQShj6LS0Wm5gpcmnWYXYq4b2/KmuEKrxzXeN4sn/3q4xMPRd6/fOj+O5Opi/O/v3aDQIg/vQ7+P1WA1xttun7h/WdPPfcbF09+q5KEDXQyxKrVcPsul1boEiWS0Spo7eI5MSNNqLehFdob2U4EjSigHnl87ZUyzxxrcvu3G/zsBxvsXt9lfEihSo4FeuKSZFE9SZVVCVKZURKJMZYSmF5CCVJolDI4SuM4Cb6X4KqIRidmvhHz618MOD83zP7jVYz2GC0IJsYMY0OC0YpitOqyalQyOZqwdrzNaHWZR17TvHqsyt51guGypFyUVIqaUiFCuCG+7+Bk8qbtNpJ0QodONybRgmZH02wZlhouM4sV7trZ4s49NT7zWEBhSeHI2ALSOCSpRxTbHs+xasCtW1vcuq3Fy2+9ysV5yScfrTJXKzK16OMpSckVeDkNkzbx7AXynKqQ8XFjo3WiIcqAHWmDSTUkCVKFrBrusHdji7/+gSa37jSUfZduXGahZnfZMHKJYod216Xe8lisu8wvSxZrGlcZlpcLXJ2BheWUreuLzNZaPPHko6ObVuvfuOmmm5ZN0vnKnyYm/9QAfvrMWbZtXaP+0b/4+LYrU6cqD1x/md0bHVpdyUjZMDkSs9zwaXYUoBA4OI4g8BJKQUqra2h3DZ1YMBRBM5LU44B65PPY/iGeP96h5LX5sXfXWTeasHF1m7uvT3GlQ7mkEKiBqqT1ShszELkxCGlQQhPGGkMCMuHoeckrJxwe3lfm6KUyUVKk7CjGC4aRkmG4aKwOXnEYGXIYrQomRxLWjHdYPb7M00dCfuvhCVZXHcYrUCkpKiVBuZhQ8EOeP6XoRg5uyYLKGEGUSAJHcdOODi8drtLqQKOTUmu4LNR8ZheG+amHZplaWOSlA+O4EhAxGkgShyh2CSNJq+MwXA6oVkrcuaPNW/e2+dgD85y4rPn6voB9JwqcOlciEQ5hqOjECikkQohrEs+sJmA0iTYYrXFFypAX45mYO29qsWl1l/VjCT/0zi6B61LwfTqhz0I9oNvNikXZ1eoomh3ryV9uCJYamuV6TKOdMr0ISy3oRILFjqIWadZ3Zpk9/3Dlsn9ym7f7Z9T5c6fTzVu2/9kB+EuvHkRKz3vi2X0/vm2N+lfNmTovHa3yyKuapWaXD7+tzQ2bBZMjJWaWyviuj5IuSqlMvZD4boLvaoLQ4DvgO5piBBVX0vQ8monHfKvMv/qjEUwSMTHWZc+GDqNDCR96W4cNEzFxnPNtCQORm4x/SqkRSvD5JwscOltCOA4Xrxa5MlskKCiGfEG1ZKgEmkoA5YJgqKiolBXDZYfRKoxVE1aNdlk70SA1NT7/bIVOq8T2dYZKUVEuSsoFTTlIcN2IR14KCNsSdwJkBqY4kZQKinff3uGZ1zStUNLqpDTaDrWmw8xikd2by3zoLQ32Hy1ycamMkhqIM77sEqdWPu1GklbXod7yKBeKlAohu9d1uWNnl8tzdS5M13DclIPnHD73ZBGhlAW3kCsfotGABmOI45SNEwk/+LYOoxXNzg2GVaOCJHYJwypR7LJY8+hGbkZFMmB3Fe2OQ7OjaLRlr8K5XI9ZamrmajBdA78UcsP2Jh9+IGShNkSj4bP/WEIsy/9qj3qxvWXrlt+bu3o4mliz988GwGenL1NbWthxdfribx44+JTcuMZBmRKvnJAsLcT8k98r85Ybl/jZDyywajSk4FdRqoiSXg/kjgOOSnEzj7PrWKAHsabkwFAq6CSKTqoI04DFdpmnDmk0KV/elyBFijGpfVAmr+JlEpkQCKEQQiKVIokdpHZwHUnZh83jhpKrKfqaog9FX1AqSMoFRaXoMFSWDFdgdChhfDhkzXiTlGV+/QsBzx2eYOsoDBez6F2UlAsJxUJEqdihUCjiK4mSGQfH0oE4dul2BJ0wpRkqWl1Ns6Nty1zJY2p2iHv3hPzsh2f5159zuFTzEUJjTIxODXHiEsWSbhYxyx2HUuBRLAQU/SKBH1MuRNyyPcJzY27bnvAXH2zjqCQrAmmEMCtJuTEYLUm1vVe+54BRdEKHhSWHJHF7iX4UO4SRQzdy6IYO7VDR7ipaHdtJ1WhDrZlQa8Qs1jVTi4KlMGW42uRnPlDj3ut85hYnWF4ocPqSANkhjJ6SrstvttudZ7th58ifBjb/hwH+pS89zEhlpLD/yMkPXLmyX9yyPeXyvGHv1i7j1RHGjnmcuCTYd3iCv3XF5/vvqfPBtyyzRuf31gUjEcJBIBAyRYg0qyxaoHsOBCmUkpQkFUSp5YhR0SHRDon2rSRorAyWv3pVSgGOELZSqSAoGALHEKgU38UuJM9Q8AUFT1IsSIqBYwFeElTLmpFKwmg1ZGKkxZqJRX7rYc2nHl3F+qpirKyplBTloqJUhGIhpVyImV7UnJ32CTxrv80wRKoF3chh86RmcqxLo+vR6ZosiktqTYdyIaBcrPIXH5zj3PQMv/2VtTjSwaBJdUqiDXHiEEaKTmS9I+1AUuw6FHyXgm/b9HwvwXNTXCfFdVMcaRslpLTlfJFd1roi7KVtq169KUl1XmTrJ/TWhZmV+qPct6JodhStTt4Kl9jI3dBcWRLMhykfeGCWD9wdMl4Z5vSFUY6d93j5REI9sga4I+cUxcJLIoniDxTK15/95sNf7bznvd/75gJ8ttnxmt2FXxgOLv7CSzOJnBwGR3V4+VTCW2/Q3JCM040UxhiOTA3z77/qsG5ijoduM8RJZlPVLgareFhg2lKzkuAk4CljK21ZyT3R1r5pQS0yDmnBYwZCkq3k2cTKkRpHYncHReZhMVY3dgSBLwk8ScFXFAJlO4CKhqFSSrWcMFIJGRtus2HVIvtOhXzmqTUMBz6ryppKUVhwFySlQFMKEsrFkH0n4eCJItvGTcZ7+2XzTqi4badh+4YOLx+p0g4NnW5Kq+NkIHcpBgUKQZWP3LfEwVNzvHR8EoxC69TKeYkhiY31lUQ2cS12DYVAEXga33PxvRTf0ThOiutoHKVRStsjWGQf4CIvDkAvf9HGlvetKiVtmT8r79sSvySMFN1I0u4Kml1Bs21sG1wzodbSLDTg7Cy88+4F/tr72igzzvHzI5y74nPoTMxMvc59tzZptwuMDntUgkg+u3/6/3rgHtfbtCH4ZSB60wDebrdlt9v5xS984Xf+9uXLZ73bdpa4PF3m6kLApQVDoxEyWdVUSh5rRg3GpJyaLfK5p8tcv6nOxEhAFCuiWBJlBRutrUZrAWpLzpEiK95k1cmsGpeb+y2w6RVweoWc/MoKOkpmFUsFrmMbBbys+ud7isBXFHxBsSAoFwyVYspQKaFaDhkd6rBmfJmXTnb4xY+v4tJUlS1jmmoRKgVFqaAoBVAKUgpBjOd2qXcNSipcZZCyv/DSTO2JE49KIaadaNqhPZ+n3U1ptiX1gqLY9An8MpsmY/7pj9f5x5+QvHh8FQaFNpo01SRpQpRooljRjRQdX1IIFYEn8T2D7yl8R+O6pkf/lLJKkhQ5yDP5NHt/9l6K7P72gW5rDHntwXqEwkgSRoJ2KOh0TdYtlNDspNRacKUuWLO6wYfv66DjMU5PDXNl3qPeEkyOGW7cBTfvKHF5NuDqnMuB0ym+f9Y7d7Hwd++86yfcbrfzD4Og8Ccu5/+JAX55ps5CPfrlp5565m9OT58Jnj8ueP8989x13SoOnRlipKxpt0osCUUxUEyMgFICTcorh6v84bc6/OwPNBke8q1kFkq6oSKOBUmqMAaE0FnfYR/gOqMiOo/YmWmKwYSSvAxvgS2FBbdSVi5zslY015H4nh0AFPh2JEPBN5QCTbmYUinGDJUjRiod1ozXeOlEm3/8e2OcvDTCxhGrsJQLklJR2uhdMBSDlGIQE6cRf/BYGakUrjQo0ZcJtclsBqnLD79zmW+9GtGMfNoZwFsdRbOlqPsOgefjuxV2rk/4pb+0yD/6PcELR1ahjSTVtm0vN0WFkSYMbLeS7wsCV+B7trLpOaZXsXWURmbauJQGIUFigZ4HiDxomEGga5FZH/IuKGvSCmMII0EYGaJI0w01zQ4sNAXNNOUn37PEHbtdjp4Z4fzVgIWaXQzVkkvBGebQScFiTXPwnGFy1QLvujli34lzwYkjT/6tO+65Xxiz9PeE+JPNK/8TAzxqnMIYfWdn+blCmkra7QKfejzhb394lofuGebsVJF2N9OiSYkTwdiwy0hVstjt0orsNo4p2A74lp0XqLLIqrVEYMHpKGuZtZ4Sa+bPAU7+IOjru/l/J6SdHyIHorfjiJ5y47rS+jc8QeDbmSdFP6VUsOCulCKqlQ7j1Tr7TrT5xd8d4ejFMdYNC0ZLA9QkcCgF1r9SCBIKfoTrhlxZHMZVAiV1Jsv1k8w0K1KtHjYkSUwjDuiExvZOdlOaXUmhrQg8F88NcJ0hdq1L+KWfmOfv/w68dGzC0obMMxInaRbJNaGvCSJJ11M9Cua64Dr2XlqfisHJAS6yr+TVziyS57zc9KlVbnSz0RzixBrI4iT3/li7crML8y1JN+5Q8TpcmRvl1RMuC8sp7Y4mTq2X84yBTldzZlowuabOx97ZxsRVuh3NZ7+5r6CDTXdKKf870fk/CPB/8Otf4zcejovr00e9S1e7rBuPeeh2jy+/MMQXX1jgI2+d4dbdRRqtIp3IIUkFOvOGDFdC7r9tmj9+MuTTjxvec+ci5aKLoUiqBcLYhgZHWUBIKa1fwqHvZjN9M/+K4L0ieluXoJSiB24l7aztPj2BwAXf0xQCQ8G3/LlYiKkUI6qlDmPDdV493eUf/edhDl8cZ01VMV7SDBUE5UBSDBTFgqAQ2MVhS/0RLx0XtLoegcp2EWk5eP6+rRvSoRQo7rquyb6jFdqxpSmdMKXdUTR9he8pPNfL+HOV3es1v/qTc/z8f4IXjk8Qa0msddYsPdCD6VkLsefKnjfFzRa3vaxVQUp6u0te5b0W5KyI5PkuKjJXIlk/K1l3lU1Ua12N49X5oQdmKRci/vHvKxbmYsbKfbNXrKETwVLHsG1Tg+97SwOHEb70YpVuErG5UOflZ7/q/ezfuKmoa3/QltW/+D8f4EfPnGPP1nXVf/LvvvQfl1rN+0arISC4OAOuETz+4hgnztf5ye9dYsfaOusnFEoq0lTiOilRGvKppyR/9O3VfPUFh48/lrBj0uP6dRKj7Q0TCJSyBQklDdoxPRecMQOcewDeIgvdtlopMoBbcFuAW4rkOjaSeS5Zk0RmsPJTChm9KBdChsodhssNDpwJ+Uf/eZiDFyaYrDqMFzVDBSgFglJBUSwoir3onRL4CeVil6cPetTqAcPD/TJ5/m61zrrfU8XEqOLBG1s8/YqmEwm6kR4AuSRwJYHr4DoejlNASs3u9YZf+ck5fv4/GV44OUGsHeJUEyU2Gc8juR/LnrvQcySOk5mwpEA5okfb+rmK6L3Pawfm5AUhbfrlfd0r89t/7ihBMXDYvAa+575Ftq5fZvv6iHJRM71c4z98IeBKw8NTtloqlGHdqpD79jT46fd22DBW4dyVgC2rQ05djphdSNlcXL5v6tTc74xv/rGfXl68szY8uuN/LsBrizPsqy39/Kah8x/df77JwfOSnetaHDvvUA4MWybg6nKVv/sfS4wMNXnHbS1KvkZrjePA9HKJr704gl/0KXnQXjbMC8MllTBSsRTCWlgtrchL7ZrXR+3Bh9CL3lm0HOTduWPQUVh/hmNwXdtYHHiawEspBAnFIKYUhJSLXUaG6uw/FfIL/2mMA+dWMVF1mSimDBVNBu4segeSgm+jf+AnFP2IRIc0Ix+hJK7q5wFC9CNhmisSsUvJ61q7QBQwnIO8m9L2bAT3PYnrOLhOfgCt4fpNhl/76Vn+z/+geeHEKmLtEKaCKNVZFBcEscZ3DZ4r8Byd7V4y64yyO1p+n4Xo37dro/iKULKCnw9c2ES65AlGh1xWj4wwXHBpNCJ0EvJjb28zWbnKTE3hKLsoyoHhnbfGjJR8FmojXLhaodVx2Lu1g3Iitq0RvHi4w2cenv/o933P/rNRFP/9/6kRvN2YolBeu/ETf/A7ewNzhg/cF7N3c5VzV0rctdvOxVuoJQSOZrjgsNwZ4YtPjBCnxvbiCJv4rC1B2dMUXUO5ANWSRApDqg0KkUU8cU0UEX2lpP+rPiXJwN1LLHtWWNP7mgPbc0zPPRi4acabYwpByHClzVCpyUvHE/7eb43x2rlVjA85jBdShgJDOQN3IbByYg7ugp8SeAmVUsTxC4an9pfwpMRVtrNm8KybPOrFqSLRDvffErNtS4uzlwqMF6EbGXuFKe1uFoUdheO4KGmyopHhuo3wq39lgb//nzTPHh2nGxcIU0mUGIqJpSy+iwW5k+9eOqMo0ra2DexyIgO4FP3dkGsCiRn4xtB3KEoBMlvM2sD8sk+aSsrF2N5bv8w7bg4J/NgW5bBtdPVWwPmrPvWmz/yyx/yyQ6vtESeGfYfhxFTI5g2zrJ98Ze87vuenNp48ffHizu0b//QBfvHyDO14aNPx/S/9m7nF+fefvdRkyxrNng0hN+xwWagVOXPZ5+gZF0RE4GlGC4KoarcjY6zsp6SxjQWZBm1lORuplMqbD661eA4YhAYiNtjyt8jGJdj/xvRutJIGR5rMNWgvL+vf9F2N7yUEXkLgRxSDkJGhNsvNNs8cgV/9w0kOnRljLAN3tWAoFwSlQPS0cqu8aBu9PQvwgh8SpSndTkCgbBuczDTwngyXyW420XQsl3dCwsh6cfoA13heiuc6uK7EUcpaHDKAI+CGzYJf/ell/uWnE144McrVeoVuSVJNDeXEELgGP7tcJ5dIs3uiGAB4HsFF736KzEcuBm84r38mueccIFWCMBLUWypr7lAEvovvpizUilnCbRdHrql3I4dWR7FQczhyPuH0lYSlZszYcJdb9oSsGTW0O2Pvv3Dm5fSWm2/8W8tLMxeGRyb/dAF+7uIlfL94x7Fjxz6wOHuY+UWPpw847N3UYev6mEYYojsCbVwqBUXgmZ5ZPh+o0/dhC1xluaHvykyzVVmkyujEQIbf3zLFCs22nxiJTNMlK2DQi3R55HYcbZuTe/ZYC27fy8A90mJ+ucOv/EGRr7w4zkJrmPEhyXiQgTuwvLuYJZYFX1L0TRbBLfcO/AiIeOKAx3LsMeqzwo+N6G/p2lgeHsUOFd/hbTe3eelkRDP2GYo1YWSnbnmhXZCeYwFudyQXIQ1kFchd6yX/+m80+PpLHX75d1cxtTBMp+pQ9QTlRFNMwI8tPfMcO9DIzRPNDNw5nbP3ss/HBxP3/P4DA88lb/mT2eB/mdmCBWlqq5y+q3Adbfm+tEUlY6ylOUmE7a2N7Z+zc2OHdWvbdCLNrvUxezYKjl7weO3EOcbHj3xg9bj3B51u58KfagSfWewwOhJsf+qZ539ubvoQq6oFWq0SzlpBs1Hk+f2a2MB4CSaHoRA4YOg1+ebm+nzVSymyhE/gOBLPkZYnuhm4nVzCshE5px45sGUP2H0TlcykLpXpu1YGM9lICZ0BPMVzUzw3IfBifC+mXOjgOG2ePpjyO9+o8PBzE0S6wkRFMBZYWmIlwFwnV9klssg9GL1jHCfk+WNV2pHD6qLJFty1ETyX3CRxoghcxZ27OyTaArwTC7qDE6lCnd0rkUXxPlCsMCMYqwo++kCLsn+V3/1Gh2eOjTITF2gHkkpiKGXeHs/J8pAsgtsFI3CywCCl6C3IfOfJi2Y5bRwMOnn0ljIldWQm5ebVToEbWWrkSJlRNZs95c0WiYY0tXfGdw3rJzxGKlZlanUcjp9RzC8bmq2EF/cfZuu2rT933XUPvGZM47QQ//UGif8qwJ/ef5EvP/ptisWhNbNTZ9566ESTzWtTHrqnyWKtxJV5O6wniu0Hdh2JVGQAz4oymbyXEziZbduqV3Qhiyr9my4zkA6W2+3WmRUmxICGK1ZGbSVNbzCl41gDV+7F8N0Yz40JvIhisYvntfnDRx3++e9PcHZ+BNcPmCwLRvyUim8o+VDKOuwLvq12BllByPpX0mwnsPRkoZHSijw8pfDyYkpvn89UlDzRzPpKo8Sl4HaZrHaotct0YkEYW5riuRrXTTOZT2Vyp1qxu+Vl9aGi4v1vaXHbnnl+9ZNdPvXIOEtJibbvUnYlZcdQyIBu7QqZLt4LCqCE6SWb/ftLb5cczHUsuE1vV05TQ6IESWoDSxTLPuXMdgUL7n43UZo1MxtjOfxCzUMKy8Ebbc3VBc18M+LuG7usKhumLx9/a7XQWVOvN04bcwIhdv2PAVxrzXW7797UXD70W2ppH3fudjh20eHR/Uvcd0OLO1YN2eHzbWUH22QTlfpVL9ErEOTZ9+CoBgtG+tFkoACR040cwCIHusijTb/cbPVcW4JW0kZs6ztJMx9GgudaSuJ7Ib7b4cJswm9/vcSXnh3l3OwwlaLLSADDfkrZN1npPQe3zMAte0WhIOPevmcXTqUU8sXnHU5fLBAokVUMM4D02Wx/jIOxPDxOHHZthPfe1uR3vjlKq+hQiQ3d2OBHNm9wlcZxZJanMAByt/+wjN0VNoxJ/t4Ptdm7eYr/9PAI52aGWEwKtFyHkiMoOYZAGTxlLFXJVCY1UN3MC2S9SJ43SwhWfO39O3nOowQqyXYFpXs7wqBooHuNzyaz//abwu04Cmh2DXN1Q2W4zTvv6lBwRjhwSvLq2WP83Z/b9lt7brr3PTpt/Fepyn8R4EaHIDxeeGn/uuOHz259aX+H7ZsMw0MBX3pulKeO1PjFH5vhum0FGq0izbZHJ1K2QTixxn7bBDwA8jyMZZFACZCZ0qGuoRhS6AEg58A2veiSg1vJrPScmYiUygChrIvOcRI8NyLI5gw204jf/KzH7359kiuLVbQqMDKkGPEMQ56mmEXuYq98LzOfSkZNMu28B27PVi/DOOL0lE8r8hn2bR6hRJ/X5oWewWJPkkri2KFScti8LkL5XZpRmY4nKMT2OBEvo1duRlGcXPUQ6jskr4rxoTY/9f42H7h/ht/9eoPf+vwoi50SHSeg6SiKjqCgLNDdrNvH6fHxQbAP7KCD/p48eveUKwvq3AKgelRHDOanWf7Rb3ROUrIxH3aOYieGRlew1NVsXtvkF354iSF3iC89EzM2lrBxAmYuXtoaqLF1W7bdcqHTjSgE3p8M4NMz85SK5fGhsvrs0sx+d9tkmXMXBKenU4rKMD1f5Z9+UvDOW+p88C0N1k8WSNKAdsej1XUyI5U9KSFNBEkWtYzOZChy6jGQIPZA+8ZgvvZ7+99kDjmls15L247mqBTPiQn8CM+NqHcjnj8k+cNHK3z+2VG6aRnP8xj1BFVPU/IMRd9Q9PrgDnyJ70v8jJrYwlCmTGQA91xb+Tw/bXjm1SJR7OKXzOsSzN6u2OPg1pIQxQrXdXjwtiafebzFyakSnUAQxoLQNXgJuLHGjTRKyQw8Ailkf7gP12jsWlL0HVZVO/yfH2mze0PIpx4t88rxIeY7JbrKw/UcCkoQSCzQpQW7EivBbi3H5pqI3Z+70qOc0vR2Ziny3CMvxNGbbJBmBb04gSgxhImgGQoaIYTGUKm0+QsPLfGumxLWViss1Ao8cLPm7OUyF6YlC8++5n50/e2fbTYaN7bbzfk/cQRfvdqTU1On7njiqeeHLi902bUx4X1bPU5eLHFxWjM1n3B+vspvfrnEF5+t8aPvqHPP3habV7loHVBrBXRDa4y3fZOSRFuA9zvc+242Jcnayt4AzIO/y0GdRW4pB22gKY7K6Igf4aiYeivmuSOCj3+zwqP7h1iql5GFgHJBUXUNlUyTL3qGgkcWtW3kLviSwFMEniDwyBx6OgO3tp1IXoJyQk5NwZV6YBPmrNn32sJJnorYPshMSdCSKHJYVRFsX9/h8KWEduwSZjO+vcjmJ65Ke1Kqyjvmr+nMGTRGpakkTq0//Acf7PCu25f59mtNPvFIhVeOV1hsFqlJj6bn4CuBL+379oTBk5YqqnyXHfjaj+Jm4Od+xbYXuXMDF331KB9HESfQTSTNSLDcESTYg7Luv6HOj7yjzepqwMLSOCfOV7g863FhWnNqqsv61S12jBr2v/rk0HSNO6rj277Jf2F40H8R4LWFOT8J0//QbJwv3bBZcfCsotFusHezoVwYynzWMUXX4fLSOL/0yTLbN9b44L1NHrqzw8ZVPmFUoN6yJw/EscomKvUrlP2M3PQ49rXAFlKvBL3UKGG7Uqx539IRJVNcN6YYxDgyZr6Z8PQhh288V+Yrzwwx1yghggC37FJxoOoaiq6m4JLRDih4Irv68qX1igs7m3wQ4E6C5yUEXoQxMU/s97k4XWBsROD2lB3Rb/Tt7dO20z8HuJXTXDauEjx4c5svvRjRil06sSBwDV5io3gY51bX1HLwnsohV9AUe9nm67xhIUkcCn7IDz7Q4R23LfHlZ5t8/bkiTx8qM1cv0hYeHd9FORJHCnwpcYU9htGRJmsYyRLK3jMSKwCvxGBSalY0N+eefduwIujEsNSRdJOEjWuavO+uZb7v3ja71zk0W8Ncnhlier7I5VmP4+c1V5Za3LCjxZqREvtPuqzrnC1t2PmW/2DCmd1A508E8JdfO0ar3Wa53mDdOOzZ6HL0UomxkZC1qxLmay5RrDEmJXANc62Ac1MBv/yHQ3zt5WX+zoeWect1XcaqJdpdnyhySNLMfGXkSourMP0OE+gBOefdSmgb3bN2K/s1RUndTyCDmG6YcnLKcGFa8UePDfHNVyrMLZcQboBTcSkqSdk1lB0btQMXAteCO3DtTEJrM5UDl8j+uclArnsg91zbnnb2qubweR9cF1f2RzX0JksNENFBX0eazXFJUjvO+frNIXvWtThxpUgnEBQTgR8bQpWrTDqL3rmakkuQfa7S09mz3SFNFUnqECe2h7IQRPzou7u8764a33q1xR8/XuTC1YATV4tENZ/Edwkdhcz4vgW3wBUGR2SAz+0QIktIe7Jiv3M/twfnO0ui7VyVViJoRgZHtXj3LUv89Q/VuHmbQ7db5fJMmeVGgaWGz9ySx9wSXFmImRgPmRwJOHIhQBMTh02WZ47QLfyXj0j5jgAPW5dEp9v9ud/9+MfH2h3JxTnJhtGY1SO24CCEIfAE5ZJDqu2ND9yUqi+YbRU5eNbnH/yngPfcvsDf++Ea1XKBThiQZPNMLMDFgKnErKArVtvOE838Z531E9poHQSWZydJysyS5rEnXc5MBTz9coGrSwXOXC2B76NKDoGjKClDydEUnazC51iA+y4ZiPNLZpfKAE7GuTNwuym+a6O358QEQcT5eTh+oYgrV8qDPYoy8MD7pqVMSdHSznZJXPZs7LB9os2RcwntxKUcC0IHvMTOAlQDAJdSIKRcEcl7NKXn/BM9zd3Oj1HEiUsYuVQKET/8zpC3XN/gSq3Oky/7nLvs88j+ElcXfdKOR6ocQk8hpO3Il8ICXmVWZCcDvcppykDVtpdTZ9E71IJOKmhHKcNBg3/4o9O859aEsXKJmfkhlhoFGi2Petse51hvS7qh7bNNEsnVBY9uDBsmUoqB4vz5k2NvffAnfu7oqau/dt2ONea/C+BHD32bJEk/2u4sljasThgd0tRqMFJyqfoBU7MeqbaVyErRltl91yoQZT+lGgjOL4zwe9+SvOOOi7zn9iZKpnaWiVaYbOh8P4oPdJYI3aMmOddWyn7vqAQ3SIhTzbnLgiPnHR7bV+DIBZ9j5wIaoU8YBeB6qIrllkUFRUdTcGwvpt+zCpCNOqPXHOBntMTzFJ4nswVg+tzbTW1l0U3xHFswMjpidkkSGt8WrqR96LnC8EYWVPvQxQoaESUuAofxkQipurRil7Yj8BODF/cNY47Sryuv94X2bNhR3ltpchqUTwJTeK6N6FHs0u56TA7HbJgMuXVLRDvq8KPnGhy56PLYSwGHzwecuxQQpy6pr0ilIhbWS2EXl+xXP4VAZtXOPDPIAZ4Yk7UZxsi4zb23zvNj7wgJo1EuTg+z3AhotF07eL9rW+C6of18a8Zc5hsFGgWBrzRHLjusKneplJZLT7/w8keFVL/23xXBX335YdK4ppq1w6LZVgg0jYahWjZo02b/iQpGQ7EAniuR0sFzjR1YGWnKBVvh6ySS83NFfv9bJR68dZ5CoHETl0Q7GbjFIEuxg9uFTTJdN7UURRri2B6cJIXh1BXFpx/3aUWKg8d8zlz2WWh5hKkPjgfKQVUUvpIUpKGoDIGyYyg8lYFV5XZZYat7g+B2JV5GS3wPfI9MNbElczuLPMkqojGFIGJuOeWxF8rUmz7DQwKnl/z2QX7tq9eNNBBhw1AxNqp4111dvvVKh0v1Eh1XWprigJsY3DjXrHMJNbVyIYOzTmTv79DGWfF3pGlige4oXFfhJpa6OF0P300oujFvuT7mzj0R3//WLqcuSw4ec+nEik89XuT8tAfSjodIIwctLdgTp7+aBXJF0mF6HzYBHVP2WvzouxooWWR2YYir82WW6nbsRDcSRJGVDOMElCPZMOmyYW3KsYshqVZUSw6+5xA4mv2HT4q33X2d+vojjyTf8+53/7cBXBtAVX/z1ePpDddtjpAiwHM0oe7y5edcWnXJ9rUaKQR+IBCojE/aAY5RYlg1mlIZblCrdXnuOZdv7XN56O1dZBTjDvJvI6ynIvc4KEOjDQcOOCw1BIUA9p0I+OqzAWFih+hMz3po4RBrBy1sq4rwFUpKK3spQyA1vgI/L2g4uRcjL1cL+9XtD6y04FZZj6boRW/P1XhebtBKe9Hb82KUinjyNcWXXiyjPAdfWrlt0CL7nSJ4roWnaa54KLpdl/fd3eErzzf41BNDtJKAUsbD3ZyHx/Rk1LxbSOTlRfKCiuwtop4+rnVPe0+djLI4DnFiawVxbL+2ZYLrpAwHMXftTLlzRwIy5Afub9ONrXfkq8/6vHLcJQgkC02Hg0c8Gm2FyDXRwf43yN6IRsaad72lxX33dmm0HF47I5mZ8wkjQZRY/1KaFXwEeWVcsHOjZu2qJl9+pkC96bDk+iQm5fY9CzdMjJZ+U8BP/TdF8HarQaFYrvzR5768c/8JrcYqMc3Y+n1bLcXMbMDW1Y71QxesLpyPJRvsGyv6kveu7vCB+2dpdkKefM3nC08V+g86x3Q2K8TODLFHiNRaklcOezTqDlJJQiMJtYMREoRja8rSQUiJIyWuFPjSEEjwlc5OajCZtJZ/T+ZitDNYPDcDuSt7M8EHwe279lx46zzMI3g6cCX4TowxEVcWPKIwwB+SeHnRKt+yB6uYuaJAv7zeB7mdRxLFLsNlxfqxCE906SQ+nURQcOzcxtzOkFdse9ZiAULI3t9lMrpiEGij+/MH8wXV65JXOCrFcRSxSnGUg6NSIpWiIi8bM2GvtWNplgul7NrQJTYdhGNoNODlwy71ltXCVziy+ss6+5VhoSH5+78+TK1VYX7eYeNwRMFfiUOR+fl9T+E4itnFgG3ry7z/vi71Vh2MpNF12LUeNVZq7bz9ng9Wmo12o1xZmXS+DuAzc0s4Tv3XTp87/cCWyQjBMOEStDoQCLh5m2B4SDFcFpQKmoKncV3dE/eVMnhuSqkQs3Zc89bbEx5/WfMLv1Fmuelne7akl4b0bkL+vcQIgVbClgKF7DnUhJAomSc64EtbgfOk7slZ+bDJ3GvhDoDb7XX0ZC1rWVe9betSNop7NrL7AzbTHOieo/Gysr/rxvh+zOUFzSe/VQLHw5Win2D26Il4XQTvgzwfepnzcDt+Lopd/uK7Onz56Q7HZsu0UpdiIvql9V7l1+54QvQ9531rq+iPSdbymlMeBInWtsrsWAuAmyqUSnv1BCu7ZmpV9r2dpaIHFC6NSDXDgeGhu3R/xorI1f48iplsfWuE0tRa8LVnSzz24jCTkz5pN6Ec2J21r7dn89q9lCh2iGNFrTnESKVEybFNzZ2G4JUjTQrlEw/MzVz9tVQnf+2/GsGffe5xpJReu32VNavapGnM7s2CMCrQ7bogBIGvbYtWVuxwnX4i6Doa34sZKnUZq9Y5fSHhNz47RC0qkRZ8kE4f4D39Ni/nZltsBmDImo57SYwtQrgicwpKrGylskxemp7VtmckUgPAVvROcci76i3AM3BnCafvmV5Lm+fpgcE5CW4WvT0nRsqIizOC+UaAcJzegrtWQenRr/5j70l5fWdhnggqosRltBKycbLDiZmQTurQTcFPBW5qcJOMhyf0il79oKns3zQwI8bSIbnCJ5SmAu1IUp3ipJok87o4SuNITazUAMDzOkR/IlYO9Hymyor5KiIv8JheJbOniKmEkhPxsx9ucm6uzrmrHlo7DBeg4Fg6aZ+htruvKwi8mHorYXbJ7lCdSBOlIWPDMa1YcurCDJ3oG549TOy/AvC4dQElBZenEp49UCaMY+6/ocON2xN2b/JIEnojh10nyTpE7Mp33QTfTQj8kHYY8drZlF/9ZJVvvTxK4hWQjosU8prtOzcjmZ60lDfByux7iR4oGVtpSor8XJ0+JVBZ9M5Bno+IGPQ/uyvAba26rte36/puxtFdbSN31iSRUxT7mS3/Toj5+vMFZucLuEMKTw4UQQYVlD7G+xF8QK/W1xR9uqGdYPvQPS2eP9SlkQS0HYdCoomUwe3ZGlhRSRRC0+8cyg/NFCukSa0VWmtcLWwbYSoyY5rGSbO5KbI/HCivO/SlWtOrTawENz0wiyyC9621eT3DLhjPcXnHrSH/91+b45c/mXDs/DAz9QDfdSi4dgd1hN2pvCyPChxjJeFUsHVdixt3pdy3N6XZCVhqGA4cvdw7ruU7Avxf/PZXmZfBvSw/f9uO9Sm7N0K16KGFYu1YjZFqjSTNtjCZZltX2lvlF2YkLxxxCAqaE5cDvrWvwqnLFSj4FB1p1YsMoEqYNwDA4E2x3LUH/rzKmZl8+uVjk0lm/W3bAlz0ZTXHnsbmZJ5qV/UB7g540b0e7x680kw96XNvz43x3IiZumb/mQI4Hk5GTxzZL3ysaBYYTDJzy2geyXXfH57r1XHscvO2kNFqh/pykXaiKCpwE9uVo1Jjr2QQ4BmYen9TPrYjB7nAZH7tfDKYq+yRJIljm1ASmfldBqZf9SwRvWpz/2tepBPZc+rvVjnYB6rUGcAj5eIlHm/dG/IbP7fEoy+3OHHZxwsUzx0pcH7aRUqrDCktcFNhdy1pG7W9RUX1apFPTTkMFRNcF3bv4LYf+7Eb7v1HP/fp55yRj70xwFcPSRxHf8/hy/Kmk+cjHBnx0J0RhSJcrYV84jHJfM2xLAMz8CFsV82leYdXT/koxyHVLtI4lIuCwAFfZCb7XB8e8Cn0nv/Az/0/tw8SybWOwixyD/BeJx/wI+kdO+j0mivsQ8ybb11H4uWc2xkEd95Fk/acfD2a4iQ4Towg5uFnfZ4/Ukb6Dp4Udv72gH302kLPIMoHE81+FLeJZqoVna7LXdd1eO9bmvz2w2Wi1KeVSvycomSnwvWMTUIjpMyi5eBflUuGA5zc5MOT7CgPN9UoLUiVPQszj+LWCmGQQq2gQv3oTQ/gvU83+H3+DLPf54tFKY0KUzy3wMZVEX/pvTFad/HclNdOt5iat9ufbW0TZEf04iiYr0ke3VdmqpZQKRjeurtL2PEoF8ZvOn8q+J4kUc+9YQR/5dhV/KDyriMHvv5Dk0NXcTcqTl0s8/BzMY3Q0OqWubpgW5DSrOyaZ+ZpRiyVgtGijbquzDpIspmAUg6WdPsfnt6NWLm19G4erIzqKyyb/aE+KxuNRf9rRk3eCNyum0uF9OiI1bn7vZuukzcc9OmJ68RExPzxExVS46N61cv+Qusnl6KnbKzg4NlpxHYEQ3YaRSYX2mTTQeDyg29r8wdfD6npmE4aEKYCP4UotVFcJpknJIuQttSiV1KiPJKbgfkmOfdXBu1IlDYW4Mqe06OUQAmJVIO+INmvNPeEIfOGz28Q8D2ACwaSVOurabQCXNdSJCk0O9Zqdm8w/feaVXuT1BYGO6Fg+6Qd0dzqOuikwKnLhujyIhPraj90/1vf+ZSJz39LuJtXAnzDWBfPl9vmK62tp+stbtym2b1hiIOnh5hdSml6mlWllDixh6xG2fmTcWpIdD9hsmUGMxC9+lGtZ8RZGcx6N2OwYxux8l/pL4q+W20wUubjD5TEnlYs6Z2e1rsyYDvKqieu8wa0xMn91yvB7WTgdpwY343Yf0Zy+mqAUa49AThfyMIMLMD+Cn2dYpZdNnqvnAGYKypx4rJ1TcyeLS1ePFUgVh7tVOCnBicFJxGZFyTrwklyHm4j+eBttjRFXJPc9umRo7KpBml2BGGaLdZ0wPSWUaH+NINBcGcPbaCppf8G+v9e78+RfZrT/35gZ8udllljcpjPsIxtj0GzI5hdNBw8lxCbiI3jTY6fS7bu3K23tdriW6+L4GF7AWVaXLgaYmRMtRwzXBa4rmJ63mW5qbIyqqbT1XQiewholNjzFW03Rn8oT3/7uqaX7xpwDx4u+p1+t6LRlYEo3qMDWeNrBmwpr43gMlMI8uidyYau7TC3P/fHSeTNyTm4LVXJkksnxhDzuSeKLC4WEL6DJ8HNjUfXHPq0gi2s0MHJBhmt9HH33H/azuAeGxF8+MEm+89UCNOAdupR6HHSgb8vMQO7hgW5ledyZUH2RyT3Fpbpnc2TalBpH+j9/tYBA9WKyM3r6Eg+tLMP6ezzDgSrnKtbGmVW7Ob9e5EZ0BLRG/LfDiXtLrQ7JpujnjC7nHJm1lAZEmyYiBkttpm6ukwc982FPYDv3/dlpJS4cR3MEDOLDXZsqBH4mvFqiaWGz1LdpdZyqLeg2da0O/Ys+Ti2o8Pym2WuDcXfYQszGZoHp8P2CpzfAeSy91Ws0JpXRPDeqDbRa/PKI7jn5AOAbILVa8J1DK47ELl7XTS25c1xUhxlD6o6dhE++2iZUHooqWz1Ur0B7x6QCcUbfXYGlJTB6K1Vj6aQunz4nV0+/s02h84ViJVLO7E7hptaG+tK+pcBPXOdW6DrbFGtPLfIaIGT9czm+UqqwUlF1mXVty+LNwL4GwSl/nPsqzff8XXNn5Mb0OxYO4hiQScStDvQaGua7ZR6K2W5qVlqwUzDsNA1vH1TSuCU+MZT56ns/wJa9+VCB+CFA9PcdeNk8Vf/1b/ffPXqMsvtLqvGuxy9HBHFy2ycaDA6XKDTLbBYKzK94DO/rKh7knbXnnmTJLrXW5crBPn/2Q+Zr2zTvyFmgIsOgnzwZl17T1ZE8f78wcFJVrZrXw4MuOkf9NoDt2N6EdzLI7bSWUTPo3cGcpXTkwTlRpy+4tCMMt+LzM1VK3OMFXMSB8McrODD5hotvCcX6j4XL7mCnWu7HDodkWqfjvYIUoGXWPVIZlTFTooVveR8MAG0x5PYSH4tF3eU6I3G00qgpUHq3LHYH8vR2yFYSUMGp1wNLloz+Jx7wev1A5zMwD9Ps1PekkTQjaHTtcP0F2sJM0ua+ZahFacYFbNhfZfVsaZUgF2bIdY+O7dv3Pyu7/np4q//yg+1hdhkAZ6GU+w/vPjOyTUjP99utFk1rPndh8e4vLAKiHngtiabJyPu2NWmWmizblUVIcsgHJRS+LG0M1B6HdI5YM0AkAdvgk2uDP0psTaiZD/zxlE9B4pVU0Sfj8v8YQwO25T0BwmJrMiTVzRtIcdSkSx6XxPB837OvMBjT2SLWGpq/p8vlFnsBAjftfRkQKJcWTp/faS7NurlUcvoa9SUrHSfJA6VosPPfLDJt/dXWAw9IunQkRJPClQyQI16kpzoz45B0/P2ZYUQY6wqsVJZsfQu1TbBlD2FZsAVyet34vwZ6cGdYeDnFc83+30/4l/775NNr7UH0EaRod1NWFhOuLKc0jURYxNdHtrdYeuqlAdvFmjtcWXB5WsvlJC0uOXmws/PTh9+LgzbX+5FcN0+Cni06+c5ejamWgpYP+yyqmjJ/ZGjAS+9lvLNF7pMjkZ8390x1YL1aGAEritIE5GNiBgcSt8fF2Gyfry86dQMzEvJm1B7AB8Yj9w7kmQg8RQ5wOW1UTwfKNmP4HnHfg/gKo/cNlo7rrmGluTUJCtgOYm16KoYz4v4oydcjp4tgHSRUuLLvh96sKOlX8UUb0zP8kVPX7rrle61sODWtuUsSVyu39rm/W9p8PFvBmjHpyM9fCl6zRX28w9MIWCwZcyC3GSR3LoNdW8H6SWdWR6jjf0z0oHdcXDK2ApwZ+tGD4BZ64HkecXvrplnmGMivwe6n8vZo8UtO+jGsGFtzPvuq7F2BEZLBVrdIifO+3QjSZRodqxNUbLOsVOXOHq+BCbsU5Rq2VAIDGtGNdvXKobLRXxX0OpK6k3D5nZKvSVYbJSpLxn2n1Ds3eyglB2f4On+QaKDH1b3uN61H3TlCQ3935neB+xPkhUD58uLTHYSfUVmANj5QKE+Byc73CoHuOXcjqP7UdvRODktUX3e3bsykAd+xHJd89WnyizUfQgy9SSzDUi5Ui1aycGvmbM4EMVMtpUPnqaQg1xn3pQ4cRiuKL73gTZfeb7LYssnVg6dNFtgeTd7j0pc62I0/UhuwPTALXt/tzECLbPnk+UzUg962sWKQk7+p+Znfq0YrTwwdTZ/jnrwe9P/3YqfB3+n84lohtGq4rqtAWOFCeo1l/OXHJZbkkYT6i17/KTvazw3YGSVx9Cog05TC/DXjp6iNDS66ejh53726Ol56qHDqlVLbJyEguOz3Cgyu+Sy1LB8CGMoFhRxAsXAoFyz8mENbHm9VZsfEJUthP4R2/050/l8jJUzMgxGmx4ILMRtGM+7WOzMjjy5lL1m3MGJsr2hQgPg7g3jVDnI+xOw8qQy5922iTni/AXBqYsBGh8hnZ7Bq+8eHIzeoq8e5ckD/ajdW7M5RcnoickoSt4IobVtTsA47NoYsXV1l8UTBXTq2SieioHm4MF5JiYr2/e/mkG60ovmAqNkL4JrmQWnPIHXg4u2r+UPUqwVwM6A2TuwoBe4MsDmM94HBv4MHmiQAz6npkoKCj7MLwW8eERijKHb1Sw3E2aXNMudGD+I2DQZs3pcYeIZbt2982dvvfn+Ax95/9ELzprRGN9vT25bm7yrOTVDGpd55jWXLzQS7rupwUceqDEyN870QkCzY2d4u67pNQHY+dIrQd4rIvSy4rxHEHTa51nWtpkfT5J7MV5/cwa5Oxk96YPI6t5K5BG8D241OL0pm6zq5jbaQZD3wG0jdj5TxbrrbGFHqYSvv1ji9HwBPBeR0RN3oNv82sj5Rnr/G3FwzesPfupZaHMbbeSwZSziobvavHysCNojSTMunmYLTYjMxzMo6wmSJE8JzTWcPH9m2n6IXmJoo/lgl/x38rTnR8r0nll2UFiqdX90Xx680j6wByee9SN5tltnK0iI/sSsODG4jjWMtTsp08uGK7WQH3iwyQM3GuaXyrx2xuflYzXWbFHvGl+dTtbq4oKDtnltmggWlhRp7DBR9nAFvHY8YevqGe7Zs4zWo5QK9rhspbIDjZxcSuqnxNc65HJNM82O7bCAznRObX0QcWJ/l6T2fPQkAantTdOi79sYLHj3k8y+giKz8WPO4Ezw/Lz27KyfwUmzvYit7GU/Uz96u8pG70Ih4sWTki8/WaLT9aHoWGtsT/ceND6J1yko35GDmzfe+fJWtkEbbRy7DJUdvv/+Lt98vs2+kz6m7NHVLn4m7eXJptACmeZJ5iC4szklaR/kg9HYKFCAkWSH1mZ5jnl9wpzvQmn2nPLjS/KvdqiPbYDJwZ0MgDwdoDL6mtxrxWAomVmEu3ZKljGGdggXF1LuvCHktq0VpmcCak0HVxomqholXdJUYozC6XYjHBUxu5Sw2Nbs3qrZszVGa0GtBdVCgWbHHkfnONo6/NRKt1lvNEcvWZIrJa9sHkqaTbnqVahS+3OcZLpnIpCx3RKTxG6HWmTP45qXHEgye2X6fGzywCg4ZyCC98DdO6te24idJZY9sGdDg6xyEhLHCd98ocixS0XbPSQVfk5PVtCCNxj7vKJIJVZycDtntadJ6wGakl4jF+aFn90bEt59T4uDFwqEsUsiFG2hcEXmTUnzamqmpKQDO0qaIbU3maVPV5Qx5BKiUtmiEwZpBNnQ2NcBvLcbZ4COU00S2zODksRG3XwOStLbmfMI39/Jc6o6qKbYZ7xyypZSNj1OjWAogGajxNeedam3NFpHaGmYHGsyXO4QpwkQ43zysw/jew5XZhocOlXmsYOGKO6CkIyVPG7ZMgpaMjESUgyi7KQAC4qePzgLq31Tfb8ip7UgTvOu8bzxVfTOWowTQRxLImXP4xECiPKSb19x7TGUPCqu0L8HLpUDPPeCZ/MOlekrJz2KojPAp1kUt5Sk/zXG9yKOXBR86/ki7Y4HZRclbPR2JSum4L5RgpknxFwDjtxRiOkPoxxsSjArzFcpWivbCV+JePfdIV95usvBcz44LpGWdLT1ivetyAN2iTTn4f2bKOiHyn5OoDOaIlBGYGQmEkh7dtJgFM+pRapND9xRbIt+YWzBbXdm0xvNlqR2mmxvp9ZkzRf2a5qpSPmOnc9gsf5+6xX3HDu+Y9OEw55NDjftqDE61EQIQyf2iUKPxtw+Xps/ASQ460cWcR2Bb1LiVoFuLHp8qFKQDFeknaFdiBipdCkGIUrZKf1KpgweB21M3qmTeynsSbhR4pAk9uf+lR0mmihix+DE+RgymSUiGYc3WYI0CO48emfRMqcksse9B0YDqzxi9y93gJb0rzSL2mkvertuTGJSHn6uwDNHChA4IKxz0BuM3uKN1ZO+q28luFZE8Z4OPCDXrXAYDujiShF2Xd56fZuH7m1z9GJAkrik0qGbOvjZbqZ6PpKBibC5+jTwfR5CyImfsMBSg+8v84cM5jz9950ljdpKenGs6UZ2nqIFOdkJcBCn2LNQUwhTQZgIQi3oRhBm/D3NrAW9xgUBkkwVE4JASMqeYKycMhQZlmtw7vII86XhjNoI2l2YWkxpRXXbAPP0AZc0FVSKsGVDSCmQCGkYLoEjFZVSyprxFsOVBu2wS5iGnDgPpy71R/jmhRvfgb07Ejas0kShxFWK8VGJTn1aHTt0Jkpc4tjJTspV2bnnCjdSCKHsOe6JRCQDBHEgCvblwXxw5xuAW7IS1Hm07g3O0T2KYsGc/9wHt6PsmOUDFySffaIMeFb7FgOVy7xN73UVTNHLFnq6/bUcfPAyGVXp6cdiQG2S/fK9tgYsrR1+8G0dHnuhyyvnfFAxsVRZFLddTiq1+17P5JYOFIHS/A2ZHoh7iLqmftw7wU+KTEm/piItrAqSphDFhm5oaIcW4FFGOy2ooZPIbC4KtLsGYyJGhyKGgpg4Tli9KuaGnSGB0r2CEAiEkpy66HPqYpFIeFxc9Gh0JI0w5fyMfZ7D5QQhbI/wTbuKrBqVxLHGuWl7l1QrKoU2y40aj7xqDzr60P1dbt2dAglHLyW8dDrl26961NpFjl3yOHXRh8G5eFrjOyl7d0ZsmQgJuykTIzH3395l+2TMDVsEVXyaHZ921yNOHJLEziyMEkUYOgjhWXB3sgTzDUYuiwzcg37wHv9Wfa6Wn+7gqHzY+7XRXOPKQZCnfWoibWk+ThOe2lfg8BmrnCDd/oQn2V9Yfd49OCC+Pzz+WjllRWK3osq70sraB/dAz6ZSRJHLdVu7vPWONkcvFeikLlo6dIWLm+ZFp+weaQtoKQxkIEcISAeTzoECWl4gyvOHXjWqD/KeBTh3MSr72aLE0Opqml3oxLZJOkztNKtOImhG0A4THNnl1m1Ndqxu89bbu0yOpHQ7kg2rDDduT/GVzT3MQLHqxKU2Jy/XWGopntxf4vJikWPni0gjufO6Du+8q4OS8PShgP1ny6xashOOneu3RLguLC7D+akRhjwXpSBwZ5lvLvCpx0t869UqczWfbttHaAffh00TWV0soxKJtsNdTpwXHD5lM2mjEr7wQpdN423edXudD9/fZtvaEN8L6HS9bIybLWYkRcVQOULKEtMLBcLI8jbTDyArdOVeQnfNuF9nAMx2lHIG7F4Uz9USjXJs/+EKiqISlLIdO6enBZ/4Zpkw9qBkpUFP0mtN601cfYMK5n+tTD84RrlPS/rJprmGpgxG8ShxKQUxP/LuDg8/0+XkFReUvZcdIXE1KG2VKJFmUTzNADkA5hxCAkOav9nBxTiwaw7mQOSfE4HCDgBNYsNCXTK1LOimglhbz3qYQqQhjFJc1eXWLTV+4IEa774tZu2YoFx0kcJDpw7dSFklL7ULumcOAyqB5v69CYaEB2/sMNdo8+irDp9+rEInLNNoFFBSMFIQnLoKV+ZTOyXXDP/lVWcuHfsHl84/we3Xh7xvRBIlKYcuJPzuYxO8cHiIguMw7gnKZTvhNF/ZdkIqveQg0ZCUrD880pIw8elEPscuVzhyscoTLy/ykXcs89Pf18Ap+SSJ6p1hGSWaV0/5PH1I0Wq6vRJ8f0SZ6PPwa8Ddn0mdg3qQi/dPfeipJ0qvSCyVSrLRCFYWdJyEyKR88YkiB87k3Dv3fecNz2YFoL8TB19BT3KkDJTpV0TynIcPjJnOiz46VWhlk81UK8KOy83bO3zwbS3+7ad9OqmDEQ6R9ugOyIZSZJKhwEZyBqiKuDai0wP64PuXIifm9h9KVp5kJ6VkpAKjozW+cSDi1KkAEzsYxxq3TJriiQ5/7Xvn+Njb2+xZ7xLHZdphwMy8S5z0Qd2zC2cChdaid1S7EFbuLfgpI0HIjzzYYetki8deNvzut8p0Y481wx3u2NXiHQ+84x9s37r3rzhnp85VL1ypvefxF2MOnnUpBPZU4oszBcKux03rBEWvf6yIPWDIPpBc+rHnrFhJKB2oaiUG4lTSimCxU2TfWcWVecHE2Cw/9r46SaI4d1lxdV7xhWfLfPvACLrjsnMyYrhiZwPmDcJCiOzh9K+VUXzgGI7e6Wo5yPvJZD6d1UZ5jXJWKigqmyl+6qrgM98ugbDUhEyKy3tK5YBy84ZJZp63ZT+sKJK8QQQ310bzXh0h94n3JUMtFalyMKniIw+2+dJTRY5PuSBj2+6mlc0RtEDprEE7tepKkkuH9JNOrgG8EPYZSoEd4WGsFm4y5Ivsc+e++oKvGa0mbFsf8Y47F3n2cMJXng24Mu9x7rILieZj71/m73ykzkipzOz8MI12gW7oEKfKnoKdiqyqLbOaSDagKM3myuv+DmL/bk3gp2we6/JDb+9yfrZDokPKAUxUGpS8K++Zn6PqTBS7eJMJ3d0BM4sF2nXbwb55TFIKbOeLyttwsg+pdW6Gsafqxkl+opoY8BPkfgQ76arkGaLEZWa5wCP7AoaKhtdOuzz5WolzlyrMh0MEymdz1XrMu6HIRhTIXovToLe8D/DBOSSDZ/SY/jD8nLIoPRDVB5WTZEAejEllwsPPlTh+umC7Igaid885OEBP8qS3N2E1B/fgrv8dk0zRUyT6pivxhkqKTiWp6vvFw8hl99Yu77u3xdnP+ETaAa2IU0lXiJ5fXAmIhcnK7m/gV8nAnNIHuhb2vQhjLLhNv1jUy3+U7Yay5xVpjPbZNF5k50N1PvqORc5eNjx90OO10y7vurPNZFUwt1hidnGIWssnilTfdzOQe+QychTb09es3Ng3bOUYUBJ8N6BYsKdtKAfaHcGz50ps3VpgbFTglIspIo3ZsiZk3USRJPUp+ho3G19i8u6KND9ywyaAUQJhCJ0wJYw0UWLFfn1NUSbPU1YlsH5Nh20bF3nHrR3+zR+UefLVColfRDslqoHDRFFTyE6jyMfAabXy6O7X9WQKrgE1Pd7d5+G6N+/DUpIBcGeTatUA9z4/LfjNL1boSheUC9Kx07IEfefgd2ouzqL2oKX3v0jFe3Kh6F22nJ0/eEmq9Yque8vFHZLUJdAxf/X7W3zhqRJnpx2QlqqE2sERAlcby8eFPRxqpVc983qnkGbfa20suLNLyvy9mQzk/YS/d9Cush+iEylqrQJVqakWBffsbXPfHU2+vd/h3/xBhcvzsHVVkW6nQhSrFSJl/tJZpTuM7fDNbmilxzjRli2kmSzZM2PZz+Y6djJwbASNNoytEQSRxLlwNaBRLzK/UGTHxpBSsYE2dhTExLDBdxTdyKPdcelmZ+/EiSSKJM2OpN5yaLQ1YZSSpqafh8jsTPSs/3G4Yrjr+iY374k5M21odyWRCcArUvYcRjxD0bXRdUVNYuU3vVXTG5Q/qKgMRHEpV2rfSq6M3iqf3KTSXknedWKakea3v1rhypxvwS0cpBRZcjnQWDzg0cip24rTHFYge6WCMsi9V3LwPtAH7bMq5+F5FJdWE7d+cZd1411+8v0NfvUTLvXYvucklYRCEup+dVPkVCVXJwarnnoA8AK0zBeZ/T4Hd3ZmNdd+OmPswa7dyMHt+LYn1BiqQULJF0xdLfOPXxnlli0ud+6EatniInd9iswekLsQwwga7ZRmK6HVTYliQ5Lp6t1Y0AwhTOwJG2PDVtXSWlDyfTZMaLZMaibGNU6lmDAUdBkJllmoS77+kubgOR9t4KG72mxcDbfvTNm12aXdCYgSZUvxqWS56XF2qkCUKMvNtemZnxyVjWPwoFTQjFdTXEfS7RaROkJIBcrHU/a0hYJrq1TWvPT6yJdjpifJDXDv11GTbDKSGrxyDi6t3m1/tpxbZtTE9WM+9XWf3/pchVBnE4CkjYReJg06A0N38kLPGyaW1xZ8ruEng/Kg7n0/0N2UzQ1X2vS+f51kKB0S6RI4CT/1oRanLvn87lc9yx2EQ6Ql3VTgkHfeD85PyaqduVswtV9t5LbgTkVGT7RNFrXpOzsHQ05+HEucSqLYIYwd3MjFUR5J7GHSBCMdHC8gSQxTszHtjp3x7Wd5Vj7zPK+IR7FhqZ5wbjphud23Y0epoNHVrJ3scOt1XXasjvieOxN0qjh4zuHZoxWOTyVsWdAUyuCsG0+p1QxHLntMzVfZMAobRg1zy4L9R6t87bmUO/Yu8At/YZY14/Zs9dNTTjZyq0itZYs2SgocN58eRTYlKhupXEwYqUQUgwglU1Jj0MIB5RI4goKj8bOxXXmpPR9h2LOd5icZXBu9B8rz/WRTr6QpPR6eR+50wC1oL8+NWaoZvvDtIsuRB47l3rawY6XB3kQt0VcRVsqDK5urxbUr9HX8pO+eG/RhrKhqZsmmGuTiWmW0RVk7beIy5KV84MEWX3q2wGJTgYzRWtIRyvJwbcGsskSzR/HSvuswHfg+j+g6A3c+NKg/sXZlQpwnhXFijWFhZlhLExepU6RIiY2hGcJiQ6O1LQYFXmpPQnZFrzFcZcFxqGwYXdWlSsT5acnZKy6JNmwca/Iz7w+5c2eZ6YVVvHDQZW7ZNlnfsC6lKDq0ug5X5l2cVkcRxpI1E5ptG1oWHMIwu1hkciQg0Q7DIz5ffx5mFj3wPPafLnDyfIHJIZddk5q145pySRH4+dBK7DF7vqYYpFSKMdVyl0qxi+d2OX5BcXq6hBM4lLKj7PyBAZm9EwzEwGD1a3hvPiJNXUNJ8hOOe0WdnkQ4qHWv1L0dGeMWEx5+0mff4aIdyZxxb5VNrnV6xR2zgncPlrDfqEyfe1GuBfxgXtGrZhqTSYR5E8hAonlNFFfaSmlSKqR0cLTDnddFvPf2Np/8ug9OBEKRCElHCBxtwbzyHJ2sYz7Fqis9Pg5CW6D3GlJ6eYEZaGjJnIF5fjZgv3AThyjxaHd9Nk1G7Njc5tDliKVuQMG1cT/RmqJvzz7ys2PdXU8ReJJiSXLLBskPboiYGF3m+MWUA2cEbhAxt6g5cX49szOjxKnDxbmE6XqEyA/OwrBlq6EcaJxaW3J1XvHCAYeC6+IqTSkQjFUctm8Q7NjYplCo848+PsZj+yaolhXDBVhXMUyUoejbYTq+S3Zuu8mOuE4pBinFIKFSDKmUOpRLLS7ORnzykWFml0pUh4U9TiQb2ZC3lfVGPwwc1TEI8v559H2ZsAfknI4MDo5U11IVS00cJ7aGKj/izGXBJ75eZqbp2e1HuD3XoCdgxYljK7b6AaAPqBA2aH+Hao+5Bugr+LfpzfR+fa/myrkpSupewhknDqtKCT/63hbPHQ44OydBKIyQhMLFTW1RJn//Km9vy4p0VknJKpM5mKXlw1KDyv35vc4b0QN2boHu5WexxHUcXPX/tvffUZZd13kv+ltr7Xxi5erqnNGNRs5EYABAUCIpUiQoWRavoqVL0dfX1/awLIcry7pPgbafLcm2bAUmUUySSFEMAJGBBpG7ERqxG51zqnjiTmu/P9be+5xqgIqUKOm+PcYZp6rRqOo69Z2555rzCymdnsvkWJ8ffWeHF/YvcmTOxrUUZBlpLk3zE0HiGN63lw3YpN2+xfn5Ech8Nk33uGpTn0ZD88CzMT//u5KKStk8kzExCutWCgLfCMizNGXlREo1SFHf894fGGu1ex9VyRnryi02UyM2KycUW9ZEbFp9niOzLX73my5PvzrGunHJutGMVSMZU03BeFPRrNvUK4pqkFH1NRVPU/VTqn5CNTDpv7VKn0atg7Da/Pc/dPnCQ5NYQUDTgVoe3VeEQBkjHpkb80hsW5pZuF04VA3EwwVbcBktVg0Yg0VOfSlmsJY7VFnKCImTLOH/+5kqf/hQnVS5YLmgHBwpyjuMrcwh04SmFv6HlAZDSlEeqge60KE3qByS1Q2v+Id1j3LQepU5octCcC98HpjxCGEMl1aviEhkxqPPuqRGVEkmFFqIUtJWMA7NEmdwOF5+NxJvaL8G/1ZZetFIKco3y6BNXH53zTLYtCZEE/L08x5LiQtIZHaB6Lx4x+d3PpMhatEPLdo9h6WuS7vtsXYKZiY6HJ5NePmIYKGlCHuSuXnF4VMWtuyzYc14Wq8F/9MarcPSkubgqZiuFix0EkQW47om4Oi5vQ16XZfNY5LRakbFE1R8ReApKoGiGkhqBbj9lIqXErgxvpcQeBEVv0816FKttLj/OfjCo2MkssKII6jauqzeTplXnxtlDqniZSFDGxIzLN9aDkaBb1jRD827lTXovY1paILjxtz/rMWfPFohjBzwTWtiBMWUlNhiuTM8+/52LMJvV7i/3ZhwWIBcVPHS6erN/AtTjZRDVTxVKGkRi5SgkvC+m3vc/1iP+3fZYCegExJh562KGOKMm5Fvkrcqw62JTDPS4q6pB62IkhmpzNsSmVs85CKVODG/tyiWWFJhKQulbJTl4noBd97U4Vu7z3PPbsl5USHNlPEp11nukGZ2KWlJHTZkvF5os9RVVH2LpcCh3XW5dG2HjSt67NoXo2RG1U3ItMVsu8JYLSJOYX5RYtX9mKkmrB4LmFuwOXk2odN3zWjMkoy7gnpTUPHzYFTP5Eb6rqDiQbAM2CmBF+N7MYEXEXh9Kn4Px2/zyB745/9jilOLTaqBomFl+FZW9uzOkG+3qdJD5j1yoLMse235xjX84Hl4a6mXzcFVmViQ4DgRi92Mux732XfGM3RIacZstmBZHMnwY7j6iqL6Dk1O5AVg/3aHzFKKd0EVu5AbrlOBlsYRVmqB1BKpddmPy3zxI6VFGNpsmgz5nrd0ePo1l6XI6PYyqYi0oq/N4keVWsusXPQkYqhVEUWrMmhTZC5WkFKTSkWizNix4HereBBvqFSGigZmm0utgLGa5j/+zBLxf4dHXxjnvK4SacWI1qUoIikUQYnJZgojTacv81Bei8CzOLdgU/V9GpWYS9YkuE6MFBmdnoVOHU6eTtGWT6VmY12+tcVzus1cb5EdGz2mR5q0u3l1UgZ0Vp5lY/JsBsFMvqPxvRTPTQncxFRtN8JzTeWuVbrMLvb4z5/2uGvXCEfPjVDxbEbsjIqj8Z0BuEuD+sJqrXyWQ+lixfq9qOTZUNUejvLOBn14sczJx4GmehsL5IyUz9zt8zt/UifDyg+W9vLqna/mS5cnccEhs5z2DGbhwydKM1VZPjdeJjpm2HEgP8QVwt+yF17egxfzcC2zHNiaRCuktkgSc3D+6fd1OXDK5ne+atbhSIVGEGqJLYThjBf9eF7FZX7gLN+geuiR5m/qXF+ZpBqZmulZnBQZ9fmdV2ZIqfJnaxDsKzJmxjN+/f9c4t5n+/zK5yc5Pd8gTB3CNKOWq4Ci2Gy/+3FGL9R4vSIYzMTNOI7EsSzT59vmYCkEtLqSufY8m1ae49TiRhbPaqzDJy3SRLFtlY/MamxeLXCcgc4yTc1p3kRtD5yfTHaNxnUSXCfFc4ytWcUPqfh9hOxxYjbiFz5Z46uPThBZVaq+xaiT5X13kVEpBhXcLip4Duz8zaWK3rtoR4amJEq+UdCghubdRWtSRHwbMpXxODl4Br66M6DTcSDIOSfSGNm/oXoLln0shwBd2FcYFyn5xjn4tynhpXc3xXw5K2fhZsEiSsV5qoVxm9IyB77ZcEotkalCCk0qNFJYxJFDtZryvlu63PN4wIHTpq/LkETaoQcoxPIDc1roSbPB6DAdKIOUMJVaCkjys0GSFFpUYdy1ytGpzHtxRZn8IAb6rKkRyY9/b4fxxin+/ccjTsw2OBkF1F1JPcmoxRl+nEc+OibP1FapOYflBDwhBp6K5EXEsQUjtQovHbKYWeuzelJgHZur0u30mR6XrJ3u4jp9Ai9CAGFsQWaTaps4NtxvMTR2M77ZCa4dUwkifK+P1hEnZmO+8aTFl3ZOsOfQCKkbUHckTTuj5mYEjlnJu2WiQr7VGjpUFi1Kka8z0FUOHyyXbynVEKFquEUpK3mx0LFiojjl/qcDHnohyFsTx3BOhMAVpnrbQ9V7Gf/kAh74GwTHOV9avHEa/qaLngudn8pN5vDKXgxm4mWbksocgGZcmGiN1GZXEfYd3n5pyDuu7XL8bpswVWaqohURijAfHVo5fzwV2QDAAij69BzkSf5mTYTBQJEmYcA9fDcrJl4yZyqqZdThDFMwg0Tx7mu7rJs8x5cebfP1J5ocPldjqedRcSQ1DwI7y1PyBoWtcKCNk4wk02hS0sQwXF1H4lmKiabm2qszVq4A67WzaxejpfiebEl83+FzbbphxkglIcsEZ1uwaqLDD741wndMSm6WifLkPrBViDg9n7L3VMazryi++NAIT+9rIFWA69lmWlK0JXY+NSlDWEU5MSknJ+WjYKxlA5Dn3O5C1W8+z017SlXOoDUZXugomaCsGMuJeeRZm499ukGa5UudPLXNleCprAyTerO+u+TADHFP3nR7OdyHFwysofn3mzEKC9dXLQfeMqk2LYDOZK5Il0idGZBnGVIrlDYjwyS1TMuSWLhOws/9SIt9x20e3a3Qwmw4U2E0nCoHt1nqDNopcpFBUgiWh4XLw3HruSG+EEXaciGWGKS+lQfu/G5VzvPzePFL1ve4akuXD761yxceCnjulSoHz1U4NeeZPYSSeXy4EVtkQJKm+G7MnW9vs3pcsLRotEZBIOj0JI70uekydc/mS+uL1mT4hbNOTfzS6VB+3yPPV+j06oxWzehrtpPwB4/Mc2ZxjpnRlDjRZLmTTxkrIjVCCZ56JeCF1wNOzAV0+j5uxSawBTUro5JHZ/v2UHR2mU859LBkSY8twD1ctUsnKpWhStHw8Jbyja3JQECc5HPvhOOzgt/+Wo0jpz0IioOljS0FnhyIiQvedyFuWAb2UtX/p3PBGcb3MsnXt+OEX2gjMXTY1BmpkIM5dTFRESbrvgiHSoRlwBfbrJ3u87+/t82hIw5HFxVoMxuPccxUJa/aA35KVhKzhglZCQfBXwAAZRtJREFURricIfLKbGgTenCozr/CsEFnodoXwwzJIaVSkphEOc/xuHRDjy0rQ87M93ju9XmeedUlleZwbOIRjQBBa0gSmBmL+PCtMS/vX8dCPUApGKkmtPp9Xjzs8d9//8gvWerQWcuyzDedGJF86K0Jvtcz63U/5vFXU5456PJbX12NpTRRmpGkKYlOyXSa//bMQkFrC4WN60pGmxCoDF/pMjrbZMNTHlSdZQDP83Ly5zIvpwxvLVyo9EAdf6Fo2LpQQPxmYoaYzE34va9X+eojVTLPAuGAdMqDZbGSt0Q2cK16w5Jn2CZiyGFLDBZSDFX0bzs0HK7cGCCbSp1TQ4XxKBnmhwtBPkXJzCNVpDIrK7rK1/hpUcl7mve9tc8rh1v8x0/aRHksYyZM9qg5cBYr+gEvpazGxQKr3Mguj5VhKE2iCKMdaFINyI3dkFh2lyrX+olFFNn0QhfPiVk1HrF6POG914dl0nWGLJMvjJ7XwlI2Ost44LmYx1/KqPqKquvgOorRuoXvQhyBNb9kiFJxbHF+MeFcLyHSGTUv5cARwZqmhW8b+VA/hk7k0IkFYZoNcXMFjsIkYslc3p/3TrZlnotU4cGzKE/FA2DLPL+y+Ps5uAuDTDvL/QOHQG0Ni4WXq+KLFsVSZmNpWQkP7nb41Der9FO71FmK/GDpyWwQJKWWHy6XtyjD3uSDSYocAnTBoVkG7qEPL9RiZlmWO1wV4M43iXl7kErTew968RzkIkOUvbgikRqRWqQyQ6QmtNWxE370XR2e3OPywAsG3GCmKj2hzBs3zSm+JVjzCl4IlEvriWz5rQlyz8I8Gyh3VhgkOBU/oyzBnabSWIgkBuS2ZWHHKb2+y1In92RXJtHNGLgKksSiHzn0+jZhbKLgPbfP264MmRyfp+Jl6FQxv+ijtYdlG1Kg1aiasVccS84vuJw6Af04w7E8fFtwxToTShTFmlZXs9jNaPWhHxfZPAIhdL4mz30shuL87DK6jwF47aEYP1tgW+qNlXsI3E5hllmCu/A4SQe994X2D3JYyGC8Bbuh5pc+UefQSY/Mts3BMuebePnUpMzfLFqTIbWQzJmOgz58OVfmT5WuiQE3/s1psjmJSeQgLiYpYiiFLf8+qRbItPhcIooFTGrGc1JkJKlCCkUqbJJIs366z7/9iSWe/FmXdmjuughJLCTdQgTBYJJiVD8DQIsCyMPKl/IwkbvXZprMhkyYqk02sMHIyH+eVJDYRqUTpxI7VuXdd0CpyMr2h/zOFsYW7a7DYsthsWMRxaBUlVqQsH2VCQvrh4qFecH5RdPaZlmG9cDLY2gkLl0mg0Wu3+6QphLbzvBdA7RMC5Y6cOJsAudissysrM1WNctHiIPb9sDOIfflLkCuzMrdti5oS/LkBcc2AhqnjBMZVG6nMMgswG0PV/HcBVYNHSqtodbEikh0ym/+cZXn9/lksgD3YOZdtieF/cQw76VgEA5V7mWCh7Kqv0mbwre/SsF6hnGQykeCYriKC0N+kvnnZttovodIZWlQn6QyH+2pcuacSAuhTSVXKuWKLTEf/cASv/aHkigpBviSSFj0yCt4OqScGgZ0+W8uuOFZ/llhqK9LAYN5E8uBtrQYf6ZFGG2R4iDL4jRIlCiwpMteP8sEYaRYaDkcO2Nz/Kym1TEtsm1JfNdQblMtcJ2Q7397wqppSRhprH/2E+/D9yu8/vqLvPDM19m4UjDaSLGsCE2CYycombGw5BMmVY6eNX2iZw/CWAe/6ME0QeYgH+RVLk8XLngmZeUucnJygJeVe6gtGX5YueVaCe7CDXZIW1m0Jk4Qc98zNp/8co2lXj6fzFuT4mDpDFdv8ebby2XPy7gZw9YRwzTfwSTlTRc9wz14McnI1TdaQJpl5YQjTQdfs6jeQkgTEiUy0hzspi+XCDmYj0thEcc2FU/zkx/o8OwrDvc/bYGKTT+OoI815FowZFBUOotlQ3ebbCC1u8ACLsv0EKW2MNkfOA0XLViiJbbKSJRAyfzgWr6GA4Zo8Zxl5vU+v5Dw/OGY2U6KFGZGIDTYSjFWl6wYjaiOvoOZjTvodDtYzZoiCCwaFcl4M6FeX6KXdth7WHPPrgqZ8Gh6sKJhMVILSUjohjZ1PyuTyqwhcJfSMgowDMX4DY8A7XwrVbYlWVm9bbtIXigCobKBvXEBbLUc3EXFLicmRd9tR+w7IvmfX6pzYN41t4i8NZFS4glyn8HB5GQA7OGPxbcFt5CDnnswCx+ah7+Jbu3N5t8iE4jMOK8WwNbkvt3ZoB83fG2TpFbOxKWR+RlAS0SqjGBBmHg+KS2SWLN+JORn7mxx5KzN/pOCTAhAooWgLxTyAmAvq9oluBnYzuUfL2uzMp3/WQaZYpD8MPCNt/PYQktlue/h4C5RYKdoRV0npV6J6cVdLNvjPTcIxkZDakGILUPu2yV55WjAfM/DWszohja9xKUXxVj1akSlEhP4feK0w2MveTzy/ASBbVG1BYEjGKkoLlqt2br+NIfnBMfOjjFe01RcgeuYyixl0W+ZXrCYIpggKJNRaVtmO1n03iZGxHDIi5Szb1+5hx2olnO77RzctkqW9d2uF3GulfFLn6jzJw9XTN9t5dVbKNwhvoldnCHkG/tu+e0qubiggg+PEIeAXr4Yw+AWyxU9ZKYNyQoOdj61SMkQejCVkNqQoIpJh1n2FOM8U7VNNTRrfCE1QpuDp/lzzftuiWj1F/nZX1ecXZTgmYNhiqCbTz2Gga0z0CorbZ51lqGV+e9lqkdBLbCGTETLN+9gkqLLtGVBahmilhSFasko68kps46t8VxzJvBdzdnjS+x8UbB1RYPt2kM0NIGbcvvlKd93fZeHXgw5dCylF8csdY17ljVSsxFecMZx1H3z/enb0yjiQzcXVmI2tiWYHku4aN0c33o15smXR5mpZgSeoFpRBK5pM6QURkEfmdgJncvXiui+IqPyTQ+TF4SwDip3YUyfXgDsNxEPLwN3jG1HJCR840mfB3dVTN9tF+t4IyL28mnPsBRtOEH4wuo9fMgcpr6qISrsMsLVsmnKGyu4zr0+luXX5KvnNH9TCExlLtqXNB36HsVBU4uhSYpEaIVMs9wiYtCTS6FJYgtlpbzjqj7vvr7DZ++1iBJhsj6EIMUuQa7z6myAyQDo2TCFgKHoGS541vn/l5FlqvQPXJbloygPzmEMYWT45UYxrwhi8xostm2u3yZ4ZE+XB170OT1nMTUisSwrb6EajDUTLt8qSFPua/WCM71eD/Ufful/8PZbrl5MEmvRs5IfsjhGpdJnoQvrpxVb13YZGznPMwf73P1Ule5ShVVjGSN1i0bNolG1qFcl9arEcyVJCmGsAfNLN1xuMyVxHYnr5GQtO8NxjPLHKDqM9YBrDx6G75Lm0domr3I42q/gdFtWko8HC3DHZDLh6485/D+/0+TwGd98U2l43kpJApnhS3AVBuQqKw/Eyz8eyrwfigYvgV3wv4f50cVh802q+bLUh6F78nJZ9eCEOuxO++ab0vxAKAZibSGHxnwlFyT/f6QZuo/VU7ZtjDh+TrH/mEJng2+SIUiQBtjF9rXgzSxbRA2BdbjtKmcr2fIfrDRBFOW/XeR3QZ1BuwuzCymtTpor6Y0nTDHDqQaSkXqPdtTntWOSc/MCmWmmxjvMdiPOLcKKFdsYH5345+fPHHz63e+8yWT0jNQWqfgOR4702P2ay2jdZ/3KjLUrFti9v89DeyxePVQnkA6bpjLGmzYjDYtmVVKrZNQCTa2SYKmIJ16E+SWLql9wugvBgsx1mqZqF6B28n7bsTS2o3HUUITfkCF9UbkHiviBKr5gCFoqLmmwR2YFn/yTGvsO+VApKreNEBIn77uXjwXfrHIvr+LD1VoNgVm+KbiHKvoQZrNBa2vcwfKKbXxJBvBeZqmmxdCfL1+ryzdpVczHeeXWarAUylsVKUyI79b1IT/2vha7XrY5kufDF//ILIMwkySZsWJwtcDVA8GHozF9dBlLk5Eq0NYgosTWIu/HhzMzJSDLAlCwQptVzdxSxCtHM2wB1UBQ9SW90PhXam0DNdZOCP7ZBxZ58cgsDz/vs+e1OmOjVS5eneHYfTQ9Dp7qkOmhEKrqyFVUAp9qI2DbunNsXdvlpWOau3fH3PNklaWWx3RDMtUUjDZsRmqKZk0wUtc0qjEjtYjp8RbHZ9vsOTJK1FH4LmWLUgSwGqrtANyDKj2UC59XaMcetjPWJeVVKeNJrmQ6eFaJYQtKs45faMNvfL7Gzhd88FUJboSFtWxqsrw1UUOHzGLMOXDLunCqUgRe8QawFwC/cGW/DORDR7ncltvMIpaVclFaqiUMTWVKjogofQfNwTLvwwsClsgdgPM2xRCkzFRFCE3UTbnlsoh/8kMt/j+fUix0l1GiyLBIMkWqJaEU2DoHusxMgUjNcs8E6uYpHnq5w9nyg2f+tQVIaSjRWWbumM1azI5Nc9z7guL42TprmpqRiqYXaqJ8exnGNt2wwfSox+XrWqyb7PPN5hJhZPHw8z5bZmzuuG0NK9ddShR2BwAX9jqmZsbuD7/10Mc8P/1Xjzyfse+4j8iqzNQVF02b20M1kNQrkmY1o1GNGa3HjNR7TI4ucny2wy9/YZSTJ302jZsypQpw5+t5Lwe3aUsKuq02rUfehpi47KIFWa7AsZQBtZkKmGchB+ocpRIipfmtP6ny8S/VaOv8FCuMt6CUopx322UFH67cA/u3YZFFETA7LEEbtCZ5P66GqnfOUxGiWJZc2H8P+Z3nCQrF3Dwbxlj5rshQQ+fUAQEqr+DInPg0RMLSORNQGsAnhTBCa6TWhjseayqu5qc+2ObsguK/fVbQKw8CGrIEhEUmTKRhKiShlCgh8HIxtqczXC2MIsfKzI6jCKIayuDR5Uhx8BpZyphKGRtA2LxS8nP/cI5/92nN3jMNVtZhLNL0o5hemNLpWSx1FOfmfWqnXBrVhOs2xyBiJuoxs62AE2dmP/bu92y5v71wDsgtFX/91/4jIyNW3GrHm7I0fc9IVbN5pcuKUYeZCYvJUYvxpmS8CePNlPFmxORIn+mxNqP1eU4ttPlXnxjltYOjrKpDszqQtfmuJHAFvjcQJPuuUdx7bornGMGE58Z4ToLnGoWG68S4doxrR+bZjXAs01/bdozK2xGlkhLc2JqXDjj88qcaHDvn5qt4B5QLysJRgkANKJiFznLgJz4cf2K4x4a2O5R7LwfhskUeZ/nnUpZAf7MWxRwoBynQ5Sy8BL54Q4WHwZtkmUJ/uPVZdrAd6tNl/rkc0m2WfJLBx76TMtFMefwlh7PnJZkoym7+0Gn5yHSK1hmxzggzSaxlOUkpQseG+/TB5raYrIlBe5W/lrZV7EFg08qEyzYs8sTelGMLLmFkoXOlTxRr+v2MVjdjbglOnpMcOy3Ze0Sx0LIYqwdUvfSzTz75yBM3v+17BxUc4I53vhfX9Xlu98PctfNJ3nF1l0tGi2Q1hc4UtqUJvIR6pU+92kGIFr/+FYsvPT5Dr1tjbRNGqlDxjLzNcySeK/DcYXCn+WEyxXUTXCvFcRJziLTjXBAc49hGdWNZMWQp/TRFC10iw1UZgZPHDALCynjxoMNHP9bkpQMumaNAWvlD5TzvzFRvQdl7v6EFedPWZHCQHAZ3kcd5YS9+Yd/N0HShAHBZxYsDmSjGZWZUmGVvPHgWC5gB0WnwvYyxZl4dS754Pj1JM1PJy8WPQmcanaWk2kJEmh0bY37zXy3wU79sXj+UBFLIBIFtDuPm5zEi5k5sEYc2Xcumb9l0lCBIc5cEDV5qHkXbMkhQ0+XPLSUoS+GEknZPMb/kYqkGF60SfO5fL/DVJ9v8ty9P057zGesJmr6m4iZYFuV0ptODmcke12xLmF51OW+57kb6YR/4+eUAr9VGcN2Aes1jpik4fKKCa83z0PMW77zKYv0KE2XiuSGe2+WRF1I+/7DPzucn8CyXdQ3NWDWjXpFUAkXgKwJfEnhZ/khLOwnPTYzhi5Pg5kA2gI5wnRjPjVAyohsmnDgPu/fa7HwmIErI/RJhx8aYO27oM97UTI9o2lrxv/4k4IVXXVJlyP1g+M9gOMVGxJC9sSUZWui8oTUpVfPFY9CqXKicL2P3hiYdw+O/NAdtmQE6xOcQIjMgz/Jf/LDd23C7UuRflqqb/Hvq/KCZy8rksDBCZwNxhJbIzPiqpNoAXmuFlaZcvi3kI+/r8HO/ruikkqkRzcSI5o4b+ly8MS61AFEiefgZl+de8zi95LLY8+hLl8i26aaKSiqoWFmevZPlBptZXt0zdD4LLZZWRqAssZSNlD4ZgokRxY/dtsC6qeN8/uEGDz87ytm2TdU2uvB1K0Juv2aJR573WTvtcnLWZnqtz8T4KJ1ut3ztSoD7no3nuQdq1drBjaudDd98OuS5faOM1ywCt4PjzpHoPqcXYh55weHj3xzn8KkGa0Ykk1VNswKNiqRetahVLNOz+xkVP6PiG0Gy7+bgdhO8vAVxnATPiXK5W59MROw9kbFnr8WufTXueSbgyDmXftvKM4A0ZCmeF/Ffvhhx88UhH/lgl+cPWHzpAZ9QFBwLVRKKCm9Bu+CUfLttZRE/WIK6APOwDvQCcOftyTKflqEFjwG0mZAMtJdF4O3y7d1g+gJZkXTG0ORFkMttholRlLZrsmAFLjtoGq8TI3XTA49DLcm0REvznGmJm2ruvLXP6ycsnj+o+JkP9Lj54pCRWobrGhctEOgs5gdvDjl+vsW9uxye2evy0j6f145V6Wc+oWfTsxUVW1BNTTuTlH15/kYvcnhI8tfKFKQscwxPJZWM1S2+56pFtq+e4xNTXR59ocZi16MV27T7No4Y4x+8PaYXd3j8lXFcOzgopHMgI34jwMcmZtj58DfuU1b1c6iV/+7SNaeZmVSsmu4w2+lw392S5/bXWehJXj5UI7A8tkxqxgJNowL1iqQeWFQrFrWKAXct0ASeLg2AfDcuwe05Ea4TUQ1CXLtPux9zzy7ByVmbz99XY9feKp2eZ0JXlULWCh2eRuuYftzn1DnJ1x6WXL455ticpN2RAyCUQJcoYSq3Pcx4FG+mt3yT1mSoSpf99gUV3FLD05UBjbZAeKEbTHRhqGlCmwp3VJH3HFJkqCxPOMsEmRJkefw2GBIW1vD0JP//0IO+uyR7FdwU42+Yao3KZK4Kyt2xCq7IEL21WtFsWp3gVzTf97Yevhb0+y6tRY8ksdCZzKdjmnVTCf/kAzHdsMXuvR0+f3+bk+c9HnulzkI3oG+59DxJLRVUU12mrKWFxbbWZatWxE+aZGdDHktiRT+2mBpx+fkfXuLVm8+x1LXY/XqFp1+p84WHfdZOBIzVHDavnmJ6sva5p3c9ed9tt77rjQAH0JmDJLjb99L3BtXOZV6lx4N7HF49WKPVdjl8PuPQecVUHVZUUkYrGY2qpB5IU7UrFrVAUPUzqn5qKvcQuH3PANtzIgI/pFbtMbsYcd9uyT1PVvjGU1XakU+7FyA9C68hcaQo04QFEGeSbmLRzwSEMd9/R48ff3+HWAiOnlN889EqqSpOXmbeaiRPg+o9HL/9xnZkMPIbWFYMWVio5X14YQBUGO8XX2NYZGuECiL3uDZpZFGiy4TfwkJNydzkMn/zGLJSvtZj0NcPevBCL2m8BIvJSSIH7YnKw3aVlKRphpIyX6PLoUWNeb20hAcfd/nYx6vEAnasSfjh22PCyKfbDwgjG61NESkki0qmeE7EDdsjLt8Q0os7fOPpNnc9WeHJPQ1Oz1foVxx6qSRMM6ppNmQRMbCKMGGxqsxtMvGSppKniRExXLK+zfFzHiJtsHla8/KRNi8dTBixbPqJfmG0Edzd7vSWnVzU8Cef+vRn+OB7K8d8v3fN3U/HVzz1ksPiwiiXrnW57ZqQyYklXjzkMlOFiVrGWF0yUrNo1myaNUWzCo1qRqOaUq+k1CoJ1UpELYioBEZtX692Gam3SXWXe3dl/OcvBnzqrhF27hmlldTRskIQ2NQcScPOaDhQdzLqtlHjV21j6t7uZ6yfXOLnPjzPFVsT6kFGM9Dc86RPNxpYQAhp4aoMv1hQFPTd4Y2lNbyxLIyHCoV/Me4UA6W/GhJEF6LoXDdqX/DsWCb6XEljjNPuaNrdhH5ozG6KCOzhg+cbtpoZy0+tYvk0osgCG+79Za7yL9yvikS40i1LDoJ8lTJOX3Md+He/1eS513zaXYduJLlhR0TF9ZlbqNPu+vRDhzAahIgl2iJObMLIxlIWFU9x1daYG7d3uWRDhyQNOXzGWDr0M0XMUDSJHvDeCz/4so3JI8yzTJoxqAJLRfzuPS4PPl2HpMLFay2u2tpnejzkxUP2XbtefOV//MxPfmTZq7esggPEcgeZFMAh1o2HvP3KiE7cZc+RhAf2BNRsSdPXjNYkow2bZs2iUZVmmxmkVILcBCg3APLdCN8N8b2Qit8j0iFff0Ly5Z0VHn2hxqnFKlq6OFWLiiWXSd1KVVBhzZb3t/UYVo1H/OR7etywzaHbsrBUxE2XRtx8ZZ+vPuqVXA4pCtP6Ql85iN/+dhvLYcfaQdXOvVrkANzDVhbGUzEr482L+JSS45yb8+89knF+Ph3YnImiFcryfr7gbgwcZlGG8VeczMpFD7k4IR9HGjNOwzA0Zj0DC+Y0NbN683nue5gNHWQxdm+PveCTBS4Il4dfqvMLnwr48TssLOr0Q5W/NnqICJdi2wm2ZRNGDrad4NoRY7WI77sx5C2XLLBzT5sv7azxwDNN5lsBbdcxBSzOqMWafpzRj7JBxmakTb5qbIK1wMaxHWqByx1XxjxizbPviMeLh6vccukom9dJrr90E0Jo/tcFeH4DwK++6l0opSKZfJHWwnM8/JLk+GmfiXqVtaMJ87MxzarFWMNmfMRmpA7NWkItMH6EgRcbcOfArgR9lOrTC0Mee1nwu3fV+NYLNebaFWLh4voWgQ2BAl8NbJRLuZtVuF4N7CV8T7J9g8e1W0fp9HrESR/PlQRBlw+/s8s3H6vTo7iFszxWTw4+f/NFDm/SZ+fgLqwsCmBbuRi6AHiRolz4I5aksZSxRoTtdTmys8K5cx7jNW3YlEqYN4gGSxvykTVEoyVfjpiqXmgeiypuGIgiGRwyk9QcVNN8NJimmbFYyycnOtN5eyKXtSeRht+/N6DTd8DzkXaArSRPvegz4ii2r3UIvKxc0DnFw0qxbZX/nAlWnBJZNv3IxbVd6n7E+24IeeulCzz+YovfvqvGcwdrtPoV2n2XmquoRxlVJ6MSZnTDlG5oNphhpIlTC7DwHJfpcTh5NmC6VuPimzscO3+a+3dXaYtL+en/7T1RnCQXwvmNAJ8YG8Xxqj87Nb122+9/8+Bbz53NuH67y45NfR5/LeTIyYCpEYvpcZup0YyxplnVV4OIihfi5c5WthWinD4Hjmu+/rjNZx8cZ6kXsLAUkFoOvi9pWuCrDF/lt/M36DgHEjfXFgbEnmK0YTFas5idrwOSekWgpMZLYiquXsYtLip4YTp5IeV1QIddPueW5ceybEnKA+WQV8vylsQwHgfMyBTXTvG9mPGRNq1okaW+4nQrQKmMimtMbZxczldaFS8D+ADoQghEoo2CvQB03r8n6cCEKJUi13AOvFQG3uJiWe89PIHshIpM2gjlUrUl055mqgrzC3DUhdGGRcXP8l1GQbVQ+Q4jJbIUtpUS5RrL0DJiYsf28Z2Id10Xcf3FLTrhPJ97MODrjzU4eKzGqchFSYuKLajZUPUy6p6m2cvoRxqdOtiWzdRYhUPnI555Ca5Y3+Tq7Yp174HQWv/I9IqVP7u42PmzAe76NR56+K4WWbBvZqRx0/WbltSKqUVePRbz9Ms1Ll5ls2aFzdrphJUTPZr1LtWgi22HnJ5LWAwTqn7M7n2S+58NeOb1CsdOVomEi2MpahWBb2V4ShtP8LwPti/82BpYxRkmoiBwFZXAohaY6hklkiiyiV3TC2qt0Glqtm8FwDG67jLXUg49F4KMN2tV1AVTk6JHtwbgdmzTkgzEGQOqr2sXy6yYihcSeH1sK4I0ZinKqIYSwTCddHiaIErCUwY45aHSgJt8Lb98cmLMeYzwQZBIiZKaVEpUasQF6bAVc1G9C/mZMBXfaFQtKipP3bAhTTWtbmoOqtpYVCRJRuwI3GRgm2x+dpXziTSWsk0kupXSDV0cy+w8phoR//JDIXfedI7n989x77MBT+0N8H2bLLU4MuvhdyTNNoy2Nb0wQmsb165z47YFFlqLPH/Q5/Scx3WXVdOLdlj7nnj8ntZbbnzXnw3womIstdofrdWda/pp5/IvPqjo90a4eoPNRWsFG1b2aNbb2G6LA6djXj8p6EaCz97X4PySRFmSKHaIQwdpW1QCwbiVlYY6RU9tD4mTCy2kEUcUAuUc5I7EcxW+q6j6At8zIAKGKlMRHJoWS+HlE5ShkWAB7kFasbhgmbN8WnLhgdJWRphhlc64Obht05O6Oa/GdRL84o5mR0iZIrKEKNG0YgtbFrv6gR5TF6v8XCa2/MqFuKU3ybDYOaeeqmGjzMGWVacCrXJdpBroJQsxgii1dQoxJLomy4hT6IcpHUsipCq9wZPUjPTiNBcQl62ZGhKBW0OWHkaBVfTt06Mh339zxPdc2yNK2li25vyixefuq9CObPYd9zh6yqdzxub8UsZix2axM8KNF/W4YmOHXa9pHKfyYhQuftTzGm8G5TcH+Dve/r382m99Nq01N2SHX19k46RkxRismooYH+kQ6w7f3J3x3AGPY2eanDnvoqQiE4bIlKQC34JRLyurdTG9KBT38k0Od8V/ty1pwGRL453iGHD7nln7e45pDaQ0lWeYi2zOYWb+LYV4Q/9diFoLNc4b2YJvXMkra+jfXrYlF1TuvB8dcNiTnEszRDmQZkmFTuikFl5sSFKDMcmynmTwZ8v434YVKBHLgJ1I8+XT1AiTU2l670E6m15uop8V40JBpiVi6MBZUHWNE5XhZYdRhm2l+cRS5f8tz/BMjVGQrUTuzS4HVnoXxjrmYLetlHbXy9sbo6UN+wJXOvzEOyWWlXByts/R2S7P7rd5/IUqLx51OD3vcPC4z/SYx4aplMt2bM2UCtOLr3zXm0H5zQEO8JM/8Fb6/f4Xv/KVQ1scMV8ZbbY4cLrPQy9lHD3t8fqxCoFlMVEXbLnIrLjPL2Ucm9XozPTQXqGMXzYrHqhihBhs/mRBbhoa0dmWxHFUXsFFbpRvOOR2/uJJmZXkISE1SlEueIQQuYHmYPZtLQPyG3kmg8XOwNnWLluTLFf1m/NCoRd1bMNhd/K+23BrElwnwbaNNlTK1Ehy0KATolTTlhKVDMJYl1kykJk/KhynKHZYeQ+ORkiZewUW0SOCJP85k9T8fEn+c6VakugMKw+V1doAW2tz4BSZGdWRt0vF3cSkN5gc+jDWWKpQKMlSnaOzPMpdKeI0K38vSsqBqb8YCgtTw6otA3DbSskQHD9T5dyCiyVhpJ6wfrzPtpUdrtnU5fDZLgeOW7x+LGC+7XLJRSs6dv0dX3Rd79vB+NsDvDayKvvGXV/9jRWrtnz03Il7K199Ag4dr9LtuTQrkms2COoVQa0iqQdGiX/wTJdXH5JMViUVJ8NzBtbISplqWjLchhQdRmQ6AFwpUM5V954jciVQLpLIJxRFFGDxAgoyOmFubCMMwcoWWX7IHLazGHqzXUCosuRgaqLU8spd9t9W7o9YgNtKcQtw20lZvR3LGH1aVoKUCSWFUMfoNKErHCwxlOC8zJIhB/0QW3DwmhnNZZFDb4hWg7tUIo3zQZKa1z1NBakybUqqxLJtps4nKpYWVNwUSA19NTPeJUlqLI3jBKJYl7SEwtSoDMpKBamVoVJT7AZJFMXve5BGUQqKcy2A56RU/IjRRovdrzscPu4wWpPUKmY02KzVGK3HXLupz8WrY/atDXlsj+TibRtnz5166Tduedu7s78wwAHuuG0tS4tLfPozNSoW3HG1QGLRjyS2Laj4MFpPmR7rMdac58CDkOoRah7UA4HvmGAhyxrIt/KytIxJVwBelltD8//YQ+LkQv1jD4kjyt4uFz6EUcrv31slyoyRpj2ski/n0m9SvYelaEPpEtYQwAeTkgxHGb2oYxUOu8PgHoDcLtiRKkaqNC/QmeFZ64hYK9qJWuYolbHcQWoZg3AIKAMfQlnOwmU+Uy/akzRX2idSYOXgLrLg01SSZjnItUIJxYfv6HLP7pgo00Ralcb2BuQYkCuNigVCpPnBV5beLqku7obLs4qKw3IpWBPmd2ErcB1D5cgyGG8KtFzg0dcUk1WbmaagWZUEvsSxjKOVUBnTYxFb1rhY1TVor/6nQfhPB7iyR0PE4kdmZlb94eMvHqj4nsOmmYSxhsRSKRMjfSyry+GzPX7nPpvXDtVZMyoYrQnqFTPSc2wDliITpmDRDTPqCj5GAfIC4I4lcj/D7I1mQIUbUqn0ScmUZt9xhxQbJVQevZ0fZAUXtCj5Wr4gUA3PveVycA9bNZcWckXfXQg17AHl18k566aCR1hWjBRJznDMQCegQ0gVEQ4toUpwD9NiC1JVUfkG5pfG2TWRBanKVMVUChJtCFdKFeoagdKY5zQHeipLoOsc7Fmm2LIyRmUJmU6IUotIizxexASwxklOOFPabEpL9ylZersM20gXNOFSnFyek8zPYSszAq74kiQROHaD269cYMXEab68s8bLp6p4wmKykWBJGGtoNq7SzIy3WNRXdBDqI2Pjk+FfGuCLc+hK5ZJnrru2unTg4KHKoTMZq1NYPdWiUVvk+YMxf/yYy9OvNiHxWNmQrBgVjNQsahVF4Els29yyKN7lZeSFMVAv1rUwmAYM+nByG4lB9Sxsk4ct21QeJrX7dcVizwFlY+zYGLKDGKreannvbTaUcmipMwRuKxv038OjwKLnLj3S05wdGecgD3HtCMcOzXjQSomwsPMenBhDjMw0IR5ZpgyxqlC9YN71hWh4wAMfjgHMSimalDJvTcybN0kGbZ/J1BF5zr0hXiW5mWWi80diU/NjLtvU5fHXqkSWS6gFcf77ShJIrOLjjFjqMrrFXNI4dA2pkwpgJ0k24JykprAJzO/AsSW+J+j2bcK4ysy44satS1y7ZYmn9i7ylcfqvLivxpivmBlPadRCXjna5EN33ra0bs26Z9qdtv7TMPynAtyvTOO41nnPju+8/NLLHj5w9wv2aE3T6i/yv74peOS5cdLYZaIimJoUTDQsRuoWzZqkGkDgmUNYwYsuMsjDSNCPBFEsiBPz4hc1SxYHzSHr5OHJhZ27/ZcWEpbxQ5FuzD27PGbPewjHwpUCR+plgmLrwt47l6bJQnJWbix50wpe2sZZadme2PmSwynBHeE6IZ4Tggo5Oadp9xUvHnJ5cJfDj9/ZZc2uhJcO2bR6DmfPa/pZRoTHEoa7bg6SRQUXDBQ4AlFEqZR9dg7u1BziUinMREUa19ikeFPn1btg6ll5zmaaKtLEaB4nxgR3XN3lyT0RqZsSpsqMADXEuqjgOQ0hGbhOFQf9DJGb6eesyRSSVBPlWTthbIhmSVqwKM0Y2HMlra6i01O0exUW2g5TowE3b2tz/dY2D77Q4Yv3N5lt+cQxbNh0ZbzQyu4cG62fH2sEf/kWxfVswvZ+platO7F2MTy4buW+rTo7zecfDHhqT52ZCjQDGKlJRho2ow3FaD1jtJbQqMb4boxtm4oUJ5JOz6LTs2h3lTlh585PsaDkRhdckGWz8eE2YdhR1jZWEZ4TMzub8fw+j0i4SKnK6D+riDixBkudcvz3BvnZ0MGy2FSWwB74kxdngGKD59qFzC7EtUMCv89SN+Lz97l89v4Krxx2CXuCKzf0+KkPdfjRd3cJ+4JXDll87oEKn7unyflOSuQGA5AL/SZJbnmOZeHLLmW+zSy8CLOhql2Au0hDM8BWZciTJLUGIE9SC1fbXLo5Znysz9lOhZ6tCFOBt4z5Z1iRlspK3WWaFi63mJN8Ri4zM+DuhSndvqbT03RDaPdNJLfAvLa+o2lUUkaqksW2xWLLYW7JSNDq1Yibt/WQOuLh3RDqBtdu2XJwbHLdiedePsaVO9b85QEOIKXi0Gs7j0w16z91w1Wbdn75riWsrMKtl0o6PY1tK8abFhMjMDkSMzXWI/B6SGUIVpaVkmlJkthMZh7nFyqclR5pZpvqkAwcnUyfstyDeziPpzhQFq2JWRoYm4j7H7N56oUKqXTwlcST2rQnavmb5Y3byuULneLvlNmb+cRm2ZtL6WU9t23nldsOqVa6nO8k/KfPVvntL4/QzTzzjdFkVoJMFEpbiNTiio0p2ze1WDuZ8J9/P+XUUkbkB7RxUELmKvgiZ35AEiut48poEfMaydRE/BWtyrI5f5onOuRAT3VGmkgSSxGnxqc7SW2uvzTinVe3+f0HasSpQ18bKVqcUqrl05wFqXPRRhEOWxiIFkdjnZn2pB8aZ+Jzi3C6BZlIiLQ5WNpSELiSM21FdS5juqlZbCqWusZN1rUt2n0P10q5dusSwfgOXj8tfuqFg48fueWqS/8s+P7ZALeD9WRpC2T11OqlnY9uXXf45orT5cxiwtIxh5WjNlvWJKya7DDWXGK+0+eBPYK9xywC30GpPF9RaO64eoGpesJIIun0FTI3mSlmrgLM6nhIRFuGoha5l9bA4crQPGOEjPmjRxqc6/tIz8YvhcVvNPBZDuY3qd7Dd4/CqnnIdL+o4I5VHCxN/+86EdVql9lOxK/+XpNPfG2crlXBsm1sKYlEhrYSkrBHu+3Q6VtYKsZ3Q/7Re3tYcpZf+VTG6Rb0A4kQKlfkGJ9sUVbuYkmVp72l5K2KqepmezncfwuSxHDNVQJKShKVEScaSymsRJMoQ32NIoeRSsgHbuny+w/0SVKfXmoT5ZOUJB1I0JbZQpQLNtNglaPNfIwYJxnzbViINStXtrjj6i4WZimlFPhBxt5jFo/vqfDCMY/x+YzVY8ZZbfWKhDMLPU6dU6xdOca1F1306K03v+XU/FKP0T+jPflzARxAqBpPPPPoft8PfqMxsfnmXc99i1NzPivqkovWhYw2F9h3qsvhF+CVIxX2vB6gI5uKp4w1QGZYYrv3tvjI97XYtjLk+DmfKBaEkYmNo4jBZiC4XQ7y4WnGILHYD0JeOSo4cc4D5ZbK+UI1bxfWbEM99TCJajmhatCaGGbgUP+dWzbbxZ3DTnGspFT+1ypdzi4l/OfPNvnUNybpyCqBa1O3oWpniIpgrFrjzKxN3TMiTc+NiBOHaqD4kXd10ek8//mzcGJJ0hcV2kJhCYkS2tB8hUAmxdQkB3DemiiZc1FEnmE57OGi8uotM1PBE0kiJbHK8omVqeBxbBMnDqsm+lyypsOLRyuEtkU/BV+bCY3hbA+mI1k5IMgPuFbepeSFKooN2ue6sHXDEh95T5+ZkSqdrkeiJY6VUgtC3nZxn+u2LPHykQ5HzzicOBWQHoPJUcFlWzT1Spurr9rB6pX2b7z46iP7L93+tj8PdP98AAfAXUfq1J9Ztab/lb0H5t8vkuO8/aoIYS/xiW+m7DtWo912Ga0otk1JxhuSqm+WNFJCL7R45ZjFzudh/URKP5QsdjSdbjrwMbSMt6nScnlVKJLOhuJJ7Lz3TnXM5x7wefVoDWE5VKyB52DBHxkWM1xYtQeJykOH0WXAHuQC2WrImCgnDtlWTMXrc34p5j99tsYnvz5Bi1oZmdhwDTOu7gtWj7icPF3BFjGNakg1sEhTRZZBrSL48fe2EXKej31Wcaql6EofS0gsIQaGRMvoDYNs+eKwmQ59nBQOXGkx95eoRBMX8rskK6t4pCzsxCKKHbaujvihW9vs/b06UezSVyqPr6EUaAzAPbCps5QoJ15SCDwtUMJiqaOxnIhbLoGoN8Xdr1bo9c2/33WgGsDESMLa8T6Xr++w2A/ZdyLkC/dnPPRswI07bK659CI2b97ylc0b1jwD7T83bP/cAL/h0tXo8PgRsfmmf7pw9hW1/8Dse+d753ngcYvTZ+psnrSwpjS1imSiaTHWhBVjMeONkH6SsO+4Ta2mSFKfI6czXjuUMbsYkaQ6HxcJPNfc3SxbDs1Lh9OM81jA3C7ZdyNeOQI7d1XpJT5+YAQTrkVJux3EEL5ZayIHB8+iRy+rd0EKG7JuLpxu7SRvT2J8P6SXhvzWH/t84qtjtEWVwLcYcTIarqbmZdR84xXju4pOXzG3NOR2VdAMREa9mvJj7+ky353n1z5vsxhadISDKwVWWgSsUr4eShYBrJT8kyLDspyBpyCTgo+Tk69Sc+g3r6kBuKWMMqcfOjRch7de3efinW2eO1Sh7yjTpuTi4cLMp7R/yBdMtoWxCHEMb9ySGXFDUPUV85HF/GKTp85r5hbn2XfcohfZjNUUM6OCsYbFxGiNWlDBkgkrx3rc+daQ+5+BpX6F0wsTX7u0+Y5/+sIrp45efvHm7zzAAaS7itf3PnH0miuvfunc3MJ7v7JzlulGlQ/fHjO71OfY6YD1M4q1K0JWjLd49kDIgXOCfi/lkRcCLt0guWGbS5bFpPIMLxyr4kvFSFVT882tTEmBm2al2kQMHzZzkFvKzJ6ljPjaEy67DlSRjk1gYeLBVU6EGmInlvHguYVz2Ytbw0udHNzLwmX1BW1R4b6V21zYPZ59VfBHj9RpJ1WcmkPdNrGJgQ2BA74j8BzTBiWpoB9JuqHCsq0B1UBqVFcz0kj50Ft7PPjMEo++YhMnira0cJKBC1cyNCFR+cemHy9GhTnQRUY85IYrpNFsqsQ4XpXR57Fh/4WxhWXZ9PoOl23o8+4b2jx3sEGYOPQtwxosfE6GjTbNZtL4LAVuRq2SUg8SRuohjt3jkT0KlVXZs8/ihkta3Hx5l50vShZ6im4Pnt5bZWXTZk3bYt2M5Ni5hLldLtdud3nPdXN00zVsvejalw7ue/roW2++7i8C2b8YwAGmJ2aojqz+WKW6f8O12xZ/sOGf5bHXMmTisWmV4MqLWrT68/y3r1nsPVxh1HdYP2Xx9ksy6tUWrx6LOLNg8+7rJBdvOcvv3dPgxLzPyizDslIcW5RGMYPD5iDktQBYEITsPpDxtUerJDqgYkuq1rCAoEhpy6m3SpZay0FEuMh7+6J6F7PyQWLyheNJO+c321aM54YcmU35xY83ee14HRm4VCxB1crT5eysTJSzrEE6b5yYXUAYKRNJHWlsZWOplKW2x4aVMf/+Hy3ykV/22D/r0FeSrhTYKWXEYfJmVbxczRdrfMpWZcAbJw9p1SXIlZRESqGkVUrPqr7L+28Ouf/pFk/uD+jbdj5JydOv9fLDpangxtypUUmYHm8z117it+6yOHO+yfde2+HMgsWR04KFxXFWTihu2BbSrC/y8o5z/OGDNZ7bX8GxbbauEaRikef2eVyyfjXXXr3piyvXXP6xXvvkXxSuQ4uoP+dVG13LF770zcWR0Y0/IS35radedamoOldscdixaZFd++f5rW94HD4ywo6VFd5+mcc7r09IZIsHdtvMLihe2h9y4OgYb9/hctNli8yHmsUuRJGZBmhjZJd7f+QsNDUgWHlOTBxHPPCMwyvHa0jX9N6+leHl0YNuLnGzh8TDhsQ1qNxKDUWFl6AudJUMVfA0H00ObJsdJ0LKkId32zy1t462fVxLUlVZGZ3oWuTfn9IUqPDhi1NJHEvCWOUPiyi2cx69xzWbNW+9uoUjeiRJQjcVhIkgSimBZrxGct+VvD9OdEaa6nI+XfBIktRwSeI0V6snwnz/xPwbovJhEcYOnb7L5pXw9mta+E6fXgyhNjPwtPi+hXFRfpewLdOa1Ksh1aDFoy+l7HxuhC3TAZdv7TLdTLn96hhhLXLP05pHdge8emCardMj/NS7u1x28Rx7jvR57jWLsNvklkugVre+tXXTpp/onv/m4ratK//6AQ7wQ3d+LxNjdvcdb78zuv26Brdd02VkZJ6dL3f5zN1NRNjk5h0u77gKbrpyngPnFnn4WZfLNgRsXZeSoDg7JzhxrsH7bwiZHOvTiUTuB50t46aUWfTSWCfbVorrRiz1Up7f69PvBQSOLMNm3Txsdjiy0LYG9FszNZAD4XARE70sGrwAtkbllVvl0xMrt5Zz7YjZJc2XHqrR7ftYjk3VAt8yulLbGszgh83xC85GkgqivBc2NgmKKFHEiZF5uY7NnW/rMl7vQRIRppquNguSWBuQp0P2C+ZwmZUz6sHHA5DHKcQxRAlEsSSMBVG0/E0WRia3stt3cR2HK7dEjAddwjiln3/vwsRH54fNnFWAlKa4VLyYM/MxX3u8wqpRm6kRILN4+Yjg+b1jvO1yxapVi+x8sceDuzN2PtfAyqb4sdslN16+yGy3zTefTnj52CS33/q+qBeL7vbLvucvA9W/eItSXKvWbEBr/dSzz63O/OjoTQ8+a7l7Xh/h+i02l2yUrF0R4rjz7D4Qc/fjY2xf5XP51oilsI3vjIKAXqiYGFMomdJNKXM3C5rlsiWPpQc0VBXx2hHJroM1rMChZmE88fKqWSZIOAUb0dBurZyCW/blF/LUy/YkZx7mbyxryKfczmfvyoq492mHB5+tge/iSGlE0+V4kvJu8QaA52vsNJEkiSZOJFFs8iIjlWJZNt2uy9uubPPOa9t89h6fOHXopQ6BzHBTQaLI+d2DiirLjzOj6NFZbqlccMhLPl9RenO7ZVB5/KBR4KTYkUOn43H5+hab13Y4tqdOL/EJ803mwCI5X/TonBiWF4c00yx1HSZGDeGg2/dZCiNOv54y1hjlvdcuoNNFXjvsM7unwvEzNpdsmuK2yxcYqaU8/kLG9779st7qteufFvIvVYf/8hUcYNVUjTUrGv9morr4/kRsnt0wKXnrJYLLtyasXzVHOzrLf/8K/NH9Y2yd9rh2e8bU2AKPvKDwpaLii3IMJ4eXGAUBaoh3XcSY2FaK60S045ivPFrh6OkaFU9StTW+Peh5XcvQdN2huMJlQbNDPXdJoVUDawc5tFhSalDNyxbFjji9oPmtb9RJpYelbPMGG1rpl19/yJCzmJ0Umkijb8xdnFJTxZPcbyROHLLE4afe3WF6pAtpRKwz+jqvoinlwiUdBlu5Pi82jtowAVNNlGREMSYqJB7mBUn6kSSMFGFkEUY2/dih3fNYM2Vx5y0dxtwu3Tijn7dJSTIw7UnSYsM50HuaLab5O+0eJInL268IObPY4+lXMg4ca/KDb/X46AcX8OoL7D/b4bnXQ3Y+X2PvUZ9rLt3U33jR23/t/ELwb4UY+UsDXP2l/8/8+sWf/z9w3Gq13Y1vqPiL6rVjKSfPp3zjKcHpcw0uXetzzTbB1nULPLgn5NlX6qydcFk3I1m/ssvx2RbfeLqOi814XVCvGCZi1YdqoKl4mooXm4ffp1bp8virml/+3AQJVUY8QcPVVNxsMLFwC1fbIjZF4pahswwRuQbr+GWqHSvL41IG0SmOneA4Ma5rBMR/vNPm9785SiyreLZFwzJTE9/G3EnKmPL8TWYNQrjs8kBr7k7mja0Hfi2Fn4rUTIxF7D8p2LPXRyuT61nkeS63iyvMPwc5ncujgcQF0r7cri0btmQezgEtTIEyNs70eXaf4MDJAGVZxkSpHMEOck89V+K7GfVKjG31eO6gYHEpYLwGFd9h88qIWHTZvc8hjRSuHbB9bcq2dfM4js3MeMLrxzPWrVwRjY6t+djBo2f+n5uv35H8ZXD5V67gxXVmVkeV6qpfnZyY+cWz8772lM1kU+GIgMvWuVyzHbasXeAbz/T40kMNmp7LzIRkpJ4yPdrm8VdslpYcqm6Gn4PScwSek+GV+sa0XIm3exF//LDPXKtCxZPUbG1AZQs8J7dtdkVu3azwXQvPVbiuUQXZefjVsB/4MCtO5r/YUl4l9WCCoxI8O+H4Oc0nvl6jE3tIy8ZX4A7PzYfbn2EzzkKRVvThuqjexfOgkseJmUu7lsVPvqfDqskuWRIT5X14WhwshxyiBhvGnIash/rwxDD5jKmOph9m9ELyhxx6KPqhRT+06UcO7a7HSNXh/W/tUK906cQZvQSiRBAlxd1A0480/fxrdXoOI1WbG7b3OL2gmW9pTp6DxVaDH3ir4I63zPLqyZBnXtHseb1JEo0yOyfpdhw2r/H15PjUL66bnvrVET+O/qr4/CsD/G23foATZ6OeXbn4KzdcfXV246WL9PopW2Yq3Hw5XLJpjruf7fGNx2rM1F02zFhMjkpWTfZZ6nV49ZhP1ZI0KlDxFBVPUvEzAq/wEh/QUT0n4ugZzdcfb2A7LnUbAsccLo1eMwe5o/A9A2zfEwQu+K7RcxaCZUsNRMhFxVNiaGqz7DHIArLtiDPzkoPHfDLLwZYSX1FSA0qz/KF2q+i/YZBsrPUwyMVQdvvg0BknFnHksGGVZmq0D0lMqrXhaWsTpZ4OTVJ0lieeDVmi6VxrGScFbTWlH6b0wpReX9MLobsM5OoNIO/0Pd7zloi10x2iJKWbSMIE+hH0o4xeP6PXT2n3NO2uZLFtE0YB21ZrqtUex2Yzzs4lHDjucPb8GO+/QXDbDXO8cLTPt56HfYebOI7iWy+GrF17VXbztdu+0mykvQ9+8IN/VXj+5Q+Zw9cl29YwNrrm9WMn1Ef3vX7L/wzc5+S120PWrexw166UR3bV2TTpsm7aYmbCYuVExMqJBb61V3DgWIXximCkaqyXGzWRexsmVII88SEnNUkZsuewzXy3QrUqqTqm9y7AXdwBfE/lt0thdKH2oBUo/boZLJKK4kp+DigfZXb6gNwliPnUN6vMhy7CsvEUJTXXUbmCSJnxoBqaoBTUYEpwi3L1nSSSxMqM9UIiczsGI0KIE5uap/jRd3V4em+DVKdEmcrHhIbnM+CFDJYv5SMPlgVT0TNyzn2scWzj/6e1zP1RjCutEqrk37h2SrfvMdpwuGJDl5cPhcb8NBE4Mah+IbgwVAvPsaj4NiOLAVtmuly6uc1TezwmauA5Ep35dHtT3H7ZPHG0yP1PNehGkulxhx+983q9bv3Gj1ZHLnk9zI5/J6D5nQH42g0X8fiu16Ibrrrh4w8+9XrQyxr/daF9lj98VLL7FZ8dq30u3mAcTUfqKeumW7xyrMf/+pMmWegyNQPNusVIXTJa14w1IkZqIZ6bGIDlWT1xlvDZ+0cRys03hTm487bEWEtYJjrFwzxyqzErF14kiTRCi3Q5GAYkuMHqvDSrVBopzQQlTDL2n/SIMhdbKTw54IwXvi7l0sgS5YSm0CgWfXBReePE/L0oEViJJLYUcaJzkEuS1EJgs3HGeP6FaUKsbeI8qzIbYvQNG3cONJyGwmoiQMxIsQgHc5IML83IdB4WQBFqK1GWwrYUjmPhRQ5J4vEP39Hhyw+HhFlAnAp6McQawsSYA0kRYyuB5yoqvsfmNVU++t5ZFlpLHDrTpF5JSLTm2BnFjg2j3HrZIjWvzd5DHhdtarJxVfwvrrv2uo/3FvelK1du/dsDcIC3XH0Rrx8+lb77Xe87cOrIqtb9D91TO3FqiYtmfN52ZUwmWjy3d4SNqzI8f5HHHreZn6+waQLDXWlYTIxoVoz1mR5v4fsdMi0IwwCtBVJqDhyXnJgLcGyLmq0JHNO3By4ErsIvWxzKNsckSxhhsJTQDxXn5h3i/OgihCCTA8lcyWAsAT6o4n4Q84UHHF7Z74N0cJXAU9okR1gDMyN7eKGURylKOehRisVMnJhWJo6NsijOXaKSxHhjx5bpw5PE5tKNER+8qcPn7quROplpUXIz+WXMvmUUB7PMMoKTlKVORi82rZhjZ3iOodIW5ClQ+UFT5hXcMmnDjk0v9Jga6bNuVY9XTzRzqjMshJq5fsZSPw+4knF+6LQJvBrrV0TcsL3HZ4/7zLV8tm/QPHOwz5lnbbRuMtNcwtpU55JL72hdd+NlB8Lu8TRofmfA/R0FOEDgBywutL82s+aaf3zLTfrX+uGDo6PBEnHW5sFnKly2UdKsz/PFRyRf39lkVVOyYkwxPmIzOZIxPRayZsUi51qLfPxel4Zb57qtLqumelhWxgO7XU6fCmg2KKu37wh8x7QlgacIfEElN9+v+qbNqXgx1SDEtiNeOuAzt9QkTiwTwIbheAx77QgKreMgIViplCjRHDzt0AkdhJS4smAtZjnIB+3JwH5ZloxFIQceIqTme5XsQCWxkowkUSSpJk6VkZOlikRb+K5kw3SEZSWkqSaxLNIycVgMMuQLcAtzJ3Hz0ajvQCsKee2MhaMUDV9TdTSJJwZxKmB46FJgKZXbYlh4oUOn57BmWnLbVX1eP2ps3VaPwxXbE2q1ef5wZ4UD56tIqbGtGNt2cGwXzx7h+99yjjBZYucuxanzPt9zFdz3XMjzBzWXbBrlLTfcNnfTjVf9X/2w/TXPrX4nIfmdBfjKKWOf1eksfmb6uhstIfTH9r1yz8Sjz2dcvM5mZmqJ+1+I+PKDTabrLuunJFOjNpMjMD0WsXpqifPtBf7LH1V57fVRrtvqsm4CJkZi4jij1VcI26Hu5GNB16hB/DzRreILqr6mngfT1ioxtSBktN6lUVvi3mfhN//YZU0zZvWUoFZRJuUrtyteBvIhL20hjXfHyTNw17d8WpGNHUiTFTlsDKRE7gMj8pHkYPYupSjTHdKk4HIYforKyUpxLImtjDgxE5U4VflKX9H0Fd97c8jnHupz8FyVxMnKzJ+hELMhnxmwlMR1FPWKZO2KlO+bnufX/kRw3+5RxkKbiYomKamv6ZCaSuU20RLbVniOReC5hKFL1ctt6SzFZEOyYaLKdTsi1k0t8J/+AI7MVnGsJKcg24BPxgT/4K2zCJbYezBFqoCbLu5z8HyVHZfdeu7KK2/8V0tL8WcajVXfUXB/xwFeXJVKgyw7/8mbb7pGnjp99lfWTD01gezwJ4/HHDlZZ8uUy5ppRaOqGK0LJkdiZiY6LHUX+dgXKry4f5Qr10pmxkVu0aA5t6i5f1cVz5XUCnB7Ig+6snJwD1KX65WYRrXPaKPDSH2Bu3fDL31+BtGrMF0xOkHPkaRO4bJaOAIOm+wMWhUlU9JMk0YWYGNLkdtSDCp4wXGxbYFjKzxH4ToCxzG9bRRDFJs4PCkgdYwFmhQDXxYnMT5/cT5VSfMDZ6oVlhWjpGE6FcuU4epdgjz/GaQy/xbfM3P50WqFf/sPziGyiLufniBO/dxOWZufv9B/SlDKMptfy8KzNV3Xodvzuf2qBT59f0iUBsQJnDhn8dqREa7cHPOv/+Esv/w5xfG5ANtKUFKQJBadrs+6ziR3XLnI1lVtnt2bceKMw1uv33Fu5ca3/Otj59NPXrS28ZcD259x/ZXHhN/uEmKcPc888fFNq5o/G9Sn5uYWM0Zci+0rfW67RnLxhpRGFUbqmsnRPpOj83z96YwnXx5h04Rgsqlo1iS1wCg+9p/UHD1bZ9SDqgcVP8/i9C0qvqQaZFQDbaialZh6tc9Ys8NoY467d2t+/vdmmJ+rMlEz1mvZMqPLC4DNwFyH0o9E4zigbBNuZdIilkvibGtgGuo6EteVBL6gHmSMNzT1Skq7GzO/FNPuJvR6CWGoCSMIowt68LQQBOdJB1qhE0kcGX9DnWWkvPGAOThoipysZn6eOBHMLvqM1+r8/If7vPvaM8x3epxqSRZ6klYX2t3MCIN7KZ1eSrsL7Z6klesjW12f1RMWW1a2WegLOj3NQktzds7m8KkmN1zk8O7r5zi2pDm7mLHYTlhqx7x4KOHepy32HhplsV1npJqxeePkXLff+NlnHn/44xetrf11wfCvvsn8067/9TufY/MV37/HdevHNqzQ70yjjnvpZli7co79x1PaHY810ymbVs3z4AtdPnHPOOO+y9pxwfS4zcw4rJrsMzk6y29+w+XQySYzNRirQbOiqFVs6hVFrQKNQFOvJNQrEY1qOKjcuzT/9+/NMDdXZ21TM1qFqi/zSYsytnC2MRQyWstcmja0wXSdmMALuXeX5EuPNmklFequpGZnZslUjCkdie9KfNfCd815oBZoGlXNyok+ttviWy9nnJsT2Cob3CUKVZEcMBuHrZhtKyljFl89qnj5cBVp2/hK5PSAoRm8Nej/ixbJdYw7mGWZQ/WKUc0129qcnot48bBPio1d+AeK4Te7REhZOoFZFgRuimV3uffZClVHEbjgOsr4hFuCHetanF6KeelglbGKYN2MxHZ7vHS4x/yiJI6hPrK+dcPlq/7xuhXxZ99x+53ZXxlof8r119KiDF/rpvvaspwvhtGqZHq1++nXjxzwHnxWIgnYslowM94hk/P80WNN+p2ADSsyRmrFyDBm1VSL3QcSvvXSOGOeYKSa0aiY0KtaDu76cOWuhDRqXWqVFnc/k/JvPjnFufkG60cyGkGWbzpz8lVu+DnYZhqyUBEgNQh8MhrKJ192ODFroQKZx6IM3LLK9qTwVHQEvptR8cwbb3qsi3DmOddpsLhQxXcypEzzpF9NmEeeJ7nXdpzmfn/aeAnGiWR6JOO6iyO++HC2vFoPV/FiuVMa/GSEsaAfyjwK28GxqsxMpPyHH18kk4K7n1mBktZA4IzOt68CIS0zNlQWtuVR8WvcuD3kqi0LvLp/grFaSnNJ06gpzs4HbFnT4M6bFnn0hTbH5mts7Ak2r/XYtm6OfYcjJqcu6m9cv+IfRaL+paPnQv1XgNaf6/pra1GK60N3/gjVWpLefN3Yl9zK5IeFu7GfxIbYPjPeRzpz/KcvNThwpMnqZkYjMIe/Zg2mxvq0em3+4JEqKvaYaWaM1iTNmk2jZuWhV5p6NTUHykpEvdKnWWuza1/Iv/7dMU7PNllRg6avqXqCIF/ju440ESK5Y2wZ0iSG5WSDS2CCTBESCaUtcJGYbA1V0MK433PMqLLqx1SDPq7dJ0oTlvqCTh96ocmjiWJNHOd87cRsNtOiRRnKtSxS1YompCh9Bch1ZsaGBWU2TjKiOCWMMnqhoNuXtLs2Sx2PcwtVppsBv/yTC1y37Tznupq5nqTVF7R6Ga2eptVJWGonLLY0c4uK84s2Z+YqKFHjQ7f0CKo9Ti8IFjsJS23BYsvm9GyNrTNV/sUHF4lpcWIuJYo0Ona49vKN/Y3rxj98cnHqS0dOdtM77vgHf93w++uv4AC33/phfuPjn0+fm73uy7et3/UjWZJ+qtc6Fhw+r/nizlFm5xymKqa3dh1JNZCM1hNWjC/y8XsV39rTZOMoTI9IxkccRuqKRpXBtCSIqVciapU+jVqbWLf46hM1Tp4bZWZUMean1DzjgRf4eWvimgrrOsYGwnC+i/HgADkXTiiW5f4UxKRCwJwTqmxL4OS6xCLZ2bETlEzItGHk9QpWX6SJHE2caLOeT8m5KTkzLzUG/8ZeYzDpERc8ygVSbrYZJRkyd4O1lKZjqfzfZuUm9SmWqjMzkfCBGxZ49XWPs70mShb2cZkJjs0StM5IUisPgnWxVZObd0QcPjvPp7/hsqIJE01NP5K0OzaCBldvSljzoxGPv9hlsQNr16zsKnfFj737+6768nNPvZhdef2P/k1A728G4AD/50/+EF/+8u9n16879odrJlZbu1/jf+4/dLKxegQqTsZSO6MZKKIEqj5Mj3Z5/mDI4y/WWFG1WTUumR6zGR9RNGsZtSCh6psMzkoQUwv6NCodoM1//QOXT983SbNmM+ql1Hyo+sIsgfJ5ecWDwMvwvQzXyeNIpM7bkeL2X4BKkuUuqpDHohSWzPKCNiU/bBZGoaWHipUYN6pMk+SEqSjR+cFSEydZ7uE38BxJswH1tExEy1lbErGcyMWggkdpRhH2K0VqpiKlqWkBcgfHTpldrPHDt87TCU/zsS/anOtVkblHYqoNzTaMTFZOHNskWiGFj+eOctPF53lu3xKnzzdZ2dM4dsZc2xzeFzswu1hlqpkS1Fctnmqt/5lPfVb/oZDP8+73/sTfFOz+5gAO8IEPfJgnHv4Uzx+a/PzIyIj9ng0r/suZEy+NvXp4Ca0DmrUuz75aY3osAdnmcw96nD5b4eoNkjVTDqunBNNjIdVKYngSVorrGIu4wO/TqLa566mM//mVSZQXMOFr6l5mwJ1PXSqBohZgUuECQ+iybaMAF7kfd5ph/LML99U8JiVNKX2AB66v5GO+QZ6mXcrmiruDIWoJoSEz/OwoyZU1uf92Uq7nL6jgmVh2B5HSxIxYubGoKrwK8zJe6CVL96l8xl3004W5qG3ZywyMPvL+OZ7Zd56vPeZwTjroTNJPMrphHtHSyphd0rS6hq8uZZUrL+rzQ7e1+W9/4HNm3kaKhGf3hzR8m26cEiV1rrh02+y2dSP/fGJEfT6KF3j3e3/kbxJyf7MAB7jhbT8GwOHji78npGU1R1b+6stHH5xYNznPbCti/QpJvdrm3mdTjpyssW3GYu20zebVGWtWtKhXl/DdFCVtAi9ByZQs0/hun37c55P3jZKoGtOeoOZpAo98fW9RDSzqAdSrxguvGiT4boJlaTJN3vMa6qoElMpJT/ntectqzUgtpafJx4cXVvGigg9NQew0j/5IkUIj0EQ6I0yLkaDplQfuq+ZwqbMC3CKflWcstAWvH7NBGO9zRw5S6SxDJTEkrJxnY6mMKDc3JUtM4pyysZXAtRWuY+PYLq7j4zkBP3pbi4d2LbEUjpJohd0zc/6Km2GrGL+nWehqwjhDCpuKP8KGyYRbr22xa4/N4ZMuSnU5cEJwzSWjbNn29nO333rjz0Hye0I0/6ah9t0BeHGtW9Vgcan9iZEdN4kolr9y9wN3TZw4afGOq3vc/3yXu5+osKrpsXHGYssa2Lp+jsdf7XHynOCilTY3XBJzrtXBd1OmGgrfi/jGU4pnXmviORaNfNtZ8QRBDvBaRVCvpoxUE5r1iGa1T6MaopSm03eYW/TphZZR21jG+9qxUpJEkWYW33N9h8/eF/PC0Qvm5kNBVgM+ShG1kgNcaWP+n2mSDMIUojwaxHg05qaYqcxbFFFORAqwHjwluOdJHyktXAWuZRRMXs5x1xraMZxvSxZD4789GmhGE7PMQeRTG2XlAM/wHBvfden2A67ZGvKOKxb58uM1WghWN9v4LiRRwFsuzti8psvx8/DUnjogcB2bqj/CD73tLHV/judeHuPmSy3WTNlceunt597ylhv/dRpnn7Cc7w64v6sAB2jUq2RZ6+PXXXdNcm5R/Ncd5x8def34SZ57rcr6cZtV44p1M4JNaxZ57NU+X36oyqhfZc1Ixr7jZ/i9+xpcu9XiAzdHzExGPPZyQD8MmKganrjvQOCavrsaCOoVU4FHmyEz4y1Gm0scOJXwxEs2G6ZTGr7PQstBZ+C7KWRg2yleLiPLtEBkukwiLhZCpaHOkNRukPqQ4lgxSsUmoyfTZGlKL7WNSj7JSnCnBfGpBPYQpTdfOmXCwpIS38rwLfNzVjzDg9eZoB1p1q3usHZlh8decjl4sspSxWK11gjSfNIjcV2F35cErqLn2fR6LuMjLjdcHPGNJxMmazYfugGuvniRz96bUbEabF9pc8P2BaDFsy9JaoGkUfWJkymu3LDE7ELI4bnVfOSHr5t3m9f+y1Pn+fTqFZXvJsS+uwA3v7wacZR+5r23XTf36p7jGxNnzX+8Ld1lLyyZlNsV430efKHLPU9VWDta5cZLJVdsm+MbTwtOnBylM+PS6ixy6OQCT7/cxHMUVUfn+sw8PNY3fXejmjJaD5kabdEOF/jq/ZJvPj3OqVMO77pGs2214MycUQU1a2Za4rkJUWKRphZJKtGpAXgRNztQ/4syirsIpnKdFM+NCLwQLwjBzt3k+yGtyKJuCyqxKONBEl24tuZR2+VrZDJ5sDKEMjwRVxVjSJOm0agZQpYfxFy0QfA918J7rm5x7+4W9z8/wonFKlLkQbV2SuBKup6k7yvCSNELHbq9gGu3tVg308ejQt1psm5cceXmNnc/7pMmPjdeNsGHbjlP1Z/j9QPjbOrb7NkvOLNY4+23XB3vO+78bHPyxgONevAN2/5rn0L/mdd3HeAAtqP0vn17vzay8v3O1cFr3YvWiN98/KnnxeJSKjPV5emXXVY2Kly/Q7FtwxL3Px/x+AsNrtxks2V1RkaPj99T5dgZs8ovUt2KlXngmY1isxoz3uyg7AX+3e94vHRwjAnfZvuMzZaVIXtPJhw9HrJ2ykUKiWsrKr4iyRU2tlIE1QREVrYOMAzyXN+ZS+08x4TAIjt89VHBg88HfPg9S6x4VnP/i5MshBWqtqAa67IPN+aW4g3ejCLTLHUk/cQ2JCqV4lhG5FGvWEyP2axbEXLwTJ99h+usn6izfmWHf/L+87ztytP80/+xktMtD8/O8NyUiq/oR5IoHtACWr2AlWMZP/auDp+/t8brxz3GX2tw046UTrzE03skUjrcpEa5/qJZXj3Y5+y8JFWuXrPp8mxqeuv/8b7vvehTR46fjcbHNny3YQX8DSx6/rzXli1b0fGpqN5c8ZnpFWu3r1+34+dXrWzwlUc1NbfKO64SXL51gUdebPGVh6usaHhsWaO4eMMSu/aHPLx7hC1TFptmoBubTEiVH6YCD+qVlNF6n/GRBR5/TfP8/jEmfZuLVgq2r1dctEazFEYcO5/mXBHoR4I4UaS53drKqYx339Sj4SbEiViWL1QQpore23VTKn5IknX4hU96/PSvrOWpF6e5epvLx/9Vh1/5yZNYVp/FUNDPky4MN3t5aJMQ5rDajzR3Pepy8rSNY5vNq53TYQNfMdbIWD3dwQvavHYs46UDFnuP1FlYGueK9Q43XTzL2XbKbAfa3ZRePyWMjCpIygzP7bP/mMv+o1PcepnDFRct8NLRlH1HMs6cb/CDt2S85apZdh+MeGiXpNVq8O7rW9RH6mxav/3nN6xbu33VivHPvPr68Wjdur8d4Ia/RQAHWLd+G6tXr+0dPtLa974PvuNXZ6MNvzjW3HL+0o06dL0zHDwzy/P7XdaO+lyyweLSTT3Ot5e4b1fAZMXluotsfvp9ba6+eIluLHOACypeRqMWMdZscdczCb/4e9OMujarxjImmjZTI4JmvY9SMb04MxvGOCNJ8hk0ZhZuK0HdS1CZEf8uq+Jl3g+4lsZ3YqpBl/0nE/7w8Uksp8GKxggnT6+j3Z7mfddrtqyaZzHM6EVGwGvsF7JlmUXGhChFqIROz7ALpcxKox3D+Rb4rsZ3YzQJ852Uc/MJZ+YkJ84GLLVH+Lf/MOKO685xqgWLXeiGZr6dpkb19MSrMb/9VcFTLwXMLozxzqs1IyMt9hyM2fO64tipca5cn7Fh9Tna8Sx7j9hs23RF+v23z/zin3zr+381bc/uW716XW/7tou+2zBadv2tAnhxvfXW9/OLv/ZsGurqLyWxtVpUNj2y9/h65pZGqDseN+xQXHlRl4nx03z9aTh0rMrWlTY7NmZUgw5n5mS5fjf2vCnjjR79ZIlf/+MR0n7AinpGs6po1hTNWkq90se2tQk2LXz3itZDmb5VJ4Krt8SMjxuPkEL2VtrM5dRZx9YEXkxGn4/fUydLqmyd0kzXLc7O1jh0YgRFg596VwtP9WhHhkqbpBmZHhiPGiMek3d/8nzKM697YEmifJ1faEsLmwcQxHFGu5ey2ElZaGXMLdmcm6/gW3X+6fd3cLwOZ5ZMOkcYZ3kUt2TFWMpiGPPSwZR9RwK2TAe86/o2J9tdnjsQ8sQei1arwXityjuvG++967at+9Zd/I/+40Uf/8i//8x/+Ep6553v+27D5k2vvxU9+Jtd//6f/QBAdOrMEsDutPeae/d9fyCvvMi9YdOKE5ZUfX73LsHO56tsmLBZPa2YHFvgyb2Co6dqrKwPQo6atRjLXuK37grod2usamTUglzF7wtqQYJthWTCzV1Y8+oowbVNqyFkh04Il6y3+L7rl/j4N+v0Eo9UpwMVjSwmKClVP+TFwxmPvthkpp7RqIDjmFZnoeVwbr7GDds7bF3f4rVDAdN5D67z/mTwxkqIkpC7nvZ57sAIvp8gyFgMbcbigVe3CWOViEwTpwmtnkWnp2n3LJY6Nmfm6jRqGT/9ngU+8XWHhbZLFGuyzERxrx2vcPW2kGdfjjh62mdmosFtly1hy3N8ZecEz+2PGB0dT6YmeWp83fe8pKz9/1jZQXb837ZZPfOdVeF8J6+/tQAvrhVTdYB/s//FP+KOW26pLS4t/fbul+wf2PPSObm0kLBqVLB+WrByIubloyEPPDXGbZdLTi+GRLGP62RMjnR5el/Kg7vGWdO0mKibTZ9tGT7KSD3m9ZPw6kEbSxg+t6UEjpNSr0QstLv8/oMuG6Yb3LRd8I+/b56js4t8a7dLPBSDKPOWwrFTLCvk5aM2SeQx2syoeka6FieCVk+x0HIZawRsX9PnhQMpUSpKK4ms8EVXGZ4bc98u+I0/nmbFeJUbL26xadUs33hijMWeZ4TESUaUCLRW7Fifsn5VxFzbI4yKw6vgyCmf8Z7F7ZefZc/+Fi/vddgUG77M2YUuLx9s8M4rO3R6HU6cdzl0ysayawRK84G3OmRqpfaCjX/kupWfPnXqbOs9P/JjwI99t+HxZ15/6wFeXJsuuZN9+4+2Jlb7/2Smc/H+I7NP7ZgYn3v/saMHyUSItFLOzQuu3GDxrhuW2H+qzQNPrKIepES6y87nAyYDl6u32mxe0+Wrj0oyDF+kUQ3ZezrjzHmHhkXJn/YdTbPWY+fLGZ+6e5LbLqnQcFKu3ZGyZSbkvic1qRZDTrjGAs6xUuI05o8fbdD0pOGqV41PSz/MWGgp6oHDUjfgAzd1+PK3QvqJn6/WTathto4az4l4/ZSDSAKuWQe37ahx67Utjpxu89QLLv0YwjijH0nixGLFmGSkFnNkzqjopQDHDvmjJ222r/S4bscot1w6z6uHQlpdm8BNuO/5mH3HMt4d1ZgaWWRhPiRNNS/vF2zcuJn1q2pf2bjpxpeEvfbXte62JqbXfbfh8Oe+/s4AHGDLpjUA53fufv3/vv2O96xtnz/MulUr3r/ruVdZaJ2m3fG5dEPM4VMZWRoglWDlZI+9J1KOnKyybsJm23pNnC3QiZpYymg4bSvkxKwALCpePl60IfBT+nHEq0ctRn2Hii1YaNsstAK6HZNOkWq13CdbZDn3JKbdd2l6mkZFMTOuqFUi9h3V9EKHesWi03UJXJtEJ4QFuAsGYz4eNF7oFo1A0qxAP3RYWKqzfc0Cu1+L6fQdolgTxYp2zyYIbFaOR+w9pOn0TX5m4Mcou8Wrh8dYMVZhw0yPrWu6HD8bkGqNEBXWrsh4+bBm21oXx+nTrDeYXnUNO3Zs/MrGTdP/F4RHhJj8bkPgL3z9rTxk/lnXLVdt5upN1SO333zFv7zisss/+IMffN9OajcwNdqgHy9y8ESVhZbF6smM2U7EN58KsDE60NVTPb71igVaUQsk483IJMPt9olDi5qPESzYGRUv4fyS5ulXfCqOwLbNRKUfSd57U8jqmdRU8Pwy7qomf/1rT9jMt2wqruG3r5zUTEy0Ob4YcvJ8Sqsj6fRsmhXFe27s0o+Hxo7517JUxqFTkq8/ZubXQpjw3F5oc932lNFGQjeEODammu2uwrNdbr0yplnvc34po9XJEJnixh0hR88nHDktSJMqd1ybUa/3OXZWUa8INk8JMlpo6vxvH7iSa2744M4Nm67+oF+75l8eOzl9RIg/O7Lvb+P1d6qCD1+O3wTYr7Nsv4CXnjvYX/GhG3f81mO79m6aTvaop15R3HZlj5OzCcdP1Vk9plg5kTE1tkjgWIzVbSZHM1ZOLrHzlZSXD1SYrhgnLNsqOCUpmoxUK7xcbylzg8yFRePOWpMlg5Ust0dWMuOF1226XYU3boyJ6kGCcPt0Yw8iTbcP/UhR9QWXbYx5+EmWkbuzXFDs2xm1iqa7ZJyp4gTCyEI6Fllmeuw0/3NzgA24bF2bSza1eeI5j/XzmtkFj27f5uxixMlzFufnbdZNeawaD3npoMXbruqzZ3+dD37PDWltdPv+qy9a+t/rk285BewTyx08/85df2cBXlzS/AL2Zcm5fVGs7zi/VFs5fs3Vf6TtR+oL/YOV1lLC9dtTFDDeDPnWS5JXDzpcu0WydV2bI7Mt/uCRBjXbZaKeIaUcsjvOR3+2wpGmL3csI2J4/CWb83OKFdOZiQTByMXS1CyHNsxoGoFGKWXos7YmUxqttTGiT8zGstWTHDqZO87KgfuV1ka6tn4UbtwR8rkjhpgVxhlhrBBY6NTcgrXOSDPz9c4vePhukw/dMsexU0vsO9Fk3bTL9Zdm3HRJh3PzHkfOaI6dd6h5mrGmYnT8ss5P3vSOpaoX3in9NSfmY3Wk8Xcc2MX1dx7gxSWsCbIsPXLDtZPH+t3OxZdcEV2fJNf/dmfpSPXo0f3N1uJJnnwlI6aCziwuWpMQJ4vcs6tK03NYsVqyfX2Lo6c9LOWhM0GUSLSlTDCWNGtx303x3RClBJ7KvcYtgZBGRxnGknbX4kNvD/n60xqygfJHiyx3tiqcpOD4WcWXHnSYrhnujKXMNMW4t0qixEGnMb1Y0w8l/dAcKG1pDHocyzAZ0yQjjGOe2hvR7gVIR/POa1Luf6bDa8csrtrusGkmZeNMRDcUrBifbF199ca5Ky/fYKXIn/LdzU/WGt5iqtGW+vsBbvg72oN/u0sIhRBC7953br7anL7nrnufWnfjze/9Fz/8D/7Ry9deeeVzkxMrn9+xPuhfc1ENx23xhQcqOLrOtZsFq6cFB84IwkQyMRpxelZzetahHzrYSlANJLWKoFGLidOQI+ccKo7Ec8hdtYz8bG5J0uo6JIljyFNDiyAYuE9Bkf9pAqiaHjRrCteRdPuabl/QDxW9nsvaiQTlxCx0YaljHFyjxMazLaZGFVNjgrOLJk5848wCx84Inn0tII1G+P5bJO2oy8FT48z3p/rj4zPPX3Lp9S+/844f+aW9L3xiY7Va3zI5OX5PrXFkXgjx9wrc8Peogg9fN12xHkCfX0pByE+IJPykkoq3vWWNGmlc9Jvbt4stS4sv39SshWqk0abqR9iySzuymZyUnFoMOXM+xLYUWx2XmiNZOS5YO92nWQl5/BXBQ880mKiYiUvVl1y0tsPhUyFHTzeZGXcY6/r0+wmJu9zcsxiTmOBbTRDEeK5NsyJYM6042+pz+DhUfZ8oUfRCl9uvFNz/XJt9r7scO5ew+pzNKsfB9yzWr0xZNd1H2nDguMtII+DI2QSUhedIVntjXHXJSDq9duu3Rta6+5Ko/VGp4tR1Pd79A5/OvMra7nf79/XXef29BHhxjddL25eiaCZxeOanN293R/qdy39ZqYec1w8eSkcbo1fWq+lVjnseRy7yyhHFRFOz1JVYImNmRLBqOqKfdOiGmvt31VkzZuOrjG4sSXTG5GifA6f6nJ6rs9RR9COXuh8SRjWyzPTySF3aNwvMlrTTTwlsw62eHk851+tydtHFUimekzDftmj3R3nnFX0OH8uw/YTj58ANHHSaUauEnJ3v4loeLx1LWZnVqTbHaNas3YrWs321QX3g/bdGK6fH/k2vH85PT4x9t38tf6PX32uAv9llu1MA88DPADz40KOkqbxl3czcOxuj/TvnW52tlfEeT+85QNhPOHZ2Dkf1CRPJY3scNq9J8JTNP7y1z/5jFpky2spUS2It6UWmCXEtm3ddF/KVh42Q2XNSUtknih2S2Pwd24r46uNVdKRACHwnt3mWCteN2Xusi5Aue09UuGKDy+UbIzZMC14/0WVxUbBmPGbVRBWEojZ6BVu32yg1sjfF/aPt6xv3Jmm287Irb/puv+Tf1ev/dQC/8HrH228G2Lm4sLBzcoZH59vxxrA3q0+cPa+R4+upN39ujXOUjStTAm+BY2fO4krFmcUIKRW3Xt3i8RfqzC1lnJ3POd1Zn5cPSi7f4HDkRAfXdsnoc/gUbJyJOXAsIYwdXjioeXFfhe0bNFLFSCmZqEeMVh0WOhaPvZzxjssTavYSCws1GpU+i70Z1q4bZ9VYwgfeM8m5c61fPXj07KErr7pFzkw3ZT8KDgD3NJt/PV5/f9eu/9cDvLgazSbAPcXnT75yHsdxmydPnnoiXbJYv6Ifb9506T+bb6W3h6HN6aWYA68+R6N2kLGmw2xLMduqIJRg37EeB47H/PA7JatGQ3r9PvftCpmdG+XydbBiZAGdwr7jCikk33v9PAeOK5Sqs3HG5/hpj1grMqFp1Ce59e23stipEeqUpbZ1X6e39F+nRzN780XbuOyaqZ0QLQix+rv9Ev6tvP7/AP821/XbxwEWgK8ChJ3jIMRr0714KkmVXt1NaJ/bj5AWnmeRaodOP4rf9dZrf2HD9Ln3XDLfiUcmfDZaKf044MxSzKqViqlR2OZ3mF0I6KYwNinRToeJFa69ZsP418+eeOAXqoFnI8BzIjLZYOWaq5nOXOIsk0kqzwCHtq6f+W6/RH8nrr9fM6Hv8nX/g4+TIadWjhxstLutLE0rzC2lhGnA+bZmPNC4lqBRC1lYcuhlgtl5CboPwhe337B2UevszObt1323f5S/N9f/D1NxBnRVN8fwAAAAJXRFWHRkYXRlOmNyZWF0ZQAyMDIwLTExLTA3VDE4OjQ2OjQ2KzAwOjAw3rEvhwAAACV0RVh0ZGF0ZTptb2RpZnkAMjAyMC0xMS0wN1QxODo0Njo0NiswMDowMK/slzsAAAA5dEVYdFNvZnR3YXJlAG1hdHBsb3RsaWIgdmVyc2lvbiAyLjIuNSwgaHR0cDovL21hdHBsb3RsaWIub3JnL0jPKKMAAAAASUVORK5CYII=', 'weight': 14}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 19861164
    {'hecke_orbit_code': 4503599862251547, 'n': 1, 'trace_an': 4}
  • id: 19861165
    {'hecke_orbit_code': 4503599862251547, 'n': 2, 'trace_an': -117}
  • id: 19861166
    {'hecke_orbit_code': 4503599862251547, 'n': 3, 'trace_an': 0}
  • id: 19861167
    {'hecke_orbit_code': 4503599862251547, 'n': 4, 'trace_an': 8101}
  • id: 19861168
    {'hecke_orbit_code': 4503599862251547, 'n': 5, 'trace_an': -11412}
  • id: 19861169
    {'hecke_orbit_code': 4503599862251547, 'n': 6, 'trace_an': 0}
  • id: 19861170
    {'hecke_orbit_code': 4503599862251547, 'n': 7, 'trace_an': 54572}
  • id: 19861171
    {'hecke_orbit_code': 4503599862251547, 'n': 8, 'trace_an': -615375}
  • id: 19861172
    {'hecke_orbit_code': 4503599862251547, 'n': 9, 'trace_an': 0}
  • id: 19861173
    {'hecke_orbit_code': 4503599862251547, 'n': 10, 'trace_an': 969579}
  • id: 19861174
    {'hecke_orbit_code': 4503599862251547, 'n': 11, 'trace_an': -4927212}
  • id: 19861175
    {'hecke_orbit_code': 4503599862251547, 'n': 12, 'trace_an': 0}
  • id: 19861176
    {'hecke_orbit_code': 4503599862251547, 'n': 13, 'trace_an': 12107576}
  • id: 19861177
    {'hecke_orbit_code': 4503599862251547, 'n': 14, 'trace_an': -2015487}
  • id: 19861178
    {'hecke_orbit_code': 4503599862251547, 'n': 15, 'trace_an': 0}
  • id: 19861179
    {'hecke_orbit_code': 4503599862251547, 'n': 16, 'trace_an': 56856625}
  • id: 19861180
    {'hecke_orbit_code': 4503599862251547, 'n': 17, 'trace_an': 34729992}
  • id: 19861181
    {'hecke_orbit_code': 4503599862251547, 'n': 18, 'trace_an': 0}
  • id: 19861182
    {'hecke_orbit_code': 4503599862251547, 'n': 19, 'trace_an': 269848016}
  • id: 19861183
    {'hecke_orbit_code': 4503599862251547, 'n': 20, 'trace_an': -179564463}
  • id: 19861184
    {'hecke_orbit_code': 4503599862251547, 'n': 21, 'trace_an': 0}
  • id: 19861185
    {'hecke_orbit_code': 4503599862251547, 'n': 22, 'trace_an': 971969481}
  • id: 19861186
    {'hecke_orbit_code': 4503599862251547, 'n': 23, 'trace_an': -1296333360}
  • id: 19861187
    {'hecke_orbit_code': 4503599862251547, 'n': 24, 'trace_an': 0}
  • id: 19861188
    {'hecke_orbit_code': 4503599862251547, 'n': 25, 'trace_an': -354407528}
  • id: 19861189
    {'hecke_orbit_code': 4503599862251547, 'n': 26, 'trace_an': -4599933804}
  • id: 19861190
    {'hecke_orbit_code': 4503599862251547, 'n': 27, 'trace_an': 0}
  • id: 19861191
    {'hecke_orbit_code': 4503599862251547, 'n': 28, 'trace_an': -1290887245}
  • id: 19861192
    {'hecke_orbit_code': 4503599862251547, 'n': 29, 'trace_an': -6967785600}
  • id: 19861193
    {'hecke_orbit_code': 4503599862251547, 'n': 30, 'trace_an': 0}
  • id: 19861194
    {'hecke_orbit_code': 4503599862251547, 'n': 31, 'trace_an': 1449752348}
  • id: 19861195
    {'hecke_orbit_code': 4503599862251547, 'n': 32, 'trace_an': -18104036247}
  • id: 19861196
    {'hecke_orbit_code': 4503599862251547, 'n': 33, 'trace_an': 0}
  • id: 19861197
    {'hecke_orbit_code': 4503599862251547, 'n': 34, 'trace_an': -13245631488}
  • id: 19861198
    {'hecke_orbit_code': 4503599862251547, 'n': 35, 'trace_an': -39458246292}
  • id: 19861199
    {'hecke_orbit_code': 4503599862251547, 'n': 36, 'trace_an': 0}
  • id: 19861200
    {'hecke_orbit_code': 4503599862251547, 'n': 37, 'trace_an': -14813291296}
  • id: 19861201
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    {'hecke_orbit_code': 4503599862251547, 'n': 727, 'trace_an': 828028901266043468}
  • id: 19861380
    {'hecke_orbit_code': 4503599862251547, 'n': 729, 'trace_an': 0}
  • id: 19861381
    {'hecke_orbit_code': 4503599862251547, 'n': 733, 'trace_an': -2032188055324171216}
  • id: 19861382
    {'hecke_orbit_code': 4503599862251547, 'n': 739, 'trace_an': -9552375163475238520}
  • id: 19861383
    {'hecke_orbit_code': 4503599862251547, 'n': 743, 'trace_an': -191871315629181720}
  • id: 19861384
    {'hecke_orbit_code': 4503599862251547, 'n': 751, 'trace_an': 2050232822448746348}
  • id: 19861385
    {'hecke_orbit_code': 4503599862251547, 'n': 757, 'trace_an': -2658449419529652712}
  • id: 19861386
    {'hecke_orbit_code': 4503599862251547, 'n': 761, 'trace_an': -5028520200946468848}
  • id: 19861387
    {'hecke_orbit_code': 4503599862251547, 'n': 769, 'trace_an': 12574637837212743596}
  • id: 19861388
    {'hecke_orbit_code': 4503599862251547, 'n': 773, 'trace_an': -3670035832204264368}
  • id: 19861389
    {'hecke_orbit_code': 4503599862251547, 'n': 787, 'trace_an': 7602141637781979968}
  • id: 19861390
    {'hecke_orbit_code': 4503599862251547, 'n': 797, 'trace_an': 4355839331922083148}
  • id: 19861391
    {'hecke_orbit_code': 4503599862251547, 'n': 809, 'trace_an': 22235165100593404776}
  • id: 19861392
    {'hecke_orbit_code': 4503599862251547, 'n': 811, 'trace_an': -1581507514799432128}
  • id: 19861393
    {'hecke_orbit_code': 4503599862251547, 'n': 821, 'trace_an': -10270086683866323120}
  • id: 19861394
    {'hecke_orbit_code': 4503599862251547, 'n': 823, 'trace_an': 31488353931585383516}
  • id: 19861395
    {'hecke_orbit_code': 4503599862251547, 'n': 827, 'trace_an': 1198180397628108000}
  • id: 19861396
    {'hecke_orbit_code': 4503599862251547, 'n': 829, 'trace_an': -25605392905850290552}
  • id: 19861397
    {'hecke_orbit_code': 4503599862251547, 'n': 839, 'trace_an': 11764698425409244248}
  • id: 19861398
    {'hecke_orbit_code': 4503599862251547, 'n': 841, 'trace_an': -9494937786378633380}
  • id: 19861399
    {'hecke_orbit_code': 4503599862251547, 'n': 853, 'trace_an': -3865913941070723656}
  • id: 19861400
    {'hecke_orbit_code': 4503599862251547, 'n': 857, 'trace_an': -689487455608423992}
  • id: 19861401
    {'hecke_orbit_code': 4503599862251547, 'n': 859, 'trace_an': 4943335496567934800}
  • id: 19861402
    {'hecke_orbit_code': 4503599862251547, 'n': 863, 'trace_an': -30439994452577346240}
  • id: 19861403
    {'hecke_orbit_code': 4503599862251547, 'n': 877, 'trace_an': 49632140629006717736}
  • id: 19861404
    {'hecke_orbit_code': 4503599862251547, 'n': 881, 'trace_an': -22439222590539554712}
  • id: 19861405
    {'hecke_orbit_code': 4503599862251547, 'n': 883, 'trace_an': -27472984031370921760}
  • id: 19861406
    {'hecke_orbit_code': 4503599862251547, 'n': 887, 'trace_an': -169979093645836104}
  • id: 19861407
    {'hecke_orbit_code': 4503599862251547, 'n': 907, 'trace_an': 19198214392032575312}
  • id: 19861408
    {'hecke_orbit_code': 4503599862251547, 'n': 911, 'trace_an': -2243351358224722296}
  • id: 19861409
    {'hecke_orbit_code': 4503599862251547, 'n': 919, 'trace_an': 1428395306108382332}
  • id: 19861410
    {'hecke_orbit_code': 4503599862251547, 'n': 929, 'trace_an': 68743481742297220464}
  • id: 19861411
    {'hecke_orbit_code': 4503599862251547, 'n': 937, 'trace_an': -63198316496090555092}
  • id: 19861412
    {'hecke_orbit_code': 4503599862251547, 'n': 941, 'trace_an': -18445941944394289308}
  • id: 19861413
    {'hecke_orbit_code': 4503599862251547, 'n': 947, 'trace_an': -59452925244191482140}
  • id: 19861414
    {'hecke_orbit_code': 4503599862251547, 'n': 953, 'trace_an': -11058115314734443296}
  • id: 19861415
    {'hecke_orbit_code': 4503599862251547, 'n': 961, 'trace_an': 64795470646413039312}
  • id: 19861416
    {'hecke_orbit_code': 4503599862251547, 'n': 967, 'trace_an': 21147787613508005540}
  • id: 19861417
    {'hecke_orbit_code': 4503599862251547, 'n': 971, 'trace_an': -88781629920891685164}
  • id: 19861418
    {'hecke_orbit_code': 4503599862251547, 'n': 977, 'trace_an': 5661052131285373176}
  • id: 19861419
    {'hecke_orbit_code': 4503599862251547, 'n': 983, 'trace_an': -139135832101275774264}
  • id: 19861420
    {'hecke_orbit_code': 4503599862251547, 'n': 991, 'trace_an': -81695104442189777332}
  • id: 19861421
    {'hecke_orbit_code': 4503599862251547, 'n': 997, 'trace_an': 38691635059752163304}